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-- MySQL dump 10.13 Distrib 8.0.44, for Linux (x86_64) -- -- Host: localhost Database: stengineers -- ------------------------------------------------------ -- Server version 8.0.44-0ubuntu0.24.04.1 /*!40101 SET @OLD_CHARACTER_SET_CLIENT=@@CHARACTER_SET_CLIENT */; /*!40101 SET @OLD_CHARACTER_SET_RESULTS=@@CHARACTER_SET_RESULTS */; /*!40101 SET @OLD_COLLATION_CONNECTION=@@COLLATION_CONNECTION */; /*!50503 SET NAMES utf8mb4 */; /*!40103 SET @OLD_TIME_ZONE=@@TIME_ZONE */; /*!40103 SET TIME_ZONE='+00:00' */; /*!40014 SET @OLD_UNIQUE_CHECKS=@@UNIQUE_CHECKS, UNIQUE_CHECKS=0 */; /*!40014 SET @OLD_FOREIGN_KEY_CHECKS=@@FOREIGN_KEY_CHECKS, FOREIGN_KEY_CHECKS=0 */; /*!40101 SET @OLD_SQL_MODE=@@SQL_MODE, SQL_MODE='NO_AUTO_VALUE_ON_ZERO' */; /*!40111 SET @OLD_SQL_NOTES=@@SQL_NOTES, SQL_NOTES=0 */; -- -- Table structure for table `blog_comments` -- DROP TABLE IF EXISTS `blog_comments`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `blog_comments` ( `id` int NOT NULL AUTO_INCREMENT, `username` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `email` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `comments` text COLLATE utf8mb4_unicode_ci NOT NULL, `url` text COLLATE utf8mb4_unicode_ci NOT NULL, `blog_id` int NOT NULL, `status` varchar(50) COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` date NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=2 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `blog_comments` -- LOCK TABLES `blog_comments` WRITE; /*!40000 ALTER TABLE `blog_comments` DISABLE KEYS */; /*!40000 ALTER TABLE `blog_comments` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `blogs` -- DROP TABLE IF EXISTS `blogs`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `blogs` ( `id` int NOT NULL AUTO_INCREMENT, `title` text COLLATE utf8mb4_unicode_ci NOT NULL, `image` text COLLATE utf8mb4_unicode_ci NOT NULL, `thump_image` text COLLATE utf8mb4_unicode_ci NOT NULL, `blog_content` longtext COLLATE utf8mb4_unicode_ci NOT NULL, `alt_content` text COLLATE utf8mb4_unicode_ci NOT NULL, `blog_url` text COLLATE utf8mb4_unicode_ci NOT NULL, `description` text COLLATE utf8mb4_unicode_ci NOT NULL, `author` text COLLATE utf8mb4_unicode_ci NOT NULL, `status` varchar(50) COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` datetime NOT NULL, `updated_at` datetime NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=43 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `blogs` -- LOCK TABLES `blogs` WRITE; /*!40000 ALTER TABLE `blogs` DISABLE KEYS */; INSERT INTO `blogs` VALUES (1,'Milling Machines','','https://stengineers.com/admin/api/blog-thump/thumb-359101703683293.png','<p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">A milling machine is a mechanical machine that is used in heavy-duty milling of wood, metal, and many more solid materials. Due to the structural and operational differences, this machine is highly helpful in every machine shop. The following are the most prevalent milling machines that are used in the industry.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\">Type Of Milling Machine </strong> </p><ul style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><li style=\"box-sizing: border-box;\">Ram Turret Milling Machine</li><li style=\"box-sizing: border-box;\">Knee Type Milling Machine </li><li style=\"box-sizing: border-box;\">Bed Milling Machine</li><li style=\"box-sizing: border-box;\">Horizontal Milling Machine </li><li style=\"box-sizing: border-box;\">Universal Milling Machine </li></ul><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><span style=\"box-sizing: border-box; text-decoration: underline;\">Ram Turret Milling Machine </span></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The ram-type milling machine is characterized by a spindle mounted to a movable housing on the column to permit positioning the milling cutter forward or rearward in a horizontal plane. Two popular ram-type milling machines.</p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><span style=\"box-sizing: border-box; text-decoration: underline;\">Knee Type Milling Machine </span></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Knee-type milling machines are characterized by a vertically adjustable worktable resting on a saddle that is supported by a knee. The knee is a massive casting that rides vertically on the milling machine column and can be clamped rigidly to the column in a position where the milling head and milling machine spindle are properly adjusted vertically for operation. The plain vertical machines are characterized by a spindle located vertically, parallel to the column face, and mounted in a sliding head that can be fed up and down by hand or power. Modern vertical milling machines are designed so the entire head can also swivel to permit working on angular surfaces, The turret and swivel head assembly is designed for making precision cuts and can be swung 360° on its base. Angular cuts to the horizontal plane may be made with precision by setting the head at any required angle within a 180” arc.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"> The plain horizontal milling machine’s column contains the drive motor and gearing and a fixed position horizontal milling machine spindle. An adjustable overhead arm containing one or more arbor supports projects forward from the top of the column. The arm and arbor supports are used to stabilize long arbors. Supports can be moved along the overhead arm to support the arbor where support is desired depending on the position of the milling cutter or cutters. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The milling machine’s knee rides up or down the column on a rigid track. A heavy, vertical positioning screw beneath past the milling cutter. The milling machine is excellent for forming flat surfaces, cutting dovetails and keyways, forming and fluting milling cutters and reamers, cutting gears, and so forth. Many special operations can be performed with the attachments available for milling machine use. The knee is used for raising and lowering. The saddle rests upon the knee and supports the worktable. The saddle moves in and out on a dovetail to control the cross feed of the worktable. The worktable traverses to the right or left upon the saddle for feeding the workpiece past the milling cutter. The table may be manually controlled or power fed.</p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><span style=\"box-sizing: border-box; text-decoration: underline;\">Bed Type Milling Machine </span></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">A bed-type milling machine is generally made out of a stable, generally, low-vibration machine bed, upon which the workpiece is placed. A variety of clamping methods are used for the workpiece, including a clamping slot and a clamping claw, and the corresponding screws. The clamping device of a bed milling machine can be mechanical, hydraulic, electric, or implemented using compressed air. These kinds of <a href=\"https://www.surplex.com/en/machines/c/milling-machines-280.html\" style=\"box-sizing: border-box; color: rgb(0, 141, 66); text-decoration: none; background-color: transparent; box-shadow: none;\">milling machines</a> allow large and heavy workpieces to be processed without risk of tipping, as opposed to the quick clamping devices. For the most part, the machine bed serves as the machine table at the same time, thus ensuring a low-vibration process and increasing the durability of the cutting edge. Additionally, a bed-type milling machine contains one or two machine stands that store the tool units. This means that components can be processed per clamping. </p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Horizontal Milling Machine</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">A horizontal mill has the same sort, but the cutters are mounted on a horizontal spindle across the table. Many horizontal mills also feature a built-in rotary table that allows milling at various angles; this feature is called a <em style=\"box-sizing: border-box;\">universal table</em>. While endmills and the other types of tools available to a vertical mill may be used in a horizontal mill, their real advantage lies in arbor-mounted cutters, called side and face mills, which have a cross-section rather like a circular saw but are generally wider and smaller in diameter. Because the cutters have good support from the arbor and have a larger cross-sectional area than an end mill, quite heavy cuts can be taken enabling rapid material removal rates. These are used to mill grooves and slots. Plain mills are used to shape flat surfaces. Several cutters may be ganged together on the arbor to mill a complex shape of slots and planes. Special cutters can also cut grooves, bevels, radii, or indeed any section desired. These specialty cutters tend to be expensive. Simplex mills have one spindle, and duplex mills have two. It is also easier to <a href=\"https://en.wikipedia.org/wiki/Gear_cutting\" style=\"box-sizing: border-box; color: rgb(0, 141, 66); text-decoration: none; background-color: transparent; box-shadow: none;\">cut gears</a> on a horizontal mill. Some horizontal milling machines are equipped with a power-take-off provision on the table. This allows the table feed to be synchronized to a rotary fixture, enabling the milling of spiral features such as <a href=\"https://en.wikipedia.org/wiki/Hypoid\" style=\"box-sizing: border-box; color: rgb(0, 141, 66); text-decoration: none; background-color: transparent; box-shadow: none;\">hypoid</a> gears.</p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><span style=\"box-sizing: border-box; text-decoration: underline;\">Universal Milling Machine</span></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Is a milling machine with the facility to either having a horizontal spindle or a vertical spindle. The latter sometimes being on a two-axis turret enabling the spindle to be pointed in any direction on desires. The two options may be driven independently or from one motor through gearing. In either case, as the work is generally placed in the same place for either type of operation, the mechanism for the method not being used is moved out of the way. In smaller machines, ‘spares’ may be lifted off while larger machines offer a system to retract those parts, not in use.</p><p></p>','','milling-machines','A milling machine is a mechanical machine that is used in heavy-duty milling of wood, metal, and many more solid materials.','Admin','active','2023-12-27 18:51:54','2023-12-27 18:51:54'),(2,'An Overview of EDM Technology and Trends','','https://stengineers.com/admin/api/blog-thump/thumb-917451703683367.jpg','<p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Introduction</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Since the introduction of EDM over 70 years ago, the Technology for speed and precision has grown tremendously and likewise, its capabilities and manufacturing applications have followed suit. Its broad capabilities have allowed it to expand its influence beyond its initial small niche of precision tooling manufacture to include production, aerospace/aircraft, medical, and virtually all areas of conductive material machining, with the addition of automatic tool changers, automatic threading, slug removers, robotic work-piece changers, and palletization. This interesting manufacturing process has achieved virtually complete machining autonomy, and it has earned its proper position alongside more traditional machining processes such as lathes and grinders as self-sustaining profit centres.</p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Vertical Machines</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Originally Known as “Sinker EDM” because the electrode was mounted and used in the vertical or Z-axis only, the first working models were adapted to drill presses and small milling machines. Their primary duties were to remove broken taps and drills from expensive work pieces. Power supplies became more sophisticated throughout time, to the point that they needed to be attached to their own “stand alone” machine tool. EDM was first only utilised in a “emergency” situation, and thereafter only in tool room applications. Today’s modern EDM Equipment is a far cry from its primitive beginnings. As the need for ultra-precise servos grew, “adaptive controls” became more common. As EDM’s became more popular, they were equipped with NC Controls and subsequently CNC. Today’s CNC Die Sinking EDM’s equipped with, advanced CNC control functions, more orbiting functions, Automatic Tool Changers, C axis and can drive up to 6 axes simultaneously.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><img style=\"width: 50%;\" src=\"https://stengineers.com/admin/api/blog-image/st1.png\"><br></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Electric Band Saw</u></strong><br><br>Although this description paints a very poor picture of the degree of accuracy and finishes attainable by wire EDM, this comparison does enable a layman to envision the concept of wire-cut EDM. The wire (saw blade) is supplied from a spool and goes fully through the work-piece, similar to a band saw. The wire is electrically charged and “cuts” through the work-piece by “spark erosion” vaporizing and melting the material instead of cutting mechanism like the band saw. Since the “cutter” (wire) never Physically touches the work-piece, there are no cutting forces or mechanical stresses produced to influence the part or set up. Further, this process provides burr-free multi-axis machining of many parts that would not otherwise be possible due to material hardness or shape. This process, however, is much more refined and elegant than the reference to an “electric band saw”.<br><br><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Power Supplies</u></strong><br><br>The continuing evolution of the power supply (or Generator) is perhaps the single greatest reason for the rapid advancement in cutting speeds, especially in wire EDM; it is interesting to look at the different methods and approaches taken by the builders in this ever-increasing quest for speed. Ironically, improvements in the wire electrode itself, such as stratified and coated wires, allowed the full potential of the existing power supplies to be used.<br><br>Some of the Modern high-performance wire-cut machines are successfully cutting over 320squaremm per minute in tool steels. Cutting speeds in aluminium have exceeded about 700 ~ 800 square per minute.<br><br>These considerable improvements in cutting speeds have allowed wire-cutting to infiltrate some of the more traditional milling processes, which, by their very nature, can necessitate the completion of second and third operations.<br><br>High-speed cutting is not the only quality required by wire EDM. There are many variables to contend with, such as entry cuts and sharp corners. These require adaptive controls with the ability to “see ahead” many blocks of program code to adapt to approaching sharp corners, calculate mathematical program variables, or reduce the current and /or the frequency of the spark to allow accurate machining without breaking the wire.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><img style=\"width: 50%;\" src=\"https://stengineers.com/admin/api/blog-image/st2-768x644.png\"><br></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p>','','overview-of-edm-technology-and-trends','Introduction Since the introduction of EDM over 70 years ago, the Technology for speed and precision has grown tremendously and likewise, its capabilities and manufacturing','Admin','active','2023-12-27 18:53:17','2024-02-28 18:08:49'),(3,'Magnetic Work Holding System','','https://stengineers.com/admin/api/blog-thump/thumb-869751703683449.png','<p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The metalworking craft is an interesting blend of science and art. The tools available to the machinist represent the science. The art is in their application. The science behind work holding in the metalworking shop is fairly basic. Hang on to the blank casting or forging to be machined, with sufficient grip to allow metalworking processes such as milling, turning, drilling or grinding to be performed.<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The metalworker’s art in work holding is the myriad ways that can be used to accomplish the basic science. Traditionally most work holding methods involve many variations of mechanically securing the work piece. Magnets have entered the work holding fray in recent years as an alternative to mechanically holding work pieces for machining and for holding work holders such as vises and fixtures on the machine tool table. Using magnets has long been accepted as a method of work holding in surface grinding applications and has found acceptance in general machine shops looking to reduce setup, increase access to the five sides of a work piece and simplify their approach to work holding.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Basics Of Magnets</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Most of us remember from our general science class that magnets attract ferrous materials. Magnets have a north pole and a south pole across which flows magnetic energy called flux. In the classic experiment using iron filings, one can actually see, by the arrangement of the filings, that the magnetic flux flows in roughly parallel arcs between the two poles. Basically, magnets work by inducing polarity (magnetizing) into any ferrous material that connects across its poles. When a workpiece is placed across the poles of a magnet, the flux flows into it.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><br style=\"box-sizing: border-box;\">When placed in the magnet flux, ferrous components have poles that are opposite the polarity of the magnet. This is why they attract. Amplifying and controlling this flux is the key to applying magnets in a metalworking operation. The attraction or “pull” of the magnet becomes stronger as the gap between the workpiece and the magnet closes. Smooth surfaced work pieces are more tightly held than rough surfaced. The strength of the magnetic attraction is a function of how much magnetic flux can be induced into the work piece.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><br style=\"box-sizing: border-box;\">Some materials are better conductors of magnetism than others. Annealed materials are best. Hardened materials don’t absorb flux as easily and tend to retain some magnetism when the magnetic work holder is switched off. The magnetic work holder is constructed with a series of magnetic poles. In general, the more of these poles that engage a given work piece, the stronger the magnetic grip.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\">Magnets For Milling</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">One of the biggest hurdles to overcome in applying magnets to milling and general machining is fear. However, properly applied magnets will hold work pieces as well or, in many cases, better than mechanical clamps. Instantaneous clamping force of 12 tons per square foot is generated on these holders.<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\">The magnetic system of choice for milling machine and machining centre applications is called an electro-permanent magnet. As its name implies, this relatively new concept is a hybrid of electro-magnets and permanent magnets. Electro magnets are not practical for machining operations because they require a continuous source of electric power to maintain magnetic attraction. Should power be interrupted, the electro-magnet loses its ability to hold the work piece and operations come to a stand still.<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Permanent magnets offer the advantage of portability and fail-safe operation. Most industrial permanent magnets sit within a carrier. Alignment of the poles determines the state of the magnet (whether it is on or off). In operation, these poles are physically moved to activate and deactivate the permanent magnet. As permanent magnets are scaled up to provide sufficient surface area to accommodate the demands of machining operations, the mechanical effort required to overcome magnetic friction when switching poles from on to off or back becomes too great. For light duty machining, these magnets are well applied because of their reliability and safety.<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Electro-permanent magnets, in effect, use electricity to switch the poles, which allows these units to be larger and more powerful for metalworking applications. An electro-permanent work holder contains a number of steel poles, each alternating between north and south polarity. The number of poles depends on the size of the work holder. These poles have two magnets sandwiched in between them. One is an electronically switchable permanent set and the other is a permanent set. These permanent sets are constantly polarized in one direction.<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The switchable magnets have an electric coil around them and can be polarized in either a north or south direction by passing a current through the coil. When both sets of magnets have polarity, they complement each other, and the full magnetic power is achieved. When both sets have opposite polarity, they cancel each other out and the magnet surface is off.<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Recent advances in magnetic materials have increased the power of magnets while reducing the size of the magnetic work holding unit. “The heart of the newer magnetic work holders is rare earth neodymium iron boron. Neodymium is at least five times more powerful than other materials that have been used in magnetic work holders.”</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">To operate one of these units, a work piece is placed on the magnet, and a simple push button sends an electric current that actuates the magnet. Once the electro-permanent magnet is energized, it requires another electric jolt to de-energize it. Like a permanent magnet, this system is fail-safe and portable, making it ideal for machining applications.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Process Advantages</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Consistent clamping pressure is one advantage of magnets. Magnets are either on or off. Unlike mechanical clamps and vises, there is no variation in how tight or loose the workpiece is held. It’s always held the same way. Full support of the workpiece surface is another plus for holding with magnets. When toe clamps are used around the periphery of a workpiece, there is virtually no effective method to secure the center area of the work. Unsupported areas of the workpiece can be induced to chatter causing the feeds and speeds of the cut to be reduced, increasing cycle time.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Magnets hold on the total contact area of a workpiece. Full support allows the machine to cut with less chatter potential and therefore faster. In addition, the lack of clamps around the periphery enables the machine to cut without interference. Programming is simplified, and time required to reposition hold down clamps is eliminated.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Full access to the work piece is a critical consideration for shops looking to increase their output. Magnetic work holders can be set up with pole extensions, which are basically stand-offs, that raise the work piece above the surface of the magnetic table. This enables holes to be drilled without damaging the magnet. Self shimming pole extensions allow contoured or even warped work pieces to be gripped over their full surface area without deflection.”<br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\"></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Setup and tear down speed are major considerations for most shops. With magnets installed on the machine table, like a sub plate, work pieces can be attached directly to the magnet surface. In addition, vises or other fixtures can be then attached to the machine without bolts, using the magnet. Set the vise on the magnet, using locating pins for repeatability or probe for location, push the magnet on switch, and the vise is clamped. Using the magnet to support a vise or other work holding fixture allows shops to machine non-ferrous materials, which can be gripped conventionally in a ferrous vise or fixture, while taking advantage of the fast setup capabilities of the magnet.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Sticking Chips?</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The most common question from shops not familiar with magnetic work holding is about chip control. Technically, the top of a work piece becomes magnetic if the flux extends through a cross section of the work. Simple pole extenders control the flux penetration variable. It can be increased or decreased by physically spacing the work using stand-offs a prescribed distance. On some magnetic work holders, it can also be adjusted by controlling the magnetic pull of the table.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">It’s For Turning Too</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Magnetic chucks are also finding wider acceptance on turning applications. An example of accessibility using a magnetic chuck is turning a donut shaped disk. To turn all of the features, it’s necessary to stop the operation and re-chuck the part. With an electro-permanent magnetic chuck, the ID, OD and face of the disk can be turning without stopping the machine. It’s a big advantage in processing speed. Accuracy is better too because the part is handled once.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Who Should “Magnetize”</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Application of magnets in milling and turning as well as other general metalworking processes can be considered a step toward automation of the work holding process. It’s not a universal solution, but, properly applied, magnets can and do slash time and labour associated with work holder setup.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><br style=\"box-sizing: border-box;\">It’s a given that ferromagnetic materials are the work pieces of choice for magnetic work holding. While non-magnetic material applications can’t benefit directly from magnetic work holding, indirect benefits can be realized using magnets to hold work holders that hold the non-ferrous blanks. Shops that process larger surface area work pieces such as flame cut steel plate are virtual no-brainers for magnetic work holding. Small work pieces are less successfully applied because they lack sufficient surface area. However, vises can hold smaller parts, and simply placing several vises on a magnetic work holder and pushing a button to secure all the vises at once is a time saver.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The technology of practical magnetic work holding is now in place. These magnetic work holders are manufactured in a variety of sizes, and the distances between poles are increasingly smaller, meaning the surface area requirements are shrinking. Overcoming the inertia for mechanical work holding is the primary barrier to wider application of magnetic work holding.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Some Magnetic Fixturing Principles and Techniques</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Because magnetism is invisible, it’s important to understand some basic principles in order to plan a successful work piece setup. Here are some fundamental rules that shops looking to use magnetic work holding should understand.</p><ul style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><li style=\"box-sizing: border-box;\">Magnetic flux will always take the shortest route.</li><li style=\"box-sizing: border-box;\">Magnetic flux is less effective through air gaps and other non-conductive circuits.</li><li style=\"box-sizing: border-box;\">Magnetic flux from a north pole must have an equal area of the south pole to return to.</li><li style=\"box-sizing: border-box;\">Magnetic flux needs to be concentrated at the workpiece surface even at the expense of area.</li></ul><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">8 most important advantages of Magnetic Work Holding System</u></strong></p><ul style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><li style=\"box-sizing: border-box;\">Speed: A magnet offers the quickest clamp/unclamp of any system which equates to less machine downtime between setups.</li><li style=\"box-sizing: border-box;\">Flexibility: Any ferromagnetic work piece, regardless of shape or size, can be clamped magnetically.</li><li style=\"box-sizing: border-box;\">Clamp Uniformity: A magnet is the only system that provides full surface clamp force, thus reducing vibration and enhancing quality.</li><li style=\"box-sizing: border-box;\">Clamp Consistency: When used properly, magnetic chucks offer predictable and reliable clamp force at the touch of a button.</li><li style=\"box-sizing: border-box;\">Maximum Safety: Permanent Electro Technology uses the best of both worlds: the power of an electromagnet with the reliability of a permanent magnet – this is a fail-safe system using power only to switch the unit on or off. Many magnetic systems offer an additional safety interlock through integration of a machining center PLC and the magnet controller.</li><li style=\"box-sizing: border-box;\">Low Maintenance: No moving parts, no threads to strip, no oil to clean up; a magnet requires little to no maintenance.</li><li style=\"box-sizing: border-box;\">Energy Efficient: Electrical consumption is only required for activation and deactivation – a matter of seconds making the magnet environmentally and ergonomically friendly.</li><li style=\"box-sizing: border-box;\">Accessibility: No protruding clamps or bolts. Better access to the work piece for up to five sided machining.</li></ul><p></p>','','magnetic-work-holding-system','The metalworking craft is an interesting blend of science and art. The tools available to the machinist represent the science. The art is in their','Admin','active','2023-12-27 18:54:31','2023-12-27 18:54:31'),(4,'Tool Presetting and Measurement','','https://stengineers.com/admin/api/blog-thump/thumb-718941703683500.png','<p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">The evolving technology of tool presetting</u></strong></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"> CNC machining has replaced conventional or manual machining as the primary metal-removal method in most machine shops. Although CNC applications, programs, and setups vary from shop to shop, every CNC machine needs tool data to operate correctly. Tool data is necessary for the control to function accurately. These controls include tool diameter, tool radius, tool length, corner radius, tool shape and tool type. <br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\">The CNC tool presetter can be programmed to measure tool angles and radii as well as diameter and length. The ability to measure tool form reduces incoming inspection and eliminates errors at the machine.<em style=\"box-sizing: border-box;\"> </em></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Various methods exist for collecting necessary measurements. Newer machines often have onboard devices that allow the operator to easily measure a tool and store the necessary information. In other cases, because the machine is older or the application dictates it, an operator must measure a tool outside the machine to obtain the data. This is typically referred to as tool presetting. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Controls have been able to store and utilize tool measurements for several decades, negating the need to set tools to a specific length. In most shops, the act of presetting can more accurately be called tool measurement, even though the measuring machines are often called tool setters or presetters.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><u style=\"box-sizing: border-box;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\">Multiple Methods</strong></u></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Tool measurement can be performed in many ways, with no one method being better or worse than another. Machining application, shop culture, tool type and machine configuration are some of the considerations when choosing a method for measuring tools. <br style=\"box-sizing: border-box;\"><br style=\"box-sizing: border-box;\">The simplest tool setters functions much like a height gage. The cutting tool is placed in a holding fixture and the tool setter is brought into contact with the cutting tool. Measurements are then recorded and entered into the machine tool control. These tool setters are inexpensive and robust. Although simple and robust, the contact-type tool setters are slightly less accurate than more advanced optical setters and cannot be automated. Contact models are still a good choice for shops that need a budget-friendly solution or do not want maintenance issues associated with more-complex machines.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Having a tool setter integrated into a machine allows tools to be set before each use, and checking its length each time a tool is used mitigates tool wear and can detect tool breakage.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Newer tool setting technologies vary in complexity but rely almost exclusively on optics to generate measurements. Optical machines gather measurements via calibrated cameras and show results on a digital display. At minimum, optical machines provide a magnified view of the cutting tool edge as a silhouette, similar to an optical comparator. On more-advanced machines, the view is detailed and can allow the operator to see small imperfections. The view is so detailed that users must remove lint from the tool to achieve precise measurements. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Along with providing great detail of the cutting edge, optical machines can also measure angles, radii and other features for correctness, which is extremely useful when presetting form tools. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">As tool setters increase in complexity, as well as price, the capability of the machine increases. More advanced machines can be automated, provide printed results and, in some cases, communicate directly with the machine tool control.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Printed results work to minimize recording errors by eliminating the need to write down measurements. At our plant, we print all of the tool information and measurements on stickers, which we attach to the cutting tools. This allows a person to quickly set several tools without having to write down data. The tools are then transported to the machine, increasing efficiency while eliminating errors.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">CNCs are also available on the more-advanced presetters that enable the measurement process to be automated. Just like a CNC machine tool, the presetter can be programmed to carry out predetermined routines. CNC programming allows a parts manufacturer to transfer the measurement of tools from machinists to less-skilled inpiduals, enabling machinists to perform more value-added tasks. Programmed routines also ensure that the tools are always measured in the same manner.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Preset for Success</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Tool presetting helps in sustaining and supporting efficient machining processes by providing tool data to be translated to CNC programs. Tool inspection also ensures improved tolerance capability and maximized production time, with tool management delivering a broad range of in-house functions that contribute towards your CNC accuracy.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Reliant on accurate tool dimensions, the precision of metal cutting in CNC machine tools is integral to end product precision. Tool specifications such as the diameter, length, angles and cutting edge radius are imperative for accuracy in the machining process. Tool presetting allows the user to ensure that the product is within those specifications before the tooling process begins. Presetting your tools increases productivity by maximising uptime because the inspection is carried out on pre-mounted tools offline, therefore as one tool is being preset another is in use on the CNC machine.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Advancing Communication</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">In the most advanced applications, the tool setter can communicate with the machine tool control. Most often, the communication takes place via radio-frequency chips embedded in tool holders. After measurements are completed, the tool setter records the data on the chip, which is subsequently read by the machine tool control. Transferring data in this manner minimizes the opportunity for error by eliminating the need for machinists to manually enter data into the control. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Advanced applications also include network connectivity, allowing machines and control software to access the digital information necessary to accurately measure tools. Drawings, CNC programs and CAD files can be imported and exported as needed. Digital information for reverse engineering can be shared with CAD designers. Measurement data can also be shared with internal inspection departments or vendors, if necessary.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Most small shops rely on tool setters inside the machine, as they are less expensive than stand-alone machines for small-scale applications. When the number of machines in a shop increases, onboard measurement can become a burden, as maintaining and calibrating multiple devices requires more resources than maintaining a dedicated machine. Productivity can be negatively impacted because machine tools are out of production when measuring tools.</p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Determining the best method will depend on the shop environment, the types of tools to be measured and the amount of data that must be collected. Each shop will have different priorities that will play a role in selection. As with all equipment purchases, it is best to examine several different options and evaluate them against your shop needs and priorities. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">Tool setters should not be considered stand-alone machines as they are integral to the function of other machines. Shop culture, skill of the workforce, productivity requirements and budget are just some of the factors to consider. Working with an applications engineer from the tool-setter manufacturer and visiting other users will provide invaluable information about different applications, machine capabilities and best tool setting practices. </p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><span style=\"box-sizing: border-box; text-decoration: underline;\">KEY FACTS ABOUT OFFLINE PRESETTERS VS. IN-MACHINE LASER TOOLS</span></strong></p><ul style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><li style=\"box-sizing: border-box;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><em style=\"box-sizing: border-box;\"><u style=\"box-sizing: border-box;\">Adjustment & Cutting Time</u></em></strong>: Adjustments that could take up to 15 minutes when made in-machine can be made offline in less than one minute using a presetter. But reduced tool change over time isn’t the only time saver .In fact, one aerospace customer of ours recently reported how having offline presetters actually makes their in-machine lasers measure faster. By measuring their tools offline first, key setup data can be pre-loaded into the machine’s tool table via RFID. From there the laser acts as a final check before starting production.</li><li style=\"box-sizing: border-box;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><em style=\"box-sizing: border-box;\"><u style=\"box-sizing: border-box;\">Ease of Use</u></em><u style=\"box-sizing: border-box;\">:</u></strong><span> </span>Operators can preset offline tools in preparation for the next job or reset tools after changing inserts while the machine continues to run, instead of wasting valuable spindle time touching off tooling or making trial cuts.</li><li style=\"box-sizing: border-box;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><em style=\"box-sizing: border-box;\"><u style=\"box-sizing: border-box;\">Accuracy</u></em><u style=\"box-sizing: border-box;\">:</u></strong><span> </span>Presetters are simply better at measuring than machine tools, which often fail to measure and store real values for run out and/or length. This coupled with expected inaccuracies resulting from laser refraction off of diamond- and other impregnated cutting tools, and many scenarios can arise with in-machine measuring tools that will still require test cuts, “wasted” machine time, and scrap parts. As such, it’s only when adding in the precision and functional advantages brought on by an offline presetter that machinists improve their ability to produce a good part on the first try, saving time in the process and reducing consumables costs as well.</li><li style=\"box-sizing: border-box;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><em style=\"box-sizing: border-box;\"><u style=\"box-sizing: border-box;\">Equipment Cost</u></em><u style=\"box-sizing: border-box;\">:</u></strong><span> </span>It’s yet another popular misconception that in-machine lasers are standard or included options that come with machine tools straight from the factory. Closer investigation will reveal that you’re still buying the lasers, typically at a cost of around $13,000 per machine. So when you look at the variety of presetters that are available today, cost-effective options may be available that can be used to better monetize and more efficiently operate not just one, but multiple machine centers shop-wide.</li></ul><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"></p><p class=\"has-medium- margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\"><strong style=\"box-sizing: border-box; font-weight: bolder;\"><u style=\"box-sizing: border-box;\">Return on Investment (ROI):</u></strong></p><p style=\"box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(43, 42, 41); Diaria Sans Pro", sans-serif; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 300; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(255, 255, 255); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;\">The best answer to the infamous question “How can we make more chips?” is really a simple solution. It is by doing more set-up operations outside of the machine while the spindle is still running to make revenue! By setting up tools outside the machine, a shop can increase production without purchasing another machining center that can cost hundreds of thousands of dollars and ultimately won’t increase production any more than what could be accomplished at a fraction of the cost by investing in one or more presetters. Most of our customers report that their presetter pays for itself within 30 days of implementation, which is a degree of return on investment that you simply won’t achieve when opting for in-machine technology alone!</p><p></p>','','tool-presetting-and-measurement','The evolving technology of tool presetting CNC machining has replaced conventional or manual machining as the primary metal-removal method in most machine shops. Although CNC','Admin','active','2023-12-27 18:55:18','2023-12-27 18:55:18'),(9,'Find How Automated Panel Bending Machines can transform next level your metal sheet bending process','','https://stengineers.com/admin/api/product-upload/thumb-831741719661365.jpg','<p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><b><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">SKITEK Automated\nPanel Bending Machines: Revolutionizing Sheet Metal Fabrication</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:0pt;\nmso-ligatures:none;mso-fareast-language:EN-IN\"><o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">In the\nworld of modern manufacturing, automated panel bending machines represent a\nsignificant leap forward in sheet metal fabrication. These machines, such as\nthe <a href=\"https://stengineers.com/product/sk-pb-2000p\" target=\"_blank\">SKITEK SK PB 2000P+</a>, are not just tools but transformative technologies\nthat redefine precision, efficiency, and versatility in bending sheet metal.<o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><b><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">The\nEvolution of Precision and Efficiency</span></b><span style=\"\nGilroy Light";mso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-font-kerning:0pt;mso-ligatures:none;\nmso-fareast-language:EN-IN\"><o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Gone are\nthe days of manual bending with its inherent variability. Automated panel\nbending machines excel in achieving high precision, capable of bending sheet\nmetal into precise shapes with accuracy measured in thousandths of an inch.\nThis level of precision is crucial in industries like automotive, electronics,\nand appliance manufacturing, where consistency and quality are paramount.<o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><b><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Unleashing\nAutomation for Consistency</span></b><span style=\"font-family:\n"Gilroy Light";mso-fareast-Times New Roman";mso-bidi-font-family:\n"Times New Roman";mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:\nEN-IN\"><o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">What sets\nthese machines apart is their automation prowess. They reduce reliance on\nmanual labor by storing bending programs electronically and executing bends\nwith robotic precision. This not only ensures consistent, accurate results but\nalso boosts production efficiency significantly. Compared to manual methods,\nautomated machines like the SKITEK SK PB 2000P+ can handle complex bends at a\nfraction of the time, making them indispensable in high-volume manufacturing\nenvironments.<o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><b><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Applications\nAcross Industries</span></b><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"><o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">The\nversatility of automated panel bending machines extends across various\nindustries. In automotive manufacturing, these machines fabricate car body\ncomponents with intricate bends. <o:p></o:p></span></p><ul type=\"disc\">\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Automotive:</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> Produces car body\n components with precise bends.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Appliance\n Manufacturing:</span></b><span style=\"Gilroy Light";\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">\n Fabricates parts for appliances requiring intricate bends.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Electronics:</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> Manufactures\n enclosures for electronic devices with strict quality standards.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Kitchen Industry : </span></b><span style=\"Gilroy Light"\">Cabinet Doors, Drawer\n Sides, Shelves & <strong>Kick Plates, </strong>Manufactures\n panels with consistent folded edges, enhancing durability and aesthetics.</span><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"><o:p></o:p></span></b></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">HVAC:</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> Shapes sheet metal\n ducts efficiently for heating and cooling systems.<o:p></o:p></span></li>\n</ul><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\">\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n<b><span style=\"line-height:107%;Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-ansi-language:EN-IN;mso-fareast-language:\nEN-IN;mso-bidi-language:AR-SA\">Furniture and Construction:</span></b><span style=\"line-height:107%;Gilroy Light";mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:0pt;\nmso-ligatures:none;mso-ansi-language:EN-IN;mso-fareast-language:EN-IN;\nmso-bidi-language:AR-SA\"> Creates components for furniture and architectural\napplications.</span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"line-height:107%;Gilroy Light";mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:0pt;\nmso-ligatures:none;mso-ansi-language:EN-IN;mso-fareast-language:EN-IN;\nmso-bidi-language:AR-SA\"><br></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\" Gilroy Light";\"><b>Introducing\nthe SKITEK SK PB 2000P+: Setting New Standards</b></span><span style=\"Gilroy Light";mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:0pt;\nmso-ligatures:none;mso-fareast-language:EN-IN\"><o:p></o:p></span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">At the\nforefront of this revolution is the SKITEK SK PB 2000P+, engineered by S&T\nEngineers to meet the exacting demands of modern sheet metal fabrication. This\nmachine boasts advanced features tailored for manufacturing high-quality\nkitchen components:<o:p></o:p></span></p><ul type=\"disc\">\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Box Height Capability:</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> Handles panels up to\n 300 mm in height, accommodating a wide range of kitchen component sizes.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Precision in Thin\n Materials:</span></b><span style=\"Gilroy Light";\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">\n Starts bending from a delicate 0.35 mm thickness, ideal for intricate\n designs and lightweight materials.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Powerful Motor:</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> Equipped with a robust\n motor ranging from 25 to 103 kW, ensuring consistent performance across\n perse production needs.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Advanced Automation:</span></b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> Incorporates\n state-of-the-art automation for up to 5x faster loading and unloading\n cycles, optimizing workflow and reducing setup times.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\n line-height:normal;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt\"><b><span style=\"Gilroy Light";mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">User-friendly\n Interface:</span></b><span style=\"Gilroy Light";\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">\n Simplifies programming and operation, making it accessible even for\n operators new to automated machinery.<o:p></o:p></span></li>\n</ul><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"line-height:107%;Gilroy Light";mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:0pt;\nmso-ligatures:none;mso-ansi-language:EN-IN;mso-fareast-language:EN-IN;\nmso-bidi-language:AR-SA\">\n\n\n\n\n\n</span></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:normal\"><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">The </span><a href=\"https://stengineers.com/product/sk-pb-2000p\" target=\"_blank\">SKITEKSK PB 2000P+</a><span style=\"Gilroy Light";\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> represents more than just a machine; its a testament to\ninnovation in sheet metal fabrication. With its blend of precision, automation,\nand efficiency, it sets a new standard for manufacturing excellence. Whether\nyoure in automotive, electronics, or kitchen manufacturing, this machine is\npoised to elevate your production capabilities and meet the challenges of\ntodays competitive market.<o:p></o:p></span></p>','Our automated panel bending transforms your bending process to next level','skitek-automated-panel-bending-transforming-sheet-metal-bending','S&T Engineers - SKITEK Automated panel bending machines revolutionize sheet metal fabrication by offering high precision, automation, and efficiency. They excel in bending sheet metal into precise shapes with minimal manual intervention.','S&T Engineers','active','2024-06-29 17:19:58','2025-05-16 14:49:26'),(11,'S&T Engineers New Launches at IMTEX 2025. Unveiling the Future of machine tools','','https://stengineers.com/admin/api/product-upload/thumb-356171735552716.jpg','<h1>S&T Engineers’ New Launches at IMTEX 2025: Unveil the Future</h1><p>IMTEX 2025, the 22nd edition of the International Machine Tool and Manufacturing Technology Exhibition, is the stage for some groundbreaking innovations from S&T Engineers! Taking place from January 23rd to 29th, 2025, at the Bangalore International Exhibition Centre (BIEC), Bengaluru, India, we are thrilled to reveal our new technological machines designed to meet the growing demands of the machine tool industry. This is your chance to explore <a href=\"https://stengineers.com/products.php\" target=\"_blank\"><u><i>cutting-edge solutions</i></u></a> that will define the future of manufacturing technology.</p><p>Come visit us at Hall 1A, Stall No: B101 and be the first to experience the next generation of precision, power, and performance. Trust us, you won’t want to miss this!</p><p><b>IMTEX 2025 A Glimpse into What’s latest from S&T Engineers</b></p><p>At IMTEX 2025, we are set to introduce exclusive new machines in the following divisions. Here’s a little hint at what’s about to unfold:</p><ul><li>The Backbone of Manufacturing—Three machines that will take conventional machining to new heights, pushing boundaries and creating value.</li><li><span style=\"\">Precision at Its Best – One innovation designed to transform the world of electrical discharge machining (EDM), bringing unparalleled accuracy and reliability.</span></li><li>Customized Excellence—Two cutting-edge machines, tailor-made for unique challenges in the world of special-purpose applications.</li></ul><p><br></p><p><b>What can you expect at S&T Engineers stall at IMTEX 2025</b></p><p>A flawless blend of advanced technology and engineering expertise, set to revolutionize their respective sectors. But to see the full picture, you’ll have to visit our booth at IMTEX 2025!</p><p><br></p><p><b>S&T Engineers - Brings up combination of modern technology and advanced machine tool solutions. Now at IMTEX 2025</b></p><p><b></b></p><p>S&T Engineers has always been at the forefront of machine tool innovation, and our new launches are a testament to our commitment to delivering superior technology at affordable prices. These new machines are designed to offer unmatched precision, performance, and efficiency, making them the perfect addition to your manufacturing processes.</p><p><b>Event Details</b></p><p>Event Name: IMTEX 2025 – International Machine Tool and Manufacturing Technology Exhibition</p><ul><li>Dates: January 23rd to 29th, 2025</li><li>Venue: BIEC Bangalore International Exhibition Centre, Bengaluru, India</li><li>Stall Location: Hall 1A, Stall No: B101</li></ul><p><b>What awaits You at Our IMTEX 2025 S&T Engineers Stall</b></p><p>Live Demonstrations: Watch our new machines in action and see how they perform.</p><p>Expert Insights: Engage with our team of engineers and discover the benefits of our next-gen technology.</p><p>Special Announcements: Be among the first to experience our new machine launches and get exclusive access to brochures, catalogs, and more!</p><div><br></div><div><div><b>Get Ready to Discover the Future of Manufacturing Technology!</b></div><div>S&T Engineers is not just launching machines; we are launching possibilities. These innovations will help you meet the challenges of tomorrow, today. The question is: are you ready to embrace the next level of machine tool excellence?</div><div>Don’t miss your chance to be part of something extraordinary. Visit us at IMTEX 2025, Hall 1A, Stall No: B101, and experience the future of manufacturing technology first-hand.</div><div><br></div><div><div><b>Plan Your Visit Now</b></div><div>Register to see the full range of our new launches or get in touch with us for more details. We can’t wait to meet you at IMTEX 2025!</div></div></div><p><br></p>','S&T Engineers is launching several new machine tools and technolohy at IMTEX 2025. Join us to explore our advancements.','sandt-engineers-new-launch-imtex-2025','IMTEX 2025 is happening from 23rd-29th January, 2025. S&T Engineers is launching the latest advancements in the machine tools and technology at IMTEX 2025. Join us to explore our innovations in machine tool industry.','S&T Engineers','active','2024-12-30 15:20:57','2025-05-16 15:00:02'),(12,'One Laser Cutting Machine for Cutting Steel, Aluminium, Brass and More Sheet Metal','','https://stengineers.com/admin/api/product-upload/thumb-793041747820057.jpg','<h2 style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:115%;mso-outline-level:1\"><b><span style=\"\nmso-bidi-line-height:150%;\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:18.0pt\">Need to Cut Different Materials Every Day? Fiber Laser\nCutting Machines are Built for Versatility</span></b></h2><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><br></font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\">Manufacturing and metal fabrication industry move fast today, so being versatile isn’t beneficial — it’s essential. <b>Sheet metal fabricators</b> and <b>OEMs</b> cut different metals every day. But one question always comes up: <b><i>Can one machine really handle cutting multiple types of metals efficiently and accurately?</i></b></font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\">Traditional cutting technologies often struggle with different materials. That means higher costs, more delays, and the hassle of running multiple machines. Fortunately, <b><i><a href=\"https://stengineers.com/subcategory/make-in-india-fiber-laser-cutting-machines\" target=\"_blank\">Fiber laser cutting machines</a></i></b> offer a powerful solution designed precisely for this challenge.</font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><h5 style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\">What is a Fiber Laser Cutting Machine?</font></h5><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"></font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\">A <b>fiber laser cutting machine</b> uses powerful fiber optic-generated laser beams to cut through metal and other materials with incredible precision. It focuses intense energy on a small point, instantly melting or vaporizing the material. This allows for clean, fast, and highly accurate cuts in modern manufacturing.</font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><h5 style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><b><u>The Problem</u>: </b><i>Multiple Materials, Multiple Machines?</i></font></h5><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><br></font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\">Most fabrication shops work with a range of metals — from mild steel to stainless steel, aluminium, brass, and sometimes copper. Each metal has unique properties: hardness, reflectivity, melting point, and thickness requirements. Using separate machines for each material type means:</font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><p></p><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>Increased capital expenditure</b> on different cutting equipment.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>Complex scheduling and workflow management.</b></font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>Higher maintenance and training costs</b> for multiple systems.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>Longer production cycles</b> due to machine changeovers.</font></li></ul><p></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><i><br></i></font></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><i>The question is, can one machine really cut all these materials without compromising on speed or quality?</i></font></p><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><br></font></p><h5 style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\"><b><u>The Solution</u>:</b> <i>Fiber Laser Cutting Machines for Multi-Material Cutting</i></font></h5><p class=\"MsoNormal\" style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><br></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\">Fiber laser cutting technology has emerged as the industry’s go-to solution for multi-material cutting. Unlike conventional <b>CO₂ laser machines </b>or <b>plasma cutters</b>, <b>fiber lasers</b> utilize a solid-state laser source that generates a highly focused beam through optical fibers. This unique design offers several advantages:</font></p><p class=\"MsoNormal\" style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><p></p><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>Exceptional beam quality</b> that remains consistent across different metals.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>High absorption</b> rates on reflective and non-reflective metals alike.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b>Flexibility to cut a wide range of thicknesses and materials</b> with minimal setup changes.</font></li></ul><h4 style=\"mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;\nline-height:150%\"><font face=\"Gilroy-Regular\">How Fiber Lasers Handle Different Metals</font></h4><p></p><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><i><b>Mild Steel & Stainless Steel:</b> </i><b>Fiber laser cutting machines</b> cut these metals cleanly and quickly, producing precise edges with minimal finishing.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b><i>Aluminium:</i></b> Fiber lasers handle reflective and heat-conductive aluminium smoothly.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><b><i>Brass:</i></b> These reflective metals are challenging for other lasers, but fiber laser cutting machines equipped with anti-reflective features cut them safely without damage.</font></li></ul><p></p><p></p><p style=\"line-height: 150%;\"><br></p><table class=\"table table-bordered\"><tbody><tr><td><span style=\"font-weight: bolder; text-align: center;\">Material</span></td><td><span style=\"font-weight: bolder; text-align: center;\">Reflectivity</span></td><td><span style=\"font-weight: bolder; text-align: center;\">Thermal Conductivity</span></td><td><span style=\"font-weight: bolder; text-align: center;\">Typical Laser Power Recommendation</span></td></tr><tr><td>Mild Steel</td><td>Low</td><td>Medium</td><td>Moderate Power (2–6 kW)</td></tr><tr><td>Stainless Steel</td><td>Medium</td><td>Low to Medium</td><td>Moderate to High Power (3–8 kW)</td></tr><tr><td>Aluminium</td><td>High</td><td>High</td><td>Higher Power (4–12 kW)</td></tr><tr><td>Brass & Copper</td><td>Very High</td><td>High</td><td>High Power with Anti-reflective Features (6–12 kW)</td></tr></tbody></table><p style=\"line-height: 150%;\"><br></p><h4 style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Benefits of Versatility in Your Production Line</font></h4><p style=\"line-height: 115%;\"><font face=\"Gilroy-Regular\"><br></font></p><p></p><p></p><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">One machine for multiple materials reduces equipment costs.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Faster job turnaround by minimizing machine changeovers.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Consistent, high-quality cuts across all metals.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Lower power consumption and maintenance compared to other cutting technologies.</font></li></ul><p style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><h4 style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Why Choose STM Fiber Laser Cutting Machines?</font></h4><p style=\"line-height: 150%;\"><span style=\" \"><br></span></p><p style=\"text-align: justify; line-height: 150%;\"><span style=\" \">At </span><a href=\"https://stengineers.com/index.php\" target=\"_blank\" style=\" background-color: rgb(255, 255, 255); \"><b><i>S&T Engineers</i></b></a><span style=\" \">, our </span><i style=\" \"><a href=\"https://stengineers.com/subcategory/make-in-india-fiber-laser-cutting-machines\" target=\"_blank\"><b>STM fiber laser cutting machine</b></a></i><span style=\" \">, is engineered for multi-material versatility and industrial-grade reliability. Whether you’re processing thin aluminium sheets, mild steel, brass, or thick stainless-steel plates, our laser cutting machines deliver exceptional performance every time.</span></p><p style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><h5 style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Our solutions include:</font></h5><p></p><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Advanced CNC controls for precision and ease of operation.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Optional automation features for loading, unloading, and nesting.</font></li></ul><ul><li style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Comprehensive support from installation to training and maintenance.</font></li></ul><p style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><p></p><p></p><h5 style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\">Ready to streamline your metal cutting operations with one machine that does it all?</font></h5><p style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"></font></p><p style=\"line-height: 150%;\"><font face=\"Gilroy-Regular\"><br></font></p><p style=\"text-align: justify; line-height: 150%;\"><font face=\"Gilroy-Regular\"><b><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\"><i>Contact S&T Engineers</i></a></b> today for a personalized consultation and get the <b><i>STM fiber laser cutting machine price</i></b>. Discover how our <a href=\"https://stengineers.com/subcategory/make-in-india-fiber-laser-cutting-machines\" target=\"_blank\"><i><b>STM fiber laser cutting machine</b></i></a>, can transform your production line, maximizing efficiency and cutting costs across all your materials.</font></p><ul type=\"disc\">\n</ul>','Can One Machine Cut It All? Why Fabricators Are Switching to Fiber Laser Cutting','fiber-laser-cutting-machines-are-built-for-versatility','Using a different machine for each metal? That just adds more work. Cutting multiple metals every day takes time and costs more with traditional methods. See how one machine can make your job easier and speed things up.','Admin','active','2025-05-21 15:11:09','2025-06-24 15:56:05'),(13,'Electrical Discharge Machining Meets AI: Smarter Solutions for Precision Industries','','https://stengineers.com/admin/api/product-upload/thumb-430671747980056.jpg','<h2>Electrical Discharge Machining Meets AI: Smarter Solutions for Precision Industries</h2><p><br></p><p style=\"text-align: justify; \">EDM (<i><a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">Electrical Discharge Machining</a></i>) is now an absolute necessity for every industry ranging from aerospace and automotive to medical, mold & die, and electronics. It assures the machining of hard and heat-resistant materials with high accuracy when CNC machining centers fails. With increased needs for micro-tolerance, tool longevity, and quick turnarounds, EDM machine continues to advance—particularly through the use of <a href=\"https://en.wikipedia.org/wiki/Artificial_intelligence\" target=\"_blank\">AI</a> and <a href=\"https://en.wikipedia.org/wiki/Machine_learning\" target=\"_blank\">Machine Learning</a> (ML).</p><p><br></p><h5>In-Demand EDM Types by Industry</h5><p><br></p><p>As the needs of the industry expand, so does the demand for particular EDM technologies. Heres how each significant category fits:</p><h5><br></h5><h5><u>CNC Wire Cut EDM</u></h5><p><b><br></b></p><p><b>Industries:</b> Aerospace, Medical Implants, and Tool & Die</p><p><b>Why it’s popular: </b>Allows for super-accurate contouring and fine cutting within intricate forms.</p><p><i>Discover CNC Wire Cut EDM - <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\">Click here</a></i></p><p><br></p><h5><u>Die Sinking EDM (Ram EDM)</u></h5><p><b><br></b></p><p><b>Industries:</b> Automobile, Injection Mold, Electronics</p><p><b>How its used:</b> Ideal for cutting complex molds, fine details, and deep cavities within hardened materials.</p><p><i>Find Die Sinking EDM - <a href=\"https://stengineers.com/subcategory/die-sinking-edm\" target=\"_blank\">Click here</a></i></p><p><br></p><h5><u>EDM Hole Drilling</u></h5><p><b><br></b></p><p><b>Industries:</b> Turbomachinery, Medical Devices, Aerospace</p><p><b>Why it’s in demand:</b> It specializes in high precision micro-holes and starter holes for inserting wire for machining.</p><p><i>See EDM Hole Drilling Machines - <a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\">Click here</a></i></p><p><br></p><h5>How EDM is Enhanced by Artificial Intelligence & Machine Learning:</h5><p><span style=\"\"><br></span></p><p><span style=\"\">The actual change isn’t in the hardware—it’s a change in the way EDM thinks. </span></p><p><b>Here’s how AI/ML is bringing intelligence and value into operations:</b></p><p><b><br></b></p><p><b>a) <u>Process Optimization</u></b></p><p>The AI determines the best discharge configurations (voltage, pulse time, and current) for part geometry and material.</p><p><i>Result:</i> Less trial-and-error, shorter set-up time, and consistent quality.</p><p><b><br></b></p><p><b>b) <u>Predictive Maintenance</u></b></p><p>ML examines spark patterns, temperature variation, and load to recognize initial indications for tool wear or failure.</p><p><i>Outcome:</i> Lower downtime, increased machine use, and less production shutdowns.</p><p><b><br></b></p><p><b>c) <u>Adaptive Control</u></b></p><p>Real-time sensor data supplies ML algorithms with information to adjust mid-stream machining parameters.</p><p>Particularly effective when it comes to Wire EDM, when it can avoid wire breaks or flushing inefficiencies.</p><p><b><br></b></p><p><b>d) <u>Intelligent Surface Finish Management</u></b></p><p>For Die-Sinking EDM, surface roughness can be predicted and controlled layer by layer using AI.</p><p><i>Result:</i> Less post-processing and rework are required.</p><p><b><br></b></p><p><b>e) <u>Cost Effectiveness</u></b></p><p>AI models assist in cutting energy use, electrode wear, and material waste—conforming to environmental-friendly production aims.</p><p><br></p><h5>Why Industrialists Should Care</h5><p><br></p><p>In the competitive industry, industrial decision-makers cannot spare inefficiency. The AI/ML-powered EDM machine has to offer:</p><p>•<span style=\"white-space:pre\"> </span>Reduced cost of production</p><p>•<span style=\"white-space:pre\"> </span>Faster lead times</p><p>•<span style=\"white-space:pre\"> </span>Improved accuracy with reduced human intervention</p><p>•<span style=\"white-space:pre\"> </span>Sustainable operations</p><p>•<span style=\"white-space:pre\"> </span>Scalability for Industry 4.0</p><p><i>For Complete EDM solutions Visit: - <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">Click here</a></i></p><div><br></div>','Electrical Discharge Machining Meets AI: Smarter Solutions for Precision Industries','electrical-discharge-machining-meets-ai','What happens when AI meets EDM? Experience a new era of precision machining with smarter, faster, and more efficient processes. Explore how AI is reshaping industries like aerospace and medical with next-gen EDM solutions. Discovers the powerful fusion of AI and electrical discharge machining.','Admin','active','2025-05-23 11:50:33','2025-05-23 12:00:19'),(14,'Conventional Machines in 2025: Still a Strategic Investment for MSMEs','','https://stengineers.com/admin/api/product-upload/thumb-240681748086518.jpg','<h2>Conventional Machines in 2025: Still a Strategic Investment for MSMEs</h2><p><br></p><p>In today’s fast-evolving manufacturing industry, automation and advanced machinery often take the spotlight. Its easy to overlook the quiet backbone of Indian manufacturing—<a href=\"https://stengineers.com/category/conventional-machines\" target=\"_blank\">conventional machines</a>. From <i>manual lathe, milling, drilling machines to <a href=\"https://stengineers.com/subcategory/surface-grinding-machines\" target=\"_blank\">surface grinding machines</a></i>, these time-tested tools continue to serve MSMEs, tool rooms, and training centers, maintaining strong demand across the Indian market.</p><p><br></p><h5>Why Conventional Machines Still Matter in 2025?</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span>Lower initial investment than CNC—ideal for startups and MSMEs</p><p>•<span style=\"white-space:pre\"> </span>Simple design means less downtime & easier maintenance</p><p>•<span style=\"white-space:pre\"> </span>Perfect for low-volume, high-variety production</p><p>•<span style=\"white-space:pre\"> </span>Low power consumption reduces operational costs</p><p>•<span style=\"white-space:pre\"> </span>Faster return on investment (ROI)</p><p>•<span style=\"white-space:pre\"> </span>Widely used in tool rooms and job-shop manufacturing where quick setups and flexibility matter</p><p>•<span style=\"white-space:pre\"> </span>Ideal for hands-on learning and skill development</p><p>•<span style=\"white-space:pre\"> </span>Skilled operators are readily available, simplifying hiring and training</p><p><br></p><h5>2025 Market Snapshot:</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span>Over 63 million MSMEs operate in India — most being micro-units relying on cost-effective manual machinery</p><p>•<span style=\"white-space:pre\"> </span>Manual machine tools continue to hold a significant share in India’s machine tool industry</p><p>•<span style=\"white-space:pre\"> </span>Welfare schemes continue to support MSMEs, encouraging the adoption of conventional machines</p><p><br></p><h5>Powered by Precision. Trusted by Generations.</h5><p><br></p><p>At S&T Engineers, we proudly support India’s manufacturing backbone with a full range of <a href=\"https://stengineers.com/subcategory/all-geared-lathe-machine\" target=\"_blank\"><i>lathe machines</i></a>, <a href=\"https://stengineers.com/subcategory/milling-machine\" target=\"_blank\"><i>milling machines</i></a>, <a href=\"https://stengineers.com/subcategory/mini-milling-and-drilling-machine\" target=\"_blank\"><i>drilling machines</i></a>, and <a href=\"https://stengineers.com/subcategory/heavy-duty-radial-drilling-machines\" target=\"_blank\"><i>more</i></a>. Designed for simplicity, durability, and easy maintenance, our machines are ideal for small-scale production and education environments.</p><p>With a strong presence across India and alignment with government-backed welfare schemes, we help you find the right-fit machine — cost-effective, reliable, and built to last.</p><p><br></p><p><a href=\"https://stengineers.com/category/conventional-machines\" target=\"_blank\">Discover cost-effective machinery solutions</a> — from lathe machines to versatile milling machines.</p><p>🔗 <a href=\"https://stengineers.com/products.php\" target=\"_blank\">Browse Our Product Range</a> →</p><p>🔗 <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Talk to Our Experts</a> →</p><div><br></div>','Conventional Machines in 2025: Still a Strategic Investment for MSMEs','conventional-machines-in-2025','Do you think conventional machines are outdated? Think again. Discover why MSMEs still rely on them for cost-effective, reliable production in 2025. Learn how traditional, conventional machine technology remains a smart investment in the modern manufacturing mix.','Admin','active','2025-05-24 17:18:01','2025-05-24 17:18:01'),(15,'The Growing Demand of Wire Cut EDM for Micro-Precision Manufacturing','','https://stengineers.com/admin/api/product-upload/thumb-281671748498787.jpg','<h2>The Growing Demand of Wire Cut EDM for Micro-Precision Manufacturing</h2><p><br></p><p>Industries like <b>die & mould, aerospace, medical, automotive</b>, and <b>electronics</b> are under pressure to deliver faster, with greater precision, and zero rework, seeking top <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\"><i>CNC Wire Cut EDM</i></a> (<a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">Electrical Discharge machining</a>)</p><p>From complex taper profiles to ultra-fine surface finishes, the need for automated, highly accurate, and cost-effective machining solutions has never been higher.</p><p><br></p><h5>However, many manufacturers still rely on outdated EDM machines that:</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span>Struggle with taper and finish precision</p><p>•<span style=\"white-space:pre\"> </span>Require frequent manual wire threading</p><p>•<span style=\"white-space:pre\"> </span>Lack of automation for 24/7 operation</p><p>•<span style=\"white-space:pre\"> </span>Generate high rework and delay costs</p><p><br></p><h5>EX40 – Engineered for the New Age of Manufacturing</h5><p><br></p><p>The <a href=\"https://stengineers.com/product/edm-ex40-\" target=\"_blank\"><i>EX40 Wire Cut EDM</i></a> (Electrical Discharge Machining) machine is purpose-built for industries that demand reliable accuracy, minimal human intervention, and flawless finish quality.</p><p><br></p><h5>Here’s how it addresses common pain points:</h5><p><br></p><p><b><u>Smart CNC Controller with Real-Time Monitoring</u></b></p><p>•<span style=\"white-space:pre\"> </span>DXF file import & on-board CAM</p><p>•<span style=\"white-space:pre\"> </span>Touchscreen operation with intuitive UI</p><p>•<span style=\"white-space:pre\"> </span>Remote diagnostics & software updates</p><p><i><b>Result:</b></i> Quicker setups, less programming hassle</p><p><br></p><p><b><u>Auto Wire Threading (AWT) System</u></b></p><p>•<span style=\"white-space:pre\"> </span>Fully automated wire threading and re-threading</p><p>•<span style=\"white-space:pre\"> </span>Works submerged and supports fine wires</p><p><b><i>Result:</i></b> Zero downtime during breakage, ideal for unattended operations</p><p><br></p><p><b><u>Precision & Versatility in Cutting</u></b></p><p>•<span style=\"white-space:pre\"> </span>±22° taper cutting at 80 mm height</p><p>•<span style=\"white-space:pre\"> </span>Surface finish up to Ra ≤ 0.49 µm</p><p><b><i>Result:</i></b> Delivers intricate, high-finish components in one go</p><p><br></p><p><b><u>Low Consumption, High Return</u></b></p><p>•<span style=\"white-space:pre\"> </span>Energy-efficient servo motor drive</p><p>•<span style=\"white-space:pre\"> </span>Optimized discharge circuit reduces wire wear</p><p><i><b>Result:</b></i> Lower operating cost for high-volume industries</p><p><br></p><h5>The EX40 Advantage for Your Industry</h5><p><br></p><p>Industries already leveraging the EX40 (Wire Cut EDM) are experiencing:</p><p>•<span style=\"white-space:pre\"> </span>Faster lead times</p><p>•<span style=\"white-space:pre\"> </span>Reduced dependency on skilled operators</p><p>•<span style=\"white-space:pre\"> </span>Increased machine uptime</p><p>•<span style=\"white-space:pre\"> </span>Significant cost savings in material & labor</p><p><br></p><h5>Ideal For:</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span><b>Die & Mould Manufacturers</b> – For cavity and core precision</p><p>•<span style=\"white-space:pre\"> </span><b>Aerospace & Defence</b> – For tapered slots and thin-wall components</p><p>•<span style=\"white-space:pre\"> </span><b>Medical Device Machining</b> – For micro features and burr-free edges</p><p>•<span style=\"white-space:pre\"> </span><b>Job Shops & Toolrooms</b> – For quick turnaround and low setup time</p><p>•<span style=\"white-space:pre\"> </span><b>Automotive Precision Parts</b> – For small-batch, high-accuracy tooling</p><p><br></p><h5>Ready to make the call?</h5><p><br></p><p>EX40 doesn’t just keep up with demand—it gets you ahead of it.</p><p>Let your machines work smarter.</p><p>Let your production be precise.</p><p>Let your business grow with <a href=\"https://stengineers.com/product/edm-ex40-\" target=\"_blank\">EX40</a>.</p><p><br></p><p><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Connect with us</a> to schedule a live demo or request a quote.</p>','The Growing Demand of Wire Cut EDM for Micro-Precision Manufacturing','the-growing-demand-of-wire-cut-edm-for-micro-precision-manufacturing','Micro parts, massive impact. Discover why wire cut EDM is becoming the go-to solution for ultra-precise manufacturing in industries like electronics, medical, and aerospace. Lets explore the rising demand for precision that only wire EDM can deliver.','Admin','active','2025-05-29 11:52:22','2025-05-29 12:00:09'),(16,'Why Laser Source Selection Is the Game-Changer in CNC Laser Cutting Machines','','https://stengineers.com/admin/api/product-upload/thumb-954821749722112.jpg','<h3>Why Laser Source Selection Is the Game-Changer in CNC Laser Cutting Machines</h3><p><br></p><p>Did you know that the quality of your laser cut is 80% dependent on one component — the laser source? Whether youre cutting stainless steel, aluminum, acrylic, or wood, the performance of your CNC laser cutting machine starts at its core.</p><p>In today’s fast-moving manufacturing and fabrication industries, precision and efficiency arent optional — theyre expected. And that’s where the laser source comes in. Often overlooked, this component determines how well your machine performs across speed, cut quality, energy use, and overall productivity.</p><p>Let’s explore why choosing the right laser source can sharpen your edge in production.</p><p><br></p><h5>What Is a Laser Source?</h5><p><br></p><p>The laser source is the heart of the <a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\">CNC laser cutting machine</a>. It’s the engine that generates the high-powered laser beam responsible for cutting or engraving materials.</p><p>The performance of your entire machine depends on this — from cutting capability and material compatibility to maintenance requirements and energy efficiency.</p><p><br></p><h5>Types of Laser Sources</h5><p><br></p><p>Different laser sources serve different industrial purposes. Here’s a quick breakdown:</p><p>CO₂ Laser - Best for: Wood, acrylic, plastic, leather | Common in: Signage, furniture, packaging industries</p><p>Fiber Laser - Best for: Metals like mild steel, stainless steel, aluminum, brass | Common in: Sheet metal fabrication, automotive, aerospace</p><p>Nd:YAG / Nd:YVO4 - Best for: Both metals and plastics | Common in: Electronics, precision component manufacturing</p><p><br></p><h5>Why Does the Laser Source Matter?</h5><p><b><br></b></p><p><b>Cutting Capacity</b></p><p>Fiber lasers are ideal for thicker, reflective metals. CO₂ lasers perform better on non-metallic materials.</p><p><b>Speed & Efficiency</b></p><p>A powerful laser source boosts cutting speeds, leading to faster production cycles, lower operational costs, and greater scalability for bulk jobs.</p><p><b>Cut Quality</b></p><p>Precision matters — and laser beam quality directly affects edge smoothness, kerf width, heat-affected zone (HAZ), and dross formation.</p><p><b>Energy Consumption</b></p><p>Fiber lasers are up to 3X more energy-efficient than CO₂, leading to lower electricity bills and a reduced carbon footprint.</p><p><b>Maintenance & Longevity</b></p><p>CO₂ lasers need frequent alignments and maintenance. Fiber lasers offer a sealed, low-maintenance design with a longer lifespan.</p><p><b>Automation Compatibility</b></p><p>Modern fiber lasers work seamlessly with CNC, autofocus heads, and Industry 4.0 interfaces for high-speed, automated workflows.</p><p><br></p><h5>How to Choose the Right Laser Cutting Machine</h5><p><br></p><p>Ask yourself:</p><p>• What materials will I cut most frequently?</p><p>• Do I need faster production or better edge quality?</p><p>• Am I ready for smart manufacturing systems?</p><p>If your answer leans towards metals, efficiency, and precision, then fiber laser cutting machines are your best bet.</p><p><br></p><h5>Looking for the Right Laser Cutting Machine?</h5><p><br></p><p>Power your production with our advanced <a href=\"https://stengineers.com/subcategory/make-in-india-fiber-laser-cutting-machines\" target=\"_blank\">CNC fiber laser cutting machines</a>, built for:</p><p>✅ Precision</p><p>✅ High-speed output</p><p>✅ Low energy consumption</p><p>✅ Minimal maintenance</p><p><br></p><p><a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\">Explore our full range today</a> — let us help you find your perfect-fit machine.</p><h5>Conclusion: The Right Laser Source = The Right Investment</h5><p><br></p><p>Selecting the right laser source isn’t just a technical choice — it’s a business-critical decision. It affects your production capabilities, operational costs, product quality, and future scalability.</p><p>Make sure your machines heart — the laser source — aligns with your business goals. Because the sharper your source, the stronger your output.</p>','Why Laser Source Selection Is the Game-Changer in CNC Laser Cutting Machines','why-laser-source-selection-is-game-changer-in-cnc-laser-cutting-machines','Find out how your choice of laser fiber, CO₂, or others directly affects performance and ROI. Explore how the right laser source transforms cutting quality, cost-efficiency, and machine lifespan. See why laser source selection can make or break your output.\n\n','Admin','active','2025-06-12 15:45:29','2025-06-12 15:47:23'),(17,'Why Wire Cut EDM Machines and EDM Drills Are Essential for the Die & Mould Industry','','https://stengineers.com/admin/api/product-upload/thumb-852301750746933.jpg','<h3>Why Wire Cut EDM Machines and EDM Drills Are Essential for the Die & Mould Industry</h3><h4>Introduction:</h4><p>In EDM, we use several types of machines — but which ones play the most crucial role in the die and mould industry?</p><p>Let’s break it down and explore the key EDM technologies that drive precision and performance in modern toolrooms.</p><p>Among all, the <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\"><font color=\"#085294\"><u>Wire Cut EDM Machine</u></font></a> and the <a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\"><font color=\"#085294\"><u>EDM Drill</u></font></a> stand out as the most essential. Toolmakers rely on this powerful combination to machine intricate internal profiles, drill starter holes in hardened metals, and achieve ultra-tight tolerances all without applying mechanical force.</p><p>Here we explain how these two machines work together in <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\"><font color=\"#085294\"><u>electric discharge machining</u></font></a> (EDM), and why every die and mould workshop should count on them for efficient, high-accuracy production.</p><p><br></p><h5>Understanding Wire Cut EDM Machine:</h5><p><br></p><p>A wire cut EDM machine (also known as wire EDM) uses a thin metal wire as an electrode to cut through electrically conductive materials using spark erosion. The process removes material without any physical contact, making it ideal for complex geometries and hardened materials.</p><h6>Common Applications:</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Mould cavities and cores</p><p>•<span style=\"white-space:pre\"> </span>Punch and die inserts</p><p>•<span style=\"white-space:pre\"> </span>Precision gears</p><p>•<span style=\"white-space:pre\"> </span>Aerospace and medical parts</p><p><br></p><p>Wire EDM offers smooth surface finishes, high accuracy, and the ability to cut intricate 2D and 3D profiles making it an irreplaceable tool in die and mould machining.</p><p><br></p><h5>Understanding EDM Drill:</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span>An EDM drill, also known as a hole popper or EDM hole drilling machine, creates starter holes in hard materials where conventional drills fail. It uses a tubular electrode with dielectric fluid to generate sparks that gradually erode the material.</p><p>•<span style=\"white-space:pre\"> </span>These starter holes are critical when the wire EDM machine needs an internal point to begin its precision cutting.</p><h6><br></h6><h6>EDM Drilling Capabilities:</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Drills hole sizes from 0.3 mm to 3 mm</p><p>•<span style=\"white-space:pre\"> </span>Works on hardened steel, carbide, and exotic metals</p><p>•<span style=\"white-space:pre\"> </span>Ideal for deep, narrow starter holes in closed profiles</p><p><br></p><h5>How EDM Drill and Wire Cut EDM Machine Work Together</h5><p><br></p><p>The synergy between these two machines is what makes them indispensable in die and mould manufacturing.</p><p><br></p><h6>Workflow:</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>EDM Drill creates a starter hole when the wire EDM cannot access the workpiece from an edge.</p><p>•<span style=\"white-space:pre\"> </span>Wire Cut EDM Machine feeds the wire through this hole to begin contour cutting with precision.</p><p>This combination enables closed-loop cutting, deep internal profiles, and complex part geometries, all while preserving dimensional accuracy and material integrity.</p><p><br></p><h5>Why Die & Mould Manufacturers Rely on Both</h5><p><br></p><p>Die and mould production involves machining hard materials into detailed shapes. Combining EDM drilling with wire EDM helps toolmakers to:</p><p><br></p><p><b>Enable Internal Cutting</b></p><p>Wire EDM can’t start a cut in the middle of solid material — EDM drilling solves this with fast, accurate starter holes.</p><p><b>Cut Hardened Materials Easily</b></p><p>EDM technology handles materials like tool steel, tungsten carbide, titanium, and other hard metals without chipping or distortion.</p><p><b>Eliminate Mechanical Stress</b></p><p>Unlike conventional cutting, EDM involves no tool pressure, ensuring parts retain their intended shape.</p><p><b>Achieve Micron-Level Precision</b></p><p>Wire EDM routinely delivers tight tolerances and smooth finishes, essential for critical die components.</p><p><br></p><h5>Industries Benefiting from This EDM Combination</h5><p><br></p><p>The wire cut EDM + EDM drill combo is used across several high-precision industries:</p><p>•<span style=\"white-space:pre\"> </span>Tool and Die Shops</p><p>•<span style=\"white-space:pre\"> </span>Aerospace Engineering</p><p>•<span style=\"white-space:pre\"> </span>Medical Component Fabrication</p><p>•<span style=\"white-space:pre\"> </span>Automotive Precision Parts</p><p>•<span style=\"white-space:pre\"> </span>Mould and Die Manufacturing Units</p><p><br></p><h5>Key Benefits</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span>Enables closed-profile wire cutting</p><p>•<span style=\"white-space:pre\"> </span>Perfect for deep, small-diameter starter holes</p><p>•<span style=\"white-space:pre\"> </span>Supports micron-level accuracy</p><p>•<span style=\"white-space:pre\"> </span>Minimizes tool wear and rework</p><p>•<span style=\"white-space:pre\"> </span>Handles ultra-hard conductive materials</p><p>•<span style=\"white-space:pre\"> </span>Delivers complex part geometries</p><p>•<span style=\"white-space:pre\"> </span>Streamlines toolroom operations</p><p><br></p><p>If you want to improve accuracy, efficiency, and part quality in die and mould machining, combine a <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\"><font color=\"#085294\"><u>wire cut EDM machine</u></font></a> with an <a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\"><font color=\"#085294\"><u>EDM drill</u></font></a>. This setup gives your shop the power to machine complex components faster even in the toughest materials with minimal effort.</p><p>👉 Explore our advanced <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\"><font color=\"#085294\"><u>EDM machine</u></font></a> line-up today.</p><p>📩 Have questions? <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\"><font color=\"#085294\"><u>Contact our team</u></font></a> for tailored solutions and <a href=\"https://stengineers.com/services-and-support.php\" target=\"_blank\"><font color=\"#085294\"><u>expert support</u></font></a>.</p>','Why Wire Cut EDM Machines and EDM Drills Are Essential for the Die & Mould Industry','wire-edm-machines-edm-drills-essentials-for-die-mould-industry','Precision is everything in the die & mould industry and thats where Wire Cut EDM Machines and EDM Drills excel. From fine detailing to deep hole drilling, they deliver consistent, high-quality results. Learn why they’re essential tools in today’s competitive mould-making industry.','Admin','active','2025-06-24 12:23:28','2025-06-24 12:36:55'),(18,'Understanding CNC Press Brake Machines: Types, Parts & Applications','','https://stengineers.com/admin/api/product-upload/thumb-480511750928330.jpg','<h2>Understanding CNC Press Brake Machines: Types, Parts & Applications</h2><p><br></p><p style=\"text-align: justify; \">Precise bending is essential in sheet metal fabrication, and the <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\"><i>CNC Press Brake Machine</i></a> ensures that accuracy. It automates the metal forming process, allowing fabricators to produce clean, repeatable bends. Whether youre building automotive parts, electrical enclosures, or steel frames, a CNC press brake helps you complete jobs faster and with consistent quality.</p><p><br></p><h5>What Is a CNC Press Brake Machine?</h5><p><br></p><p style=\"text-align: justify; \">A <b>CNC Press Brake Machine</b> bends sheet metal using a punch and die setup controlled by a computer system. The CNC (Computer Numerical Control) unit automates bend angles, back gauge positioning, and sequence control. This eliminates human error and delivers consistent quality, making it a reliable solution for sheet metal fabricators.</p><p><br></p><h6>Key Components of a CNC Press Brake Machine:</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Frame – Supports the machine structure and absorbs force.</p><p>•<span style=\"white-space:pre\"> </span>Ram – Moves vertically and applies pressure through the punch.</p><p>•<span style=\"white-space:pre\"> </span>Bed – Holds the die and supports the metal sheet.</p><p>•<span style=\"white-space:pre\"> </span>Punch & Die – Shape the sheet during the bend.</p><p>•<span style=\"white-space:pre\"> </span>Back Gauge – Positions the sheet for accurate bending.</p><p>•<span style=\"white-space:pre\"> </span>CNC Control Panel – Stores and executes bending programs.</p><p><br></p><h5>Types of CNC Press Brake Machines:</h5><h6><br></h6><h6>Hydraulic Press Brake</h6><p style=\"text-align: justify; \">A <a href=\"https://stengineers.com/product/skcnc125t4000\" target=\"_blank\">hydraulic press brake</a> uses hydraulic cylinders to move the ram with force. It delivers consistent pressure and is ideal for bending thick sheets in heavy-duty applications.</p><h6>Servo-Electric Press Brake</h6><p style=\"text-align: justify;\"><a href=\"https://stengineers.com/product/servo-electric-press-brake\" target=\"_blank\">Servo-electric press brake</a> uses servo motors instead of hydraulics. It offers clean, precise, and energy-efficient bending, making it suitable for high-accuracy, low-noise operations.</p><h6>Mechanical Press Brake</h6><p style=\"text-align: justify; \">A mechanical press brake runs on a flywheel and crank system. It’s fast and good for repetitive bends, but offers less control than hydraulic or electric types.</p><h6>Pneumatic Press Brake</h6><p style=\"text-align: justify; \">This version uses compressed air to power the ram. It’s ideal for light-duty tasks and thin materials where minimal bending force is needed.</p><p><br></p><p style=\"text-align: justify; \">A reliable press brake machine manufacturer offers models that suit various production needs—batch size, material thickness, and part complexity.</p><p><br></p><h5>Applications of CNC Press Brake Machines:</h5><p><br></p><p style=\"text-align: justify; \">CNC Press Brake Machines play a vital role in modern sheet metal forming, allowing fabricators to create precise bends across a wide range of components. By automating the bending process, these machines help manufacturers meet tight tolerances, improve turnaround time, and reduce waste.</p><p><br></p><p>Here’s how various industries use CNC press brake machines in real-world applications:</p><h6><br></h6><h6>Automotive:</h6><p style=\"text-align: justify; \">Manufacturers use CNC press brake machines to bend components like chassis parts, brackets, mounting plates, and exhaust covers. These machines help maintain consistent dimensions, which is critical for safety and assembly-line integration.</p><h6>Electrical & Electronics:</h6><p style=\"text-align: justify; \">In this sector, CNC press brakes form control panel boxes, electrical cabinets, enclosures for PLCs and switchgear, cable tray components. Sheet metal fabricators achieve smooth, burr-free edges that meet both safety and aesthetic standards.</p><h6>Construction & Infrastructure:</h6><p style=\"text-align: justify; \">Construction companies rely on press brakes to produce door and window frames, roofing structures, building brackets, and HVAC ducting panels. For large-scale projects, CNC systems allow operators to repeat bend sequences quickly and accurately.</p><h6>Furniture & Fixtures:</h6><p style=\"text-align: justify; \">Metal furniture manufacturers use CNC press brakes for bending chair frames, table legs, storage cabinets, racks and stands. These machines produce smooth edges, precise angles, and high-quality finishes.</p><h6>Aerospace & Defense:</h6><p style=\"text-align: justify;\">This industry demands tight tolerances. CNC press brake machines bend aircraft interior panels, mounting brackets, frame structures, and engine component covers. Electric press brake machines are especially popular here for their clean operation and ultra-high accuracy.</p><p><br></p><h5>Growing Demand in India:</h5><p><br></p><p style=\"text-align: justify; \">Manufacturers across India are adopting CNC press brake machines to improve bending speed, precision, and consistency. Fabricators are replacing manual and mechanical models with CNC systems to meet growing demands in the automotive, electrical, and construction sectors. Local machine builders are also offering cost-effective solutions, making advanced technology more accessible to MSMEs.</p><p style=\"text-align: justify;\">A CNC Press Brake Machine brings precision, speed, and control to every bend. Whether you choose a hydraulic press brake for heavy-duty tasks or an electric press brake for high-speed, energy-efficient bending, the right machine improves both quality and productivity.</p><p style=\"text-align: justify;\">At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we provide both <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\">hydraulic and electric press brake machines</a> engineered to meet the needs of modern sheet metal fabricators.</p><p style=\"text-align: justify;\"><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Reach out today</a>! Let’s find the right machine for your workshop.</p>','Understanding CNC Press Brake Machines: Types, Parts & Applications','cnc-press-brake-machine-types-parts-applications','From hydraulic to electric, CNC Press Brake Machines come in many types. Discover their main parts and how press brake machines serve critical applications in fabrication and metal forming. Explore the complete guide to mastering CNC press brake technology.','Admin','active','2025-06-26 14:40:52','2025-06-26 14:43:45'),(19,'From Milling to Turning: The Role Each Conventional Machine Plays','','https://stengineers.com/admin/api/product-upload/thumb-273041751286507.jpg','<h2>From Milling to Turning: The Role Each Conventional Machine Plays</h2><p><br></p><p>Ever wondered why conventional machines are still in demand, even as the world accelerates toward automation and smart technologies?</p><p>The answer is simple—they continue to solve real problems, deliver consistent profits, and remain a crucial part of India’s machine tool growth story.</p><p><br></p><p> Let’s take a closer look at the range of machines that still power many workshops:</p><p><br></p><h5>• Milling Machines</h5><p><br></p><p><a href=\"https://stengineers.com/subcategory/milling-machine\" target=\"_blank\">Milling machines</a> are essential for removing material with accuracy and control.</p><p><br></p><p>Usage: Perfect for toolrooms, die and mould making, and general engineering applications. Known for their versatility in slotting, shaping, drilling, and milling with precision and accuracy.</p><p><br></p><h5>• Surface Grinding Machines</h5><p><br></p><p>Built for precision surface finishing, these machines help achieve tight tolerances and ultra-smooth finishes.</p><p><br></p><p>Usage: Used in tool sharpening, surface finishing of hardened parts, and precision component dressing—especially in automotive and mould-making sectors.</p><p><br></p><h5>• All Geared Lathe Machines</h5><p><br></p><p><a href=\"https://stengineers.com/subcategory/all-geared-lathe-machine\" target=\"_blank\">All geared lathe machines</a> offer reliable performance with smooth power transmission via a geared system.</p><p><br></p><p>Usage: Ideal for heavy-duty turning, threading, facing, and knurling operations—commonly used in fabrication units and repair workshops.</p><p><br></p><h5>• Mini Milling & Drilling Machines</h5><p><br></p><p><a href=\"https://stengineers.com/subcategory/mini-milling-and-drilling-machine\" target=\"_blank\">Mini Milling and Drilling Machines</a> are compact and efficient; these dual-function machines are designed for precision tasks in small spaces.</p><p><br></p><p>Usage: Great for R&D labs, training institutes, and engineering setups where space and precision are critical.</p><p><br></p><h5>• Heavy Duty Radial Drilling Machines</h5><p><br></p><p><a href=\"https://stengineers.com/subcategory/heavy-duty-radial-drilling-machines\" target=\"_blank\">Heavy-duty radial drilling machines</a> are designed for large workpieces. These machines provide flexible drill head movement and sturdy performance.</p><p><br></p><p>Usage: Widely used in heavy machine workshops for flexible drilling operations.</p><p><br></p><p><br></p><h5>• Metal Cutting & Circular Saws</h5><p><br></p><p><a href=\"https://stengineers.com/subcategory/circular-saw\" target=\"_blank\">Meta cutting & circular saws</a> are built for efficient and high-speed cutting of both ferrous and non-ferrous metals.</p><p><br></p><p>Usage: Essential for metal fabrication, structural steel cutting, and pipe workshops.</p><p><br></p><h5>Why look elsewhere when everything you need is under one roof?</h5><p><br></p><p>At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we’ve been fueling India’s machine tool growth for over two decades, offering reliable solutions from milling machines to metal cutting saws, tailored to meet industry demands.</p><p><br></p><p>Whether youre a small-scale unit or a large industrial plant, our product line—from <i>conventional milling machines</i> to <i>metal cutting saws</i>—is built to serve your needs.</p><p><br></p><p>🔗 Browse <a href=\"https://stengineers.com/category/conventional-machines\" target=\"_blank\">Our Machine Tool Solutions Now ➜</a></p>','From Milling to Turning: The Role Each Conventional Machine Plays','from-milling-to-turning-role-each-conventional-machine-plays','From milling to turning, each conventional machine has a unique role in manufacturing. Understand how these machines handle different operations, materials, and tolerances. Explore the highlights of why conventional machining still matters in today’s workshops.','Admin','active','2025-06-30 18:04:06','2025-06-30 18:05:28'),(20,'Is a Used EDM Machine the Right Fit for Today’s Manufacturing Needs?','','https://stengineers.com/admin/api/product-upload/thumb-319061751707834.jpg','<h2>Is a Used EDM Machine the Right Fit for Today’s Manufacturing Needs?</h2><p><br></p><p>Many manufacturers are still buying used EDM Machines to save money. At first, it seems like a smart move, with the lower investment, quicker delivery, and a machine that gets a job done. But when you go deeper, you’ll see that <b>used machines may not match the performance, reliability, and technology</b> where the modern manufacturing demands.</p><p><br></p><p>Lets see whether the used EDM machine meets todays production requirements!</p><p><br></p><h5>Why Manufacturers Choose Used EDM Machines</h5><p><br></p><p>Used EDM machines remain popular for three main reasons:</p><p>•<span style=\"white-space:pre\"> </span>Cost savings: A lower initial investment appeals to small shops or budget-conscious businesses.</p><p>•<span style=\"white-space:pre\"> </span>Faster delivery: The used machines are ready for immediate shipment.</p><p>•<span style=\"white-space:pre\"> </span>Basic functionality: For simple jobs, they may appear “good enough.”</p><p><br></p><p>However, as production demands rise and precision matters these advantages begin to fade.</p><p><br></p><h5>The Hidden Trade-Offs</h5><h6><br></h6><h6>Performance Degradation:</h6><p><br></p><p>Used EDM machines have already gone through thousands of hours of machining. Over time, this results in:</p><p>•<span style=\"white-space:pre\"> </span>Reduced accuracy and cutting speed</p><p>•<span style=\"white-space:pre\"> </span>Linear motion bearings cause unstable movement and reduced precision</p><p>•<span style=\"white-space:pre\"> </span>Limitations in fine-tolerance and complex part machining</p><p><br></p><h6>Outdated Technology:</h6><p><br></p><p>Modern EDM machines are equipped with:</p><p>•<span style=\"white-space:pre\"> </span>Smart interfaces</p><p>•<span style=\"white-space:pre\"> </span>AI & Industry 4.0 integration</p><p>•<span style=\"white-space:pre\"> </span>Automated systems and remote monitoring</p><p><br></p><p>Most used machines can’t support these features, making them outdated for smart manufacturing.</p><p><br></p><h6>Maintenance and Downtime:</h6><p><br></p><p>Older machines tend to:</p><p>•<span style=\"white-space:pre\"> </span>Multiple breakdowns in a short period</p><p>•<span style=\"white-space:pre\"> </span>Require frequent part replacements</p><p>•<span style=\"white-space:pre\"> </span>Lack of service support or compatible spare parts</p><p><br></p><p>A decision made to save money often leads to unexpected downtime and increased operating costs that affects ROI.</p><p><br></p><h5>Do Used EDM Machines Align with Modern Needs?</h5><p><br></p><p>Yes, but rarely!</p><p>Most used machines weren’t designed with the following features in mind.</p><p>•<span style=\"white-space:pre\"> </span>Micron-level precision</p><p>•<span style=\"white-space:pre\"> </span>Consistent repeatability</p><p>•<span style=\"white-space:pre\"> </span>Data-driven production tracking</p><p>•<span style=\"white-space:pre\"> </span>Eco-friendly, energy-efficient systems</p><p><br></p><p>These above features are demanded in modern manufacturing.</p><p><br></p><h5>Final Thoughts:</h5><p><br></p><p>Used EDM machines might still make sense if:</p><p>•<span style=\"white-space:pre\"> </span>You need a temporary solution</p><p>•<span style=\"white-space:pre\"> </span>Youre running low-volume and non-critical jobs</p><p>•<span style=\"white-space:pre\"> </span>Youre starting and budget constraints</p><p><br></p><p>However, if you prioritize long-term performance, minimal downtime, and cutting-edge technology, investing in a new EDM machine is the smarter option.</p><p><br></p><p>Looking to Invest in the Right EDM Solution?</p><p><br></p><p>At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we engineered <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">EDM machines</a> that align with modern precision, reliability, and Industry 4.0 standards.</p><p><br></p><p>✅ Enhance your productivity</p><p>✅ Reduce maintenance and downtime</p><p><br></p><p><a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">Explore our EDM Machines</a></p><p>Book a live demo.</p>','Is a Used EDM Machine the Right Fit for Today’s Manufacturing Needs?','used-edm-machine-right-fit-for-todays-manufacturing-needs','Thinking of investing in a used EDM machine? With rising demand for precision and cost control, it could be a smart move. Explore the pros, cons, and performance factors in today’s manufacturing environment. Find out if a used EDM machine fits your production needs.','Admin','active','2025-07-05 15:42:52','2025-07-05 15:48:19'),(21,'Different Types of Chucks Used in CNC Grinding Machine Accessories','','https://stengineers.com/admin/api/product-upload/thumb-592071752060417.jpg','<h2>Different Types of Chucks Used in CNC Grinding Machine Accessories</h2><h5><br></h5><h5>Introduction</h5><p><br></p><p style=\"text-align: justify; \">In CNC grinding, achieving a perfect surface finish and tight tolerances starts with the right work holding solution. And at the center of that setup? <b>The chuck</b>.</p><p style=\"text-align: justify; \">Chucks are essential accessories in CNC grinding machines, they hold, grip, and stabilize the workpiece during the grinding process. But did you know there are several types of chucks used in CNC grinding machines, each suited for different needs? We’ll explore the most common chuck types used in CNC grinding, their applications, advantages, and how they improve machining accuracy.</p><p><br></p><h5>What is a Chuck in CNC Grinding Machine?</h5><p><br></p><p style=\"text-align: justify; \">A <i>chuck is a clamping device</i> used to hold a workpiece firmly on a CNC grinding machine during the operation. It ensures consistent rotation, alignment, and prevents slippage or vibration that could affect the final output. Chucks are key components in <a href=\"https://stengineers.com/subcategory/grinding-machine-accessories\" target=\"_blank\">CNC grinding machine accessories</a> because they directly influence machining quality and productivity.</p><p><br></p><h5>Types of Chucks Used in CNC Grinding Machines</h5><p></p><p></p><br><p></p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" width=\"654\" style=\"width: 490.25pt; border: none;\"><tbody><tr style=\"mso-yfti-irow:0;mso-yfti-firstrow:yes;height:29.55pt\">\n <td width=\"138\" style=\"width:103.25pt;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:29.55pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Chuck Type<o:p></o:p></span></b></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border:solid windowtext 1.0pt;border-left:\n none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:29.55pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Best For<o:p></o:p></span></b></p>\n </td>\n <td width=\"96\" style=\"width:1.0in;border:solid windowtext 1.0pt;border-left:\n none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:29.55pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Precision Level<o:p></o:p></span></b></p>\n </td>\n <td width=\"108\" style=\"width:81.0pt;border:solid windowtext 1.0pt;border-left:\n none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:29.55pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Setup Speed<o:p></o:p></span></b></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border:solid windowtext 1.0pt;border-left:\n none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:29.55pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Workpiece Shape<o:p></o:p></span></b></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:1;height:19.15pt\">\n <td width=\"138\" style=\"width:103.25pt;border:solid windowtext 1.0pt;border-top:\n none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:19.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Magnetic\n Chuck<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Flat\n ferrous parts<o:p></o:p></span></p>\n </td>\n <td width=\"96\" style=\"width:1.0in;border-top:none;border-left:none;border-bottom:\n solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;mso-border-top-alt:\n solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Medium<o:p></o:p></span></p>\n </td>\n <td width=\"108\" style=\"width:81.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Fast<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Flat,\n thin<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:2;height:19.95pt\">\n <td width=\"138\" style=\"width:103.25pt;border:solid windowtext 1.0pt;border-top:\n none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:19.95pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Three-Jaw\n Chuck<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.95pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Round/hex\n parts<o:p></o:p></span></p>\n </td>\n <td width=\"96\" style=\"width:1.0in;border-top:none;border-left:none;border-bottom:\n solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;mso-border-top-alt:\n solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.95pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Medium<o:p></o:p></span></p>\n </td>\n <td width=\"108\" style=\"width:81.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.95pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Moderate<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:19.95pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Cylindrical,\n regular<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:3;height:21.15pt\">\n <td width=\"138\" style=\"width:103.25pt;border:solid windowtext 1.0pt;border-top:\n none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Four-Jaw\n Independent<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Irregular/square\n parts<o:p></o:p></span></p>\n </td>\n <td width=\"96\" style=\"width:1.0in;border-top:none;border-left:none;border-bottom:\n solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;mso-border-top-alt:\n solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">High<o:p></o:p></span></p>\n </td>\n <td width=\"108\" style=\"width:81.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Slow<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Complex,\n off-center<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:4;height:21.15pt\">\n <td width=\"138\" style=\"width:103.25pt;border:solid windowtext 1.0pt;border-top:\n none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Collet\n Chuck<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Small,\n cylindrical parts<o:p></o:p></span></p>\n </td>\n <td width=\"96\" style=\"width:1.0in;border-top:none;border-left:none;border-bottom:\n solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;mso-border-top-alt:\n solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Very\n High<o:p></o:p></span></p>\n </td>\n <td width=\"108\" style=\"width:81.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Fast<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Round,\n precision<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:5;mso-yfti-lastrow:yes;height:21.15pt\">\n <td width=\"138\" style=\"width:103.25pt;border:solid windowtext 1.0pt;border-top:\n none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Hydraulic\n Chuck<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">High-speed,\n automated jobs<o:p></o:p></span></p>\n </td>\n <td width=\"96\" style=\"width:1.0in;border-top:none;border-left:none;border-bottom:\n solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;mso-border-top-alt:\n solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">High<o:p></o:p></span></p>\n </td>\n <td width=\"108\" style=\"width:81.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Very\n Fast<o:p></o:p></span></p>\n </td>\n <td width=\"156\" style=\"width:117.0pt;border-top:none;border-left:none;\n border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0in 5.4pt 0in 5.4pt;height:21.15pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-bidi-\n mso-fareast-Times New Roman";mso-bidi-Times New Roman"\">Cylindrical,\n balanced<o:p></o:p></span></p>\n </td>\n </tr>\n</tbody><tbody></tbody><tbody></tbody></table><p><br></p><h6><span style=\"\">1. Magnetic Chuck</span></h6><p>A <a href=\"https://stengineers.com/product/double-way-sine-plate-with-fine-pole-magnetic-chuck\" target=\"_blank\">magnetic chuck</a> uses magnetic force to hold ferromagnetic workpieces firmly in place.</p><p><br></p><h6>2. Three-Jaw Chuck</h6><p>A self-centering chuck with three jaws that grip round or hexagonal parts.</p><p><br></p><h6>3. Four-Jaw Independent Chuck</h6><p>Each jaw moves independently to grip irregular, square, or off-center parts.</p><p><br></p><h6>4. Collet Chuck</h6><p>A precision <a href=\"https://stengineers.com/product/precision-universal-angle-collet-chuck\" target=\"_blank\">collet chuck</a> that uses a collet to uniformly clamp cylindrical parts.</p><p><br></p><h6>5. Hydraulic Chuck</h6><p>Uses hydraulic pressure to automatically grip the workpiece with high force and consistency.</p><p><br></p><h5>How to Choose the Right Chuck for Your CNC Grinding Application</h5><p><span style=\"white-space-collapse: preserve; \"><br></span></p><p><span style=\"white-space-collapse: preserve; \">✔️ </span>Consider material type (ferrous or non-ferrous)</p><p><span style=\"white-space-collapse: preserve; \">✔️ </span>Required accuracy and tolerance</p><p><span style=\"white-space-collapse: preserve; \">✔️ </span>Shape and size of workpiece</p><p><span style=\"white-space-collapse: preserve; \">✔️ </span>Production speed and automation needs</p><p><span style=\"white-space-collapse: preserve; \">✔️ </span>Budget and maintenance</p><p><br></p><h5>Conclusion</h5><p><br></p><p style=\"text-align: justify; \">Choosing the right chuck for your CNC grinding machine is not just a technical decision, it’s a strategic one. The chuck you select directly affects grinding precision, cycle time, tool life, and operational efficiency. From magnetic and hydraulic to collet and jaw chucks, each type offers unique strengths tailored to different applications. </p><p style=\"text-align: justify; \">Looking for reliable <a href=\"https://stengineers.com/subcategory/grinding-machine-accessories\" target=\"_blank\">CNC grinding machine accessories</a> or chucks that suit your machining needs? <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact S&T Engineers</a> for expert guidance and a range of trusted solutions.</p>','Different Types of Chucks Used in CNC Grinding Machine Accessories','types-of-chucks-in-cnc-grinding-machine-accessories','Explore the different types of chucks used in CNC grinding machine accessories and their unique functions. From magnetic chucks to 3-jaw and 4-jaw chucks, each plays a critical role in holding workpieces securely. Choosing the right chuck enhances machining accuracy, stability, and surface finish. Learn how each chuck type supports precision grinding in diverse industrial applications.','Admin','active','2025-07-09 17:21:47','2025-07-09 17:28:04'),(22,'5 Wire-Cut Machining Problems Solved by Moly Wire EDM','','https://stengineers.com/admin/api/product-upload/thumb-529781753093713.jpg','<h2>5 Wire-Cut Machining Problems Solved by Moly Wire EDM</h2><p><br></p><p style=\"text-align: justify;\">Every cut counts in cost, time, and quality when it comes to wire EDM machining. While the <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\">wire EDM machine</a> is in demand in the market, many manufacturers rely on brass wire. If it’s a frequent stoppage and high in cost, the minor issues can add up. But, <b>Molybdenum (Moly) Wire EDM</b> gives a practical solution to the most common pain points in the wire-cut machining process.</p><p><br></p><h4>Let’s see how from the following problems:</h4><p><br></p><h6>1.<span style=\"white-space: pre;\"> </span>Wire Costs Keep Rising:</h6><p><br></p><p style=\"text-align: justify;\">Brass wire is single-use, often discard the wire after it breaks. This creates an expense constantly. </p><p style=\"text-align: justify;\">However, the moly wire is reusable and can be used up to 5-7 times, depending on the cut. This moly wire reduces the wire consumption. It saves up to 60% of the cost reported by EDM users.</p><p style=\"text-align: justify;\"><br></p><h6>2.<span style=\"white-space: pre;\"> </span>Constant Wire Changes Disrupt Productivity</h6><p><br></p><p style=\"text-align: justify;\">The frequent stoppages to change wires can slow down productivity, especially on long or complex jobs. It increases operators fatigue and reduces the machine’s uptime.</p><p style=\"text-align: justify; \">In moly wire, there is no need for frequent wire changes. The moly wire keeps the machine running longer and helps operators to manage tasks even in the hectic period, which leads to an increase in productivity.</p><p><br></p><h6>3.<span style=\"white-space: pre;\"> </span>Hard Materials are Causing Wire Breakage</h6><p><br></p><p style=\"text-align: justify; \">Cutting hardness steel, tungsten carbide, or other tough materials often causes the wire to break or deform while using brass wire. This affects job finish and slows down production time. </p><p style=\"text-align: justify; \">The moly wire has higher tensile strength and is superior in heat resistance compared to brass. This is more stable when cutting hard materials, even in deep cavities. </p><p><br></p><h6>4.<span style=\"white-space: pre;\"> </span>Maintenance and Setup Take Too Long</h6><p><br></p><p style=\"text-align: justify;\">Wire alignment issues, excessive carbon formation, or frequent adjustments can increase machine downtime and reduce daily work rate.</p><p style=\"text-align: justify; \">Moly wire often supports continuous wire feeding with minimal manual adjustments during operation. This not only reduces maintenance time but also improves output across multiple batches.</p><p><br></p><h6>5.<span style=\"white-space: pre;\"> </span>Customers Expect Lower Cost and Faster Delivery</h6><p><br></p><p>Nowadays, customers demand faster turnaround at a lower price without compromising quality. But high consumable use and downtime make it difficult to deliver effectively.</p><p>Moly wire EDM helps operators to meet tight deadlines without increasing cost, which cuts faster, reduces consumable cost, and is long-lasting. </p><p><br></p><h5>Final Thoughts:</h5><p><br></p><p style=\"text-align: justify; \">Moly wire EDM solves real production problems. It reduces consumable cost, increases uptime, and improves quality.</p><p style=\"text-align: justify;\">If youre looking to cut downtime, reduce cost, and boost machining performance, its time to make the switch.</p><p><br></p><h6>Need a <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\">Moly Wire EDM machine</a> or consumables?</h6><p><br></p><p><a href=\"https://stengineers.com/\" target=\"_blank\">S&T Engineers</a> delivers quality <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">EDM solutions</a> across India, also backed by a strong service network.</p><p><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact S&T Engineers</a> today.</p><div><br></div>','5 Wire-Cut Machining Problems Solved by Moly Wire EDM','moly-wire-edm-solves-wirecut-problems','Struggling with wire breakage, slow cutting speeds, or poor surface finish in wire-cut machining? Discover how Moly Wire EDM solves 5 major wire-cut machining problems with better conductivity, durability, and speed. Click to learn why moly wire EDM is a game-changer.','Admin','active','2025-07-21 16:06:04','2025-07-21 16:06:04'),(23,'NC vs. CNC Press Brake Machines: How to Choose the Right Bending Solution for Your Fabrication Needs','','https://stengineers.com/admin/api/product-upload/thumb-642581753347540.jpg','<h2>NC vs. CNC Press Brake Machines: How to Choose the Right Bending Solution for Your Fabrication Needs</h2><p><br></p><h5>Introduction:</h5><p><br></p><p style=\"text-align: justify; \">A <b>press brake machine</b> is an essential tool in modern metal fabrication, enabling precise sheet bending for components used across industries. Whether youre an OEM, MSME, or job shop, selecting the right press brake NC or CNC can significantly impact your production accuracy, setup time, and operational efficiency.</p><p style=\"text-align: justify; \">In this guide, we break down the types of press brake machines based on operation and automation, compare <a href=\"https://stengineers.com/subcategory/nc-press-brake-machine\" target=\"_blank\">NC press brake</a> vs. <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\">CNC press brake machines</a>, and help you choose the right solution tailored to your material type, job volume, and bending complexity.</p><p style=\"text-align: justify; \"><br></p><h5>What is a Press Brake Machine?</h5><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \">A press brake machine is a <a href=\"https://stengineers.com/category/metal-forming-machine\" target=\"_blank\">metal forming</a> tool used to bend sheet metal and plate materials into specific angles and shapes. Using a punch and die, the machine applies pressure to a workpiece, forming precise bends along a straight axis. It is essential in manufacturing parts for automotive, aerospace, furniture, appliances, and general fabrication.</p><p><br></p><h5>Types of Press Brake Machines Based on Operation / Mechanism</h5><p><br></p><h6>1. Mechanical Press Brake</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Operates using a flywheel and clutch system.</p><p>•<span style=\"white-space:pre\"> </span>High-speed performance, ideal for high-volume, repetitive bending.</p><p>•<span style=\"white-space:pre\"> </span>Limited stroke adjustability.</p><p><br></p><h6>2. Hydraulic Press Brake</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Uses hydraulic cylinders for controlled force.</p><p>•<span style=\"white-space:pre\"> </span>Offers greater precision, flexibility, and safety.</p><p>•<span style=\"white-space:pre\"> </span>Suitable for heavy-duty applications and thicker sheets.</p><p><br></p><h6>3. Pneumatic Press Brake</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Operates with compressed air pressure.</p><p>•<span style=\"white-space:pre\"> </span>Best for light-duty tasks and thin materials.</p><p>•<span style=\"white-space:pre\"> </span>Faster but less powerful.</p><p><br></p><h6>4. Servo-Electric Press Brake</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Powered by servo motors and ball screws.</p><p>•<span style=\"white-space:pre\"> </span>Highly accurate, eco-friendly, and low maintenance.</p><p>•<span style=\"white-space:pre\"> </span>Ideal for clean environments and light sheet bending.</p><p><br></p><h5>Types of Press Brake Machines Based on Technology & Automation</h5><p><br></p><h6>1. <a href=\"https://stengineers.com/subcategory/nc-press-brake-machine\" target=\"_blank\">NC Press Brake (Numerical Control)</a></h6><p><br></p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Basic control panel with limited programming.</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Suitable for simple bending jobs with consistent parameters.</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Requires manual input and adjustments for each job.</p><p><br></p><h6>2. <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\">CNC Press Brake (Computer Numerical Control)</a></h6><p><br></p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Advanced multi-axis programmable control.</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Capable of complex bends, angle control, and part memory.</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Allows integration with CAD/CAM, robotic arms, and real-time diagnostics.</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Increase precision, speed, and productivity.</p><p><br></p><h5>Why Choose an NC Press Brake Machine?</h5><p><br></p><ul><li>Lower initial investment cost</li><li>Great for basic operations with consistent job profiles</li><li>Ideal for MSMEs or job shops with a limited budget</li><li>Simpler to operate and maintain</li></ul><p><br></p><h5>Why Choose a CNC Press Brake Machine?</h5><p><br></p><ul><li>Needed for high-precision and multi-bend complex parts</li><li>Reduces material waste through programmed consistency</li><li>Supports automation, fast changeovers, and productivity gains</li><li>Best for OEMs, large fabricators, or batch-production units</li></ul><p><br></p><h5>Which One is Suitable for Your Needs?</h5><p><br></p><table class=\"MsoNormalTable\" border=\"1\" cellpadding=\"0\" width=\"467\" style=\"width:350.2pt;\n mso-cellspacing:1.5pt;border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n mso-yfti-tbllook:1184;mso-border-insideh:.5pt solid windowtext;mso-border-insidev:\n .5pt solid windowtext\">\n <thead>\n <tr style=\"mso-yfti-irow:0;mso-yfti-firstrow:yes;height:31.85pt\">\n <td width=\"250\" style=\"width:2.6in;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:.75pt .75pt .75pt .75pt;height:31.85pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Your Requirement<o:p></o:p></span></b></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt;height:31.85pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><b><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">Best Option<o:p></o:p></span></b></p>\n </td>\n </tr>\n </thead>\n <tbody><tr style=\"mso-yfti-irow:1;height:20.05pt\">\n <td width=\"250\" style=\"width:2.6in;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:.75pt .75pt .75pt .75pt;height:20.05pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman"\">Simple parts in\n bulk<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt;height:20.05pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">NC Press Brake<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:2;height:20.75pt\">\n <td width=\"250\" style=\"width:2.6in;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman"\">Frequent job\n changes<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">CNC Press Brake<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:3;height:20.75pt\">\n <td width=\"250\" style=\"width:2.6in;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman"\">Tight tolerances,\n complex bends<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">CNC Press Brake<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:4;height:20.75pt\">\n <td width=\"250\" style=\"width:2.6in;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman"\">Budget-conscious\n operations<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">NC Press Brake<o:p></o:p></span></p>\n </td>\n </tr>\n <tr style=\"mso-yfti-irow:5;mso-yfti-lastrow:yes;height:20.75pt\">\n <td width=\"250\" style=\"width:2.6in;border:solid windowtext 1.0pt;mso-border-alt:\n solid windowtext .5pt;padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:0in;margin-bottom:.0001pt;line-height:\n normal\"><span style=\"mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman"\">Automation-ready\n factory<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt;height:20.75pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0in;margin-bottom:.0001pt;\n text-align:center;line-height:normal\"><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman"\">CNC Press Brake<o:p></o:p></span></p>\n </td>\n </tr>\n</tbody></table><p><br></p><p><br></p><h5>How to Select the Correct Press Brake Machine Based on Your Fabrication Needs</h5><p><br></p><p><b>When choosing a press brake machine, consider the following:</b></p><p><br></p><h6>✅ Type of Material</h6><p>Mild steel, stainless steel, aluminum?</p><p>Thicker materials need hydraulic or CNC presses.</p><p><br></p><h6>✅ Thickness & Length of Workpiece</h6><p>Ensure the press has enough tonnage and bed length.</p><p><br></p><h6>✅ Production Volume</h6><p>High volumes = faster setup & cycle time (CNC recommended)</p><p><br></p><h6>✅ Part Complexity</h6><p>Multi-axis and programmable bends? Go with CNC.</p><p><br></p><h6>✅ Operator Skill & Labor Availability</h6><p>Less skilled labor? CNC machines reduce human error.</p><p><br></p><h6>✅ Budget</h6><p>Lower budget? NC press brakes are ideal for entry-level applications.</p><p><br></p><h5>Conclusion</h5><p><br></p><p style=\"text-align: justify; \">Choosing between NC and CNC press brake machines depends on your production complexity, budget, and long-term growth goals. While NC press brakes are great for straightforward tasks, CNC machines are built for precision, flexibility, and automation-ready workflows.</p><p><br></p><p>📞 Still Confused? <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Talk to Our Experts.</a></p><p>Get tailored recommendations based on your fabrication shop size, material types, and future expansion goals.</p><p><br></p><h5>FAQ</h5><h6><br></h6><h6>❓ Is a press brake hydraulic or pneumatic?</h6><p><br></p><p>A press brake can be hydraulic, pneumatic, mechanical, or servo-electric, depending on its design. However, <a href=\"https://stengineers.com/product/skcnc250t4000\" target=\"_blank\">hydraulic press brakes</a> are the most commonly used in modern fabrication due to their superior force control, safety, and suitability for bending thicker materials. Pneumatic press brakes are typically used for light-duty applications and thinner sheet metals.</p><p><br></p><h6>❓ What type of tooling is used in press brakes?</h6><p><br></p><p>Press brakes use punch and die tooling to form sheet metal. Common types include</p><p><br></p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>V-dies for standard bending</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Gooseneck punches for clearance during complex bends</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Acute angle dies, hemming tools, and radius dies for special applications</p><p>Tooling is selected based on material thickness, bend angle, and part geometry.</p><p><br></p><h6>❓ What are the applications of press brakes?</h6><p><br></p><p>Press brakes are widely used in metal fabrication for bending sheet metal into precise shapes. Common applications include</p><p><br></p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Automotive parts</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Electrical enclosures</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Cabinets and panels</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Furniture components</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>Appliance housings</p><p><span style=\"Google Sans", Arial, sans-serif; \"><font color=\"#6ba54a\">✓</font></span><span style=\"color: rgb(0, 29, 53); Google Sans", Arial, sans-serif; \"> </span>HVAC ducting</p><p>They’re essential in industries like automotive, aerospace, construction, and general manufacturing.</p><div><br></div>','NC vs. CNC Press Brake Machines: How to Choose the Right Bending Solution for Your Fabrication Needs','nc-vs-cnc-press-brake-machine-guide','Confused between NC and CNC press brake machines? Learn the types, key differences, and how to choose the right press brake for your fabrication needs. A complete buying guide for manufacturers.','Admin','active','2025-07-24 14:42:55','2025-07-24 14:53:03'),(24,'5 Things to Consider While Buying a Lathe Machine','','https://stengineers.com/admin/api/product-upload/thumb-948201753528366.jpg','<h2>5 Things to Consider While Buying a Lathe Machine</h2><p><br></p><p style=\"text-align: justify; \">Imagine this, you’ve got a workshop ready to run, a few orders lined up, and you’re now on the hunt for your first or next lathe machine. But one quick search throws dozens of models at you. Spindle bore? Swing over the bed? 1.5 kW vs. 5.5 kW? Suddenly, it’s all a blur.</p><p><br></p><h5>Sound familiar?</h5><p><br></p><p style=\"text-align: justify; \">You’re not alone. Many buyers — whether new workshop owners, educators, or small-batch manufacturers, face the same challenge: “Which lathe machine is right for me?” This blog walks you through the basics, what a lathe machine does, the key operations it performs, the essential technical specs to look for, and how to make the right decision.</p><p style=\"text-align: justify; \"><br></p><p><b>Lets start from the beginning!</b></p><p><b><br></b></p><h5>What is a Lathe Machine?</h5><p><br></p><p style=\"text-align: justify; \">A<a href=\"https://stengineers.com/subcategory/all-geared-lathe-machine\" target=\"_blank\"> lathe machine</a> is a fundamental tool in machining where the workpiece rotates while a cutting tool remains stationary to shape it. Its used for cylindrical machining and is highly adaptable for various tasks. In conventional lathes, the operator manually controls the operation, making them ideal for skilled labour and customized work.</p><p style=\"text-align: justify; \">From shaping shafts and rods to repairing worn-out parts or making one-off custom jobs — it’s the backbone of general machining work.</p><p style=\"text-align: justify; \"><br></p><h5>Operations Performed by a Lathe Machine</h5><p><br></p><p><b>Here’s a closer look at the most common and essential lathe machine operations:</b></p><p><br></p><p><font color=\"#6ba54a\" face=\"Gilroy-medium\">✓ </font><b>Turning: </b>The primary operation where excess material is removed from the outer diameter of the workpiece to achieve the desired size and smooth finish.<br><font color=\"#6ba54a\" face=\"Gilroy-medium\">✓ </font><b>Facing:</b> This operation creates a flat surface at the end of the rotating workpiece, often done to prepare the part for further machining or to ensure squareness.<br><font color=\"#6ba54a\" face=\"Gilroy-medium\">✓ </font><b>Threading:</b> Both internal and external threads can be cut on a lathe, enabling parts like bolts, nuts, and threaded rods to be manufactured.<br><span style=\"color: rgb(107, 165, 74); \">✓ </span><b>Drilling: </b>By mounting a drill bit in the tailstock, precise axial holes can be drilled into the rotating component.<br><span style=\"color: rgb(107, 165, 74); \">✓ </span><b>Boring:</b> Used to enlarge an existing hole or achieve a high degree of concentricity in internal diameters.<br><span style=\"color: rgb(107, 165, 74); \">✓ </span><b>Parting:</b> The workpiece is separated into two sections using a special tool, often used to finish machining operations.<br><span style=\"color: rgb(107, 165, 74); \">✓ </span><b>Knurling:</b> A textured pattern is rolled onto the surface for better grip, often seen in hand tools or custom parts.</p><p><br></p><p>Each of these operations makes a <a href=\"https://stengineers.com/subcategory/all-geared-lathe-machine\" target=\"_blank\">lathe machine</a> for workshops not just a tool but a complete solution for multiple machining needs.</p><p><br></p><h5>How to Choose the Perfect Lathe Machine for Your Needs?</h5><p><br></p><p style=\"text-align: justify; \">Many workshop owners make decisions, and later they don’t fit them. Because they dont match the machine specs with their actual job requirements. They pick by price—and later realize that the machine cant hold the component length, lacks power for tougher metals, or has too small a spindle bore for bar feeding.</p><p style=\"text-align: justify; \">So yes—understanding technical specifications is not just helpful, its essential. Even if youre not a tech person, a quick grip on these specs can save money and frustration.</p><p><br></p><p><b>Here are the 5 key parameters that plays a major role while selecting a perfect lathe machine,</b></p><p><br></p><div><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\">\n <tbody><tr>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:8.0pt;text-align:center;\n line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Specification<o:p></o:p></span></b></p>\n </td>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-left:none;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:8.0pt;text-align:center;\n line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Meaning<o:p></o:p></span></b></p>\n </td>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-left:none;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:8.0pt;text-align:center;\n line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Typical\n Range<o:p></o:p></span></b></p>\n </td>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-left:none;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:8.0pt;text-align:center;\n line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Why It\n Matters<o:p></o:p></span></b></p>\n </td>\n </tr>\n <tr>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-top:none;\n mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Swing Over Bed</span></b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\"><o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Max diameter of the part that\n can rotate above the bed<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">300 – 800 mm<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Dictates the largest round\n component you can machine.<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-top:none;\n mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Distance Between Centres</span></b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\"><o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Max length of job you can mount\n between headstock and tailstock<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">500 – 3000 mm<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Essential for long parts like\n shafts, rods, or tubes.<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-top:none;\n mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Spindle Bore</span></b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\"><o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Hole size through the spindle, for bar material to pass<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">25 – 105 mm<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Larger bores allow longer bar\n feeding for repetitive parts.<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-top:none;\n mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Spindle Speed Range</span></b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\"><o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Speed range of the spindle in\n RPM<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">40 – 2000 RPM<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Let’s you cut different\n materials efficiently, from aluminium to mild steel.<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td valign=\"top\" style=\"border:solid windowtext 1.0pt;border-top:none;\n mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Main Motor Power</span></b><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\"><o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Power of the main motor (in\n kilowatts)<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">1.5 – 7.5 kW<o:p></o:p></span></p>\n </td>\n <td valign=\"top\" style=\"border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;\n border-right:solid windowtext 1.0pt;mso-border-top-alt:solid windowtext .5pt;\n mso-border-left-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0in 5.4pt 0in 5.4pt\">\n <p class=\"MsoNormal\" style=\"margin-bottom:8.0pt;line-height:107%\"><span lang=\"EN-IN\" style=\"font-family:Gilroy-Regular\">Affects how well the machine\n handles heavy cuts or tougher metals.<o:p></o:p></span></p>\n </td>\n </tr>\n</tbody></table></div><div><br></div><div><br></div><div><h6>Pro Tip: Choose specs based on your most frequent job, not your rarest or largest one.</h6><div><br></div><h5>Who Can Help You Choose the Right Lathe Machine in India?</h5><div><br></div><div style=\"text-align: justify; \">With 25+ years of expertise, S&T Engineers has helped customers to get the right machine for the right job. Our range of conventional lathes includes compact, mid-size, and heavy-duty models, perfect for workshops, toolrooms, training centres and service units.</div><div style=\"text-align: justify; \">We don’t just sell machines. We guide you with technical clarity, support you with spares, and stay connected with after-sales care.</div><div><br></div><div><br></div><h6>Not Sure Where to Start? Heres What You Can Do:</h6><div><br></div><div>Simply share your job size and material with us — we’ll help you choose the right <a href=\"https://stengineers.com/subcategory/all-geared-lathe-machine\" target=\"_blank\">lathe machine</a>.</div><div><br></div><div>Visit <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> or <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">connect with our team</a> for quick, expert guidance tailored to your work.</div></div>','5 Things to Consider While Buying a Lathe Machine','things-consider-buying-lathe-machine','Planning to invest in a lathe machine? From bed length to spindle speed, here are the 5 key things to consider while buying a lathe machine for your workshop. Ensure performance, precision, and long-term value. Click to make a smarter buying decision today!','Admin','active','2025-07-26 16:50:27','2025-07-26 16:59:19'),(25,'3 Core Operations of a Laser Welding Machine: Welding, Cutting & Cleaning Explained','','https://stengineers.com/admin/api/product-upload/thumb-531961753936756.jpg','<h3>3 Core Operations of a Laser Welding Machine: Welding, Cutting & Cleaning Explained</h3><p><br></p><h5>Introduction</h5><p><br></p><p style=\"text-align: justify; \">Modern manufacturers demand speed, precision, and multi-functionality. A <i>laser welding machine</i> no longer serves just one purpose, it now supports welding, cutting, and cleaning, all in a single, compact system. This versatility enables OEMs, fabricators, and B2B buyers to optimize operations, reduce equipment clutter, and enhance output quality.</p><p>Our <a href=\"https://stengineers.com/subcategory/laser-welding-machine\" target=\"_blank\">laser welding machine</a> delivers exactly that: one machine, three functions — built for todays rapid, high-standard production floors.</p><p><br></p><h5>❓ What is a Laser Welding Machine?</h5><p><br></p><p style=\"text-align: justify; \">A laser welding machine delivers high-energy laser beams to process metals or thermoplastics with intense, localized heat. It enables precise joining, clean cutting, and efficient surface cleaning, all without physical contact. By combining these operations into a single system, manufacturers achieve greater flexibility, enhanced accuracy, and consistent quality across all applications.</p><p><br></p><h5>One Machine. Three Functions - Built into Our System</h5><p><br></p><p>Our <a href=\"https://stengineers.com/subcategory/laser-welding-machine\" target=\"_blank\">STM laser welder</a> performs three essential operations with unmatched efficiency:</p><p><br></p><h6>1. Laser Welding: Clean, Strong Metal Joints</h6><p><br></p><p>The machine’s core function is laser welding, where a focused laser beam melts the joint area, allowing materials to fuse with minimal distortion.</p><p><b>Ideal for:</b> High-strength, clean welds in steel, aluminum, copper, and alloys.</p><p><b>Benefits:</b></p><p>•<span style=\"white-space:pre\"> </span>Narrow heat-affected zone (HAZ)</p><p>•<span style=\"white-space:pre\"> </span>High-speed, high-strength welds</p><p>•<span style=\"white-space:pre\"> </span>Minimal post-processing</p><p><br></p><h6>2. Laser Cutting: High-Speed Precision</h6><p><br></p><p style=\"text-align: justify; \">With simple settings or attachments, our machine also functions as a laser cutter, enabling accurate and burr-free material cutting.</p><p style=\"text-align: justify; \"><b>Ideal for:</b> Sheet metal fabrication, profile trimming, and detailed component shaping.</p><p><b>Benefits:</b></p><p>•<span style=\"white-space:pre\"> </span>Clean edges with no tool wear</p><p>•<span style=\"white-space:pre\"> </span>Tight tolerances for complex cuts</p><p>•<span style=\"white-space:pre\"> </span>Reduced scrap and rework</p><p><br></p><h6>3. Laser Cleaning: Surface Preparation Without Chemicals</h6><p><br></p><p style=\"text-align: justify; \">Laser cleaning is integrated into the same system, allowing you to remove rust, oil, paint, or oxide layers before or after welding, with zero abrasives or chemicals.</p><p><b>Ideal for:</b> Pre-weld surface cleaning and maintenance.</p><p><b>Benefits:</b></p><p>•<span style=\"white-space:pre\"> </span>No damage to base material</p><p>•<span style=\"white-space:pre\"> </span>Eco-friendly and operator-safe</p><p>•<span style=\"white-space:pre\"> </span>Increases weld quality and consistency</p><p><br></p><h5>Conclusion</h5><p><br></p><p style=\"text-align: justify; \">When one machine performs three essential functions - welding, cutting, and cleaning, it transforms your workflow. Our <a href=\"https://stengineers.com/product/st1000hwm\" target=\"_blank\">STM laser welding machine</a> gives you the power to reduce production time, enhance product quality, and simplify operations, all while reducing costs and floor space.</p><p><br></p><h6>Ready to do more with one machine?</h6><p><br></p><p>Discover the <a href=\"https://stengineers.com/product/st1000hwm\" target=\"_blank\">STM multi-functional laser welding machine</a> engineered for B2B buyers, OEMs, and modern manufacturing demands.</p><p>📞 <a href=\"https://stengineers.com/index.php\" target=\"_blank\">Contact the S&T Engineers</a> technical team or 📩 <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Book a free demo today</a> to experience high-performance laser technology in action.</p><p><br></p><h5>FAQ</h5><h6><br></h6><h6>❓ What materials can a laser welding machine handle?</h6><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \">Most laser welding machines can weld stainless steel, carbon steel, aluminum, copper, brass, and nickel alloys. Some models also support dissimilar metal combinations.</p><p style=\"text-align: justify; \"><br></p><h6>❓ What power output should you choose for your application?</h6><p><br></p><p><font color=\"#6ba54a\"><span style=\"background-color: rgb(255, 255, 255);\">✓</span> </font><b>1kW–1.5kW:</b> Light-duty welding, thin sheet metal</p><p><font color=\"#6ba54a\" style=\"background-color: rgb(255, 255, 255);\">✓ </font><b>2kW–3kW: </b>Medium-duty jobs, most industrial tasks</p><p><font color=\"#6ba54a\" style=\"background-color: rgb(255, 255, 255);\">✓ </font><b>3kW+: </b>Heavy-duty and deep penetration welding</p><p><span style=\"\">Power choice depends on your material type, thickness, and production volume.</span></p><div><br></div>','3 Core Operations of a Laser Welding Machine: Welding, Cutting & Cleaning Explained','core-operations-laser-welding-machine','Why invest in multiple machines when one can do it all? Understand the 3 core operations of a laser welding machine—welding, cutting, & cleaning and how they streamline production. Learn how this all-in-one solution is transforming modern manufacturing processes and how it’s reshaping fabrication efficiency across industries. ','Admin','active','2025-07-31 10:23:24','2025-11-12 17:38:24'),(26,'From Basic to Buying: A Milling Machine Overview','','https://stengineers.com/admin/api/product-upload/thumb-426381754739452.png','<h2>From Basic to Buying: A Milling Machine Overview</h2><p><br></p><p style=\"text-align: justify; \">In a small-town workshop decades ago, a machinist trusted his hands, his hearing, and the hum of a manual milling machine to turn raw steel into precision tools. There were no screens or codes — just craftsmanship and control. Fast forward to today, and you’ll still find conventional milling machines humming in many workshops, performing various milling and drilling operations, proving that some tools never go out of style.</p><p><br></p><h5>What Is a Milling Machine?</h5><p><br></p><p style=\"text-align: justify; \">A <a href=\"https://stengineers.com/subcategory/milling-machine\" target=\"_blank\">milling machine</a> removes material using rotary cutters and has shaped industries since the 19th century. While CNC is widespread today, conventional milling machines remain vital for their control, affordability, and reliability in workshops and tool rooms.</p><p><br></p><h5>Operations Performed by Milling Machine</h5><h6><br></h6><h6>Face Milling – Flat Surface Finishing</h6><p>Creates a smooth, flat surface on the workpiece and is often the first step for accurate machining setup.</p><h6><br></h6><h6>Slotting – Creating Channels and Keyways</h6><p>Cuts narrow grooves or keyways to ensure proper fits for shafts and mechanical components.</p><h6><br></h6><h6>Drilling – Making Holes with Accuracy</h6><p>Performs vertical hole-making with greater control, ideal for multi-hole or angled layouts.</p><h6><br></h6><h6>Boring – Enlarging Pre-Drilled Holes</h6><p>Refines and enlarges existing holes with tight tolerances, perfect for bushings and precise fits.</p><h6><br></h6><h6>Thread Milling – Cutting Internal or External Threads</h6><p>Forms internal or external threads with high accuracy and cleaner finishes than traditional tapping.</p><h6><br></h6><h6>Contouring – Shaping Curves and Profiles</h6><p>Shapes curved or angled surfaces effectively, making it ideal for moulds and complex components.</p><p><br></p><h5>How to Choose the Right Conventional Milling Machine?</h5><p><br></p><h6>Table Size & Travel: </h6><p><br></p><ul><li>Select a table size at least 20% larger than your typical workpieces.</li><li>Ensure sufficient X, Y, and Z travel to accommodate setup flexibility, tool clearance, and fixture heights.</li></ul><p><br></p><h6>Spindle Speed & Power: </h6><p><br></p><ul><li>Choose a milling machine with a wide spindle speed range to handle various materials and operations. </li><li>Higher motor power ensures smoother, more consistent performance, especially when working with tougher materials like stainless steel or alloys.</li></ul><p><br></p><h6>Rigidity & Build</h6><p><br></p><ul><li>Opt for heavy-duty cast iron construction to maintain accuracy and minimize vibration during heavy cuts.</li><li>Ensure a well-designed column and base structure that provides stability even at maximum loads.</li></ul><p><br></p><h6>Control Features & Ease of Use</h6><p><br></p><ul><li>Digital Read-Out (DRO) systems enhance accuracy and reduce manual measurement errors.</li><li>Choose smooth-operating handwheels and clearly marked ergonomic controls for comfortable, efficient machining.</li></ul><p><br></p><h6>Service and Spare Part Availability</h6><p><br></p><ul><li>Confirm pan-India availability of technical support and spare parts to minimize downtime.</li></ul><p><br></p><h5>Why Choose S&T Engineers Milling Machines?</h5><p><br></p><p style=\"text-align: justify; \">At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we offer <a href=\"https://stengineers.com/product/-b-420\" target=\"_blank\">Vertical Turret Milling Machines</a> built with robust castings, precision spindles, and operator-friendly features. Equipped with digital readouts (DRO) and designed for low maintenance, our machines are ideal for workshops seeking reliable, long-term performance.</p><p><br></p><p>Explore our complete range of <a href=\"https://stengineers.com/subcategory/milling-machine\" target=\"_blank\">conventional milling machines</a> — the perfect choice for industries.</p><ul><li>Visit Our Milling Machine Page</li><li><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Reach out to our team</a> to know more.</li></ul>','From Basic to Buying: A Milling Machine Overview','basic-to-buying-milling-machine','From basics to buying tips, this milling machine overview guides you through types, features, and applications. Learn how to choose the right milling machine for precision manufacturing and boost your shop’s productivity.','Admin','active','2025-08-09 17:16:50','2025-08-09 17:18:43'),(27,'How an MSME Cut Bending Time by 40% Using a CNC Panel Bender','','https://stengineers.com/admin/api/product-upload/thumb-530791755155397.png','<h2>How an MSME Cut Bending Time by 40% Using a CNC Panel Bender</h2><p><br></p><p style=\"text-align: justify; \">For most <b>MSMEs</b> (Micro, Small, and Medium Enterprises) in the sheet metal fabrication industry, staying competitive means producing quality parts faster and with fewer errors. In a market driven by tight delivery schedules and razor-thin margins, outdated bending methods can become a major bottleneck. This case study examines how one MSME transformed its sheet metal fabrication process by implementing an <a href=\"https://stengineers.com/subcategory/panel-bending-machine\" target=\"_blank\">automatic CNC panel bending machine</a>, resulting in a 40% reduction in bending time and an overall efficiency improvement.</p><p><br></p><h5>The Challenge: Manual Bending Slowing Down Production</h5><p><br></p><p style=\"text-align: justify; \">Based in Coimbatore, this mid-sized sheet metal fabrication company primarily served OEMs in the electrical enclosure and HVAC sectors. While their craftsmanship was strong, their production line relied heavily on manual press brakes.</p><p style=\"text-align: justify;\"><br></p><h6>Problems they faced included:</h6><p>•<span style=\"white-space:pre\"> </span>High setup time for tool changes</p><p>•<span style=\"white-space:pre\"> </span>Skilled labor dependency for complex bends</p><p>•<span style=\"white-space:pre\"> </span>Inconsistent edge accuracy on repeat jobs</p><p>•<span style=\"white-space:pre\"> </span>Missed delivery timelines during peak orders</p><p><br></p><p style=\"text-align: justify;\">Management realized that to scale operations and meet customer demands, they needed to reduce setup delays and improve process repeatability.</p><p><br></p><h5>Traditional vs Automatic Panel Bending Machine – Key Differences</h5><p><br></p><p style=\"text-align: justify; \">Upgrading from traditional bending to an <a href=\"https://stengineers.com/subcategory/panel-bending-machine\" target=\"_blank\">Automatic CNC Panel Bender</a> can dramatically improve speed, accuracy, and ROI. Here’s a quick comparison:</p><p><br></p><table class=\"table table-bordered\"><tbody><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Aspect</span></b></p></td><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Traditional</span></b></p></td><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Automatic</span></b></p></td></tr><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Setup Time</span></b></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Frequent manual tool changes; slow</span></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Minimal tool changeovers; fast</span></p></td></tr><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Skill Need</span></b></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">High operator dependency</span></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Consistent accuracy, low dependency</span></p></td></tr><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Speed</span></b></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Slower, especially for complex bends</span></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Up to 40% faster with optimized sequencing</span></p></td></tr><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Accuracy</span></b></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Higher risk of errors</span></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">High repeatability and precision</span></p></td></tr><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Labor Cost</span></b></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">More manpower needed</span></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Fewer operators handle more production</span></p></td></tr><tr><td><p><b><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">ROI</span></b></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Slower, depends on efficiency</span></p></td><td><p><span style=\"line-height:107%;\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Faster (often within a year); scalable</span></p></td></tr></tbody></table><p><br></p><h5>The Solution: Installing an Automatic CNC Panel Bending Machine</h5><p><br></p><p style=\"text-align: justify; \">After evaluating various solutions, the company decided to invest in a CNC panel bending machine with automatic tool adjustment and servo-driven bending arms. The system offered several key features:</p><p><br></p><p>•<span style=\"white-space:pre\"> </span>Automatic bend sequencing based on part geometry</p><p>•<span style=\"white-space:pre\"> </span>Zero tool changeovers between jobs</p><p>•<span style=\"white-space:pre\"> </span>Integrated software for programming and simulation</p><p>•<span style=\"white-space:pre\"> </span>High repeatability regardless of operator skill</p><p><br></p><p style=\"text-align: justify; \">Installation was completed in under three weeks, and basic operator training took just two days due to the machine’s intuitive interface.</p><p><br></p><h5>The Results: 40% Faster Bending Time and Streamlined Production</h5><p><br></p><p>The change was immediate and measurable.</p><p><br></p><p>✅Setup time dropped by 70% – no more time-consuming tool setups for each part.</p><p>✅ Reduce bending time by 40% per part – made possible by optimized bend sequencing and automation.</p><p>✅ Operator errors fell to near zero, significantly reducing scrap and rework.</p><p>✅ Production volume increased by 25% within the first two months.</p><p>✅ Faster turnaround time helped win two new OEM contracts.</p><p><br></p><h5>ROI Within a Year</h5><p><br></p><p style=\"text-align: justify; \">The company achieved a full return on its panel bending machine investment in just 11 months. By streamlining operations, reducing labor costs, increasing production capacity, and minimizing rejected parts, they not only covered the purchase cost quickly but also set the stage for sustained profitability.</p><p><br></p><h5>What This Means for MSMEs</h5><p><br></p><p style=\"text-align: justify; \">This case proves that automation empowers MSMEs to compete directly with large factories. By adopting scalable, user-friendly solutions like CNC automatic panel benders, MSMEs deliver better quality, achieve faster turnaround times, and lower operational costs while strengthening their position in the market.</p><p><br></p><h5>Conclusion</h5><p><br></p><p style=\"text-align: justify; \">For small to mid-sized manufacturers, automating panel bending isn’t just a technology upgrade, it’s a direct path to faster production, higher precision, and lower operating costs. By embracing CNC panel bending automation, MSMEs in sheet metal fabrication can meet customer demands more efficiently and secure a stronger competitive edge.</p><p><br></p><h6>Ready to Transform Your Bending Operations?</h6><p><br></p><p style=\"text-align: justify; \">If you’re still relying on traditional bending machines and facing setup delays, operator dependency, or missed delivery timelines, now is the perfect time to explore the benefits of an automatic CNC panel bender.</p><p style=\"text-align: justify; \"><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact S&T Engineers</a> today to schedule a live demo or discuss a customized solution for upgrading to an automatic CNC panel bending machine.</p>','How an MSME Cut Bending Time by 40% | CNC Panel Bender Case Study','msme-cut-bending-time-40-cnc-panel-bender','See how an MSME reduced bending time by 40% with a CNC Panel Bender. This case study reveals the challenges, solutions, and productivity gains achieved, showcasing how advanced sheet metal bending technology transforms manufacturing efficiency.','Admin','active','2025-08-14 12:40:04','2025-08-14 12:40:04'),(30,'Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','','https://stengineers.com/admin/api/product-upload/thumb-975361755849474.jpg','<h3>Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM</h3><p><br></p><p style=\"text-align: justify; \">As you all know, Electrical Discharge Machining (EDM) plays a crucial role in many application industries, especially the die and mould industry, where machining complex cavities and hardened materials is essential. Let’s see about <a href=\"https://stengineers.com/subcategory/die-sinking-edm\" target=\"_blank\">Die sinking EDM</a> among <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">types of EDM</a> and is explains why many EDM users choose ZNC Die Sinking EDM machines over CNC models.</p><p><br></p><h5>Understanding Die Sinking EDM:</h5><p><br></p><p style=\"text-align: justify; \">Die sinking EDM, also known as <b>Ram EDM</b> or <b>Cavity EDM</b>, is a non-traditional machining process. The electrical sparks remove material from a conductive workpiece by generating an electrical discharge between an electrode (tool) and the workpiece, which is submerged in dielectric fluid.</p><p style=\"text-align: justify;\">It is primarily used in the tool and die-making industry, especially for dies, moulds, complex cavities and precision components. Many manufacturers also refer this as a spark erosion machine because of the spark-based material removal method, which ensures accuracy even on hardened materials and intricate shapes.</p><p><br></p><h5>Types of Die Sinking EDM:</h5><p><br></p><h6>CNC Die Sinking EDM</h6><p><br></p><p> • All three axes (X, Y, Z) are fully controlled by a CNC (Computerized Numerical Control) system</p><p> • Suitable for high precision production, automation, and complex cavities</p><p><a href=\"https://stengineers.com/product/sn400c\" target=\"_blank\">Explore Our Product</a><span style=\"white-space:pre\"> </span></p><p><br></p><h6>ZNC Die Sinking EDM</h6><p><br></p><p> • X and Y axes are manually operated, while the Z axis is numerically controlled. That’s why this is known as ZNC Die Sinking EDM</p><p> • Suitable for simple jobs, low-volume work and mould repairs</p><p><a href=\"https://stengineers.com/product/s-35\" target=\"_blank\">Explore Our Product</a></p><p><br></p><h5>Key Reasons to Choose ZNC Die Sinking EDM over CNC Die Sinking EDM</h5><p><br></p><h6>Lower Investment Cost:</h6><p><br></p><p style=\"text-align: justify; \">The ZNC Die Sinking EDM machines are more affordable than CNC Die Sinking EDM machines. This provides precise machining capability at a fraction of the cost, particularly for job shops, tool rooms, and small-scale industrial manufacturers. ZNC offers a more cost-effective solution when compared to spark erosion machine price in fully automated models.</p><p><br></p><h6>Quicker Setup for Low-volume Jobs:</h6><p><br></p><p style=\"text-align: justify; \">ZNC Machines allow faster setup for low-volume production or single-cavity workpieces. It eliminates the need for time-consuming programming. The operators can start machining with minimal preparation, such as after manually positioning the electrodes.</p><p><br></p><h6>Manual Control with Precision:</h6><p><br></p><p style=\"text-align: justify; \">In ZNC Sinker EDM, operators manually control X and Y movements, while the Z-axis is controlled numerically. This setup works well for core pin machining, mold insert detailing, and tool correction and rework.</p><p><br></p><h6>Simplified Operation & Short Learning Curve:</h6><p><br></p><p style=\"text-align: justify; \">Unlike CNC Die Sinker EDM, ZNC Die Sinking EDM requires no G-code or CAM Programming. The operators control machining through an intuitive panel, which reduces training time. </p><p><br></p><h6>Ideal for Die Maintenance & Repair:</h6><p><br></p><p style=\"text-align: justify; \">ZNC Die Sinker machine is superior in tool profile correction and mold repairing. They support fine micro adjustment, localized re-machining, and tooling profile corrections without reprogramming.</p><p><br></p><h6>Compact Design for Space-Constrained Workshops:</h6><p><br></p><p style=\"text-align: justify; \">The ZNC Die Sinker machine is compact compared to CNC models. This ZNC Machine is Ideal for workshops with limited floor space. Manufacturers can install and operate this machine without additional electrical infrastructure. </p><p><br></p><h6>Excellent Surface Finish for Simpler Jobs:</h6><p><br></p><p style=\"text-align: justify;\">ZNC Die Sinker can achieve surface finishes as fine as 0.3 µm Ra (and even finer with optimized dielectric and electrodes). This capability meets the standards required for most tools and mold applications, ensuring consistent results without the need for additional finishing processes.</p><p style=\"text-align: justify;\"><br></p><p><br></p><table class=\"table table-bordered\"><tbody><tr><td><b><span lang=\"EN-IN\" style=\"mso-bidi-line-height:107%;\nmso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Factors</span></b></td><td><b><span lang=\"EN-IN\" style=\"mso-bidi-line-height:107%;\nmso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">ZNC\nDie Sinking EDM</span></b></td><td><b><span lang=\"EN-IN\" style=\"mso-bidi-line-height:107%;\nmso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">CNC\nDie Sinking EDM</span></b></td></tr><tr><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Investment\nCost</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Lower\npurchase price; ideal for budget-conscious workshops</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Higher\npurchase price; suited for advanced automation needs</span></td></tr><tr><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Setup\nTime</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Quick\nsetup; minimal preparation, no complex programming</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Longer\nsetup; requires CNC programming and preparation</span></td></tr><tr><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Ease\nof Operation</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Simple\nto operate; short learning curve for skilled machinists</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Requires\ntrained CNC operators and programming expertise</span></td></tr><tr><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Surface\nFinish</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Excellent\nfor standard mold & tool finishes (≈0.3 µm Ra)</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Capable\nof ultra-fine finishes for high-end applications</span></td></tr><tr><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Ideal\nApplications</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Mold\nand die repair and polishing, short runs, custom or low-volume jobs</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">High-precision,\ncomplex shapes, high-volume production</span></td></tr><tr><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Workshop\nSpace</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Compact\nfootprint; fits smaller workshops</span></td><td><span lang=\"EN-IN\" style=\"line-height:\n107%;mso-fareast-mso-fareast-theme-font:\nminor-latin;mso-bidi-Times New Roman";mso-bidi-theme-font:minor-bidi;\nmso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:AR-SA\">Larger\nfootprint; needs more space & power setup</span></td></tr></tbody></table><p><br></p><p><br></p><h5>When to Choose ZNC Die Sinking EDM</h5><p><br></p><h6>Choose ZNC Die Sinking EDM machine if you:</h6><p><br></p><p>✔️ Work on single cavity molds or short production runs</p><p>✔️ Perform frequent mold or die repairs</p><p>✔️ Operate in a cost-sensitive environment</p><p>✔️ Have skilled operators and want manual flexibility</p><p>✔️ Want faster turnaround without programming</p><p><br></p><h5>Final Thoughts</h5><p><br></p><p style=\"text-align: justify;\">The ZNC Die Sinking EDM isn’t an outdated one, it’s a strategic option for many manufacturers. It offers remarkable value, flexibility, and control especially for lower-volume precision jobs where CNC automation isn’t necessary.</p><p style=\"text-align: justify;\">Manufacturers who align machine capability with production needs often find that ZNC EDM delivers faster ROI, easier operation, and consistent results.</p><p><br></p><h6>Are You in Need of ZNC Die Sinking EDM Machine?</h6><p><br></p><p>Tap to explore how our <a href=\"https://stengineers.com/product/s-35\" target=\"_blank\">ZNC Die Sinking EDM Machine</a> can transform your toolroom or die and mold shop operations.</p><p><a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact us today</a> or book a free demo!</p><p><br></p><h5>FAQs on ZNC Die Sinking EDM</h5><p><br></p><h6>1. What is the main advantage of using ZNC Die Sinking EDM in toolrooms?</h6><p><br></p><p style=\"text-align: justify; \">ZNC Die Sinking EDM offers cost-effective precision and manual flexibility, making it ideal for toolrooms that handle frequent mold repairs and adjustments.</p><p><br></p><h6>2. How does ZNC Die Sinking EDM differ from CNC EDM in terms of setup and control?</h6><p><br></p><p style=\"text-align: justify; \">Unlike CNC models, ZNC EDM machines require manual control on X and Y axes while automating the Z axis. This enables faster setup for simple jobs and mold rework.</p><p><br></p><h6>3. Is ZNC EDM suitable for mold repair and low-volume production jobs?</h6><p><br></p><p style=\"text-align: justify; \"><b>Yes, </b>ZNC sinker EDM is perfect for localized re-machining, single-cavity molds, and low-volume runs, avoiding complex programming.</p><p style=\"text-align: justify;\"><br></p><h6>4. Why is ZNC Die Sinking EDM considered more cost-effective than CNC models?</h6><p><br></p><p style=\"text-align: justify; \">ZNC EDM has lower purchase cost and simpler training, offering budget-friendly precision machining compared to fully automated CNC EDM machines.</p><p><br></p>','Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','znc-edm-over-cnc-die-sinking-edm','Discover why manufacturers choose ZNC Die Sinking EDM over CNC Die Sinking EDM for precision, cost-efficiency, and ease of operation. Learn how ZNC technology addresses common challenges and boosts productivity in die and mould manufacturing.','Admin','active','2025-08-22 13:28:22','2025-08-22 14:50:02'),(31,'Your Complete EDM Solutions for High-Precision Manufacturing','','https://stengineers.com/admin/api/product-upload/thumb-431071756193190.jpg','<h2>Your Complete EDM Solutions for High-Precision Manufacturing</h2><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">Electrical Discharge Machining (EDM) is essential in industries like die & mould, aerospace, automotive, and medical manufacturing. From cutting hardened steel to machining complex cavities and drilling micro-holes, EDM achieves precision that traditional machining cannot.</p><p style=\" text-align: justify;\">At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we offer <i>complete EDM solutions</i> under our trusted brands <span style=\"font-weight: bolder;\">SKITEK</span> and <span style=\"font-weight: bolder;\">EXCETEK</span>. Our machines are engineered for superior surface finish, long-term reliability, and higher productivity, giving your workshop the edge.</p><p style=\"\"><br></p></h2><h5>Our EDM Solutions include:</h5><h2><p style=\"\"><br></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>CNC Wire Cut EDM - <i>Precision for Complex Profiles</i></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Fast Speed Moly Wire EDM - <i>Productivity for High-Volume Jobs</i></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Medium Speed Moly Wire EDM - <i>Balance of Speed and Accuracy</i></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>CNC Die Sinking EDM (Single Head) - <i>Perfect for Mould Cavities</i></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Twin Head CNC Die Sinking EDM - <i>Double the Efficiency</i></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>ZNC Die Sinking EDM - <i>Cost-Effective Precision</i></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Small Hole EDM Drill - <i>Essential for Starter and Micro Holes</i></p><p style=\"\"><br></p><p style=\"\">👉 Read on to explore how each <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">EDM machine</a> can benefit your workshop and industry applications.</p><p style=\"\"><br></p></h2><h6>CNC Wire Cut EDM:</h6><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">For fine details, sharp corners, and complex profiles, CNC Wire Cut EDM is the most trusted solution.</p><p style=\" text-align: justify;\">Our EXCETEK CNC Wire Cut EDM delivers accuracy, stable cutting, and consistent results, making it a reliable investment for your toolroom.</p><p style=\" text-align: justify;\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/product/edm-ex40-\" target=\"_blank\">EXCETEK Wire Cut EDM </a>machines today.</p><p style=\"\"><br></p></h2><h6>Fast Speed Moly Wire EDM:</h6><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">Cutting speed has a direct impact on profitability in large-scale manufacturing. That’s why our SKITEK Fast Speed Moly Wire EDM is manufactured to maximize output and complete jobs more quickly while maintaining stability</p><p style=\" text-align: justify;\">Manufactured for high-speed cutting cycles, enabling toolrooms and job shops to produce more parts in less time. This makes it an ideal solution for industries facing tight deadlines.</p><p style=\"\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/product/sf-25-120\" target=\"_blank\">Fast Speed Moly Wire EDM machines</a> today.</p><p style=\"\"><br></p></h2><h6>Medium Speed Moly Wire EDM:</h6><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">When both speed and accuracy are equally critical, the SKITEK Medium Speed Moly Wire EDM delivers faster cutting cycles without sacrificing surface finish.</p><p style=\" text-align: justify;\">This gives toolmakers the flexibility to handle both bulk production and high-precision jobs, ensuring workshops don’t have to choose between efficiency and quality.</p><p style=\" text-align: justify;\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/subcategory/medium-speed-cnc-wire-edm\" target=\"_blank\">Medium Speed Moly Wire EDM</a> machines today.</p><p style=\"\"><br></p></h2><h6>CNC Die Sinking EDM:</h6><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">When it comes to deep cavities, fine textures, and intricate features. CNC Die Sinking EDM is the proven choice. With our trusted brands SKITEK and EXCETEK, toolrooms get unmatched precision and repeatability.</p><p style=\" text-align: justify;\">Our single-head CNC die-sinking EDM machines offer superior spark control and a surface finish of ≤0.07 µm Ra, ensuring mirror-like results, extended tool life, and reliability for even the most demanding applications.</p><p style=\"\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/subcategory/die-sinking-edm\" target=\"_blank\">CNC Die Sinking EDM machines</a> today.</p><p style=\"\"><br></p></h2><h6>Twin Head CNC Die Sinking EDM:</h6><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">Large mould shops face long cycle times that delay deliveries. The Twin Head CNC Die Sinking EDM solves this by running two machining operations simultaneously - cutting production time in half.</p><p style=\" text-align: justify;\">You get faster output, consistent precision, and on-time delivery even for large-volume mould orders.</p><p style=\"\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/product/sn3000c-2h\" target=\"_blank\">Twin Head CNC Die Sinking EDM</a> machines today.</p><p style=\"\"><br></p></h2><h6>ZNC Die Sinking EDM:</h6><h2><p style=\"\"><br></p><p style=\" text-align: justify;\">For manufacturers seeking a cost-effective EDM solution, the SKITEK ZNC Die Sinking EDM combines manual control with digital precision. It merges manual control with digital precision, making it suitable for toolrooms where flexibility and cost efficiency are essential.</p><p style=\" text-align: justify;\">SKITEK ZNC Die Sinker offers reliable performance, reduced setup complexity, and excellent surface quality, giving manufacturers precision at an economical price point.</p><p style=\"\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/product/s-35\" target=\"_blank\">ZNC Die Sinking EDM</a> machines today.</p><p style=\"\"><br></p></h2><h6>Small Hole EDM Drill:</h6><h2><p style=\"\"><br></p><p style=\"\">Every wire EDM job starts with a starter hole, and advanced industries require micro-holes in hardened materials. That’s where the Small Hole EDM Drill is indispensable. It’s widely used in aerospace, medical, and automotive sectors for cooling holes, fuel nozzles, and fine features.</p><p style=\"\">Our SKITEK Small Hole EDM Drill is engineered for speed and accuracy, ensuring quick hole drilling that perfectly complements CNC Wire Cut EDM operations.</p><p style=\"\"><br></p><p style=\"\">👉 Explore <a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\">Small Hole EDM Drill</a> machines today.</p><p style=\"\"><br></p></h2><h5>Why Choose S&T Engineers?</h5><h2><p style=\"\"><br></p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Complete EDM range under one brand </p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Machines built for precision, speed, and long-term reliability </p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Solutions for tool & die, aerospace, automotive, and medical industries </p><p style=\"\">•<span style=\"white-space: pre;\"> </span>Strong after-sales support and expert service</p><p style=\"\"><br></p><p style=\" text-align: justify;\">At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we deliver more than machines and deliver <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">EDM solutions</a> that improve productivity, lower costs, and ensure precision in every cut. Whether you need wire cutting, die sinking, or micro-hole drilling, our <span style=\"font-weight: bolder;\">SKITEK </span>and<span style=\"font-weight: bolder;\"> EXCETEK</span> machines are built to power your workshop forward.</p><p style=\"\"><br></p><p style=\"\">👉 <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact us today</a> and take your manufacturing to the next level.</p></h2>','Your Complete EDM Solutions for High-Precision Manufacturing','complete-edm-solutions-high-precision-manufacturing','Want to take your high-precision manufacturing to the next level? Discover our complete EDM solutions, including Wire EDM, EDM Drills, and ZNC/CNC Die Sinking EDM built to deliver accuracy, speed, and unmatched productivity.','Admin','active','2025-08-26 13:11:45','2025-08-26 13:18:32'),(32,'Open vs. Enclosed: Which CNC Laser Cutting Machine is Right for You?','','https://stengineers.com/admin/api/product-upload/thumb-589631756443202.jpg','<h2>Open vs. Enclosed: Which CNC Laser Cutting Machine is Right for You?</h2><p><br></p><p style=\"text-align: justify; \">Choosing a <b>CNC laser cutting machine</b> is a significant decision, whether you operate a small fabrication shop or a large manufacturing facility. As a leading manufacturer of both open and enclosed laser cutting machines, we understand the distinct advantages of each. The right choice depends on your specific needs, focusing on factors such as safety, productivity, and the type of work you handle.</p><p style=\"text-align: justify; \"><br></p><p>Well break down the key differences to help you make an informed decision.</p><p><br></p><h5>The Open-Type Laser Cutter: The King of Flexibility</h5><p><br></p><p style=\"text-align: justify; \">An <a href=\"https://stengineers.com/product/st3015g\" target=\"_blank\">open-type sheet metal laser cutting machine</a> offers maximum versatility. With no enclosure, you have complete access to the work area, making it easier to load and unload large, oversized, or irregularly shaped materials. The main benefits of this type are flexible handling of materials and ease of use for custom or unique jobs.</p><p><br></p><h6>Choose an open-type laser cutting machine if you need to:</h6><p><br></p><p style=\"text-align: justify; \"><b>Handle Custom Jobs:</b> Easily load and unload one-off projects or unique materials, making open-type laser cutting ideal for custom manufacturing needs.</p><p><br></p><p style=\"text-align: justify; \"><b>Process Large-Scale Work:</b> Cut oversized metal sheets or structural components that exceed the dimensions of an enclosed machine bed, without constraints.</p><p><br></p><p style=\"text-align: justify; \"><b>Stay on Budget:</b> Open systems generally have a lower initial price point, offering an accessible entry into laser cutting for cost-conscious operations.</p><p><br></p><p style=\"text-align: justify; \">While an open design offers freedom, it comes with a greater responsibility for safety. Operators must use a dedicated safety zone and wear appropriate protective eyewear to prevent exposure to the powerful laser beam and its reflections.</p><p><br></p><h5>The Enclosed-Type Laser Cutter: The Champion of Safety and Speed</h5><p><br></p><p style=\"text-align: justify; \">If safety and high-volume production matter most, the <a href=\"https://stengineers.com/product/sthm-series\" target=\"_blank\">enclosed-type fiber laser cutting machine</a> stands out as the optimal choice. The full housing completely contains the laser beam, sparks, and harmful fumes, protecting operators and maintaining a clean work environment. This is a crucial feature for businesses that must meet strict safety and environmental regulations.</p><p style=\"text-align: justify; \"><br></p><h6>Choose an CNC enclosed-type laser cutting machine if you need to:</h6><p><br></p><p style=\"text-align: justify; \"><b>Maximize Productivity: </b>Enclosed-type CNC laser cutting machines with double pallets are designed to deliver continuous operation. You can cut and load simultaneously, which means while one sheet is being cut, you can unload the finished part and load the next sheet. This process virtually eliminates downtime and ensures maximum productivity for your manufacturing operations.</p><p><br></p><p style=\"text-align: justify; \"><b>Prioritize Safety: </b>The full enclosure, safety interlocks, and integrated fume extraction systems make enclosed-type laser cutting machines one of the safest options available for your workshop.</p><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \"><b>Cut Hazardous Materials Safely: </b>If your materials produce toxic fumes or dust, a sealed environment with a powerful filtration system is essential. This ensures safe operation while maintaining a clean and healthy workspace.</p><p><br></p><p style=\"text-align: justify; \">The enclosed design also provides a controlled environment, protecting the cutting process from external dust and contaminants. This ensures more consistent and higher-quality cuts. The sound-dampening enclosure also contributes to a quieter workspace.</p><p><br></p><h5>Open vs. Enclosed Laser Cutting Machines: How to Decide? Making the Right Choice for Your Business</h5><p><br></p><p>The decision between an open and enclosed machine often comes down to this core question: <b>Are you prioritizing flexibility or productivity?</b></p><p><br></p><p><img 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uI+xqQqLO5Jce34P2ZTHwaEiy7rSuK6hJePzZ7e+yTknLODi07solkP29E3R1Z5iYKTID57qJ1cMWLm4iWvO66FYjsiXApYtTNPTmWZ4ogzVJ/8Qj5P5yImdnH/yAg4OFWlu8rDWctuDvRweL+PWx4hUn2SbuNXpzI0dfOzsRfQNFcmmXXzPIZv2eGnnGM9vH+G3P7UGz3UYHi9x33ODHDxS5LOXLiOVcDgyXqanM8VUIa7Y3/5QL20Zn2vP76FQCimWI7raEvzw2QFe2jVer6wDtDcnuPLDi+loTtA/UmRtT4ZXdo/z6KtDTOYDLjh5IVectZhyJeKNfRP84Ml+CuWQyMKmFc1cf9FSDo+VCEJLW8bnga2DbNs7yRVnLWbNkgx/+c3deA40N3nc+HPLGRov8e1HD3Ll2Ys5bmUzfUNF1i3N8uz2YTzXoSnpYrF89NROtu+bZHdfjmvO66anM83ASJHlXWl2HJjk3ucOk027/NJly+lsTdB/pFg/n6VKyKL2FIdHS6R8h2880kf/cBEDuK7D5Wcs4uzj23m7P093Z4pHXjrM09tGwMDmlS18/qpV7O7LsXZJhpd2jvKjl49QCiLO3byA805cwOBoifasD8B3Hz/IvoE8q7ozXPuRHiIbB5olnWm2vDDIwEiRU9e3kfAd1i7NctGpC3lp1xitGZ/PXLKU3sECLRmP/YMF7n6mn7/59m4GR0tM5AJe3TPOFWcuor3Zx3MdKpWwQZ9/EZEPHs2CJXKMcJ24Qu268RPmvYdybN0xxslrW/E9h3VLm/mD69czlgv4xkO93LrlAMVyxG9ds5rFC5L1J+wDI0W6F6T5xQuX4rnx0/Ozj+vg1PVtDI2V+czFy/jISZ3862MHuf3hXh5+eYjLzlzEJ8/rAWDtkgytGT/uagN0NPusXZIh4c94mh/FFfrB0RJfvXc/33nsIMevauGqc7pJ+g6/fuUqlnU1ccuWA9z+cC8v7hzjpDWtrF+awXMNC9sSbF7VzCu7x7jl/v1seX6Aj5y0gBNWNdOc9vjjGzaSSrjc8VAvt9y3n119OVYsSscD0WtlsJYLTu7kt65dzdYd8X5ue7CXld0ZvvjZDTSnvdmDkA2EEVxwUid//NkN7Oqd4tYt+/naffvpaE5w1nEddLYlSPgOx69sobnJ5Y6He+kbKvBXNx/PhuVZ7niol6/dt58Xd45xxVmLWLskw5qeDL//6XW4ruGWLfu59f799A4V+JMbN7JpRZYwstRC5hc+uZoTVrVw5xOHuOOhXh595Qg3XLqMi0/rIgwtC1qTrFua4fk3R/jmI30UynElePOqFv7oM+sZnarw1Xv3c+uWA5QqEb9//Tq62hN0tSdZ1Z2pdmMyeK7D+mVZOtuSrO7OcM35PTz/5ij/8sABtu+bwHcd7n1mgKGxMkfGy3zrkT7eeHuS/3bdOq46t4e7nj7ErVv2c+9zg3zuipXccOlSUgmXjcubWdia4F8e7OX7Tx5i04pmPn72Yr5XPZ6ezjQ3Xb6cchARYdm4PMsNly7j+e2j3LJlPzt7J1nUnqISRvElMXDfc4Pc9uABnn9zlE9dsJRFHUlOWdvKb16zmj19Oe54uJcv3/M2TSmPmy5bwfplzfyPX9nEgtYEtz3Yyy1bDvD6vkl+91NryKY97n/hMIVSyAtvjvCNh3sZm6pw81Wr8F3DV+7dz6OvHGFBa4JSOeKtQ3lyxbhl5cJTFrJ2aZbt+ycplML6PSYiIu+kACJyrKnWV621TBYCmps8wshy5dmLGR4v870nDxFElshavvVIH2FkOW9zZ9zlxzWMTlZ4aOthTt3QxgmrW2hvTnDmcR08tW2YQjnkwlMXcvfTA+w6MEUq4bJ1xxhPvTbMJ8/rZlFHkjCa3X3JGINjZk9k6zhxf/vvPHaQSmAZHC3RP1zktA1tfGhDO5vXtHDn4wcZGivhe4YfvTLE8ztGcF1TDQWGfYN5nvjxME0JjwODBQZHSmxa0cxHT1lIMmH49mN9TOQrpJIu33viEC/sGKt3obKRJZPyuOT0LoZGSzywdZBUwmV0qsw3Hu5j3ZIsZ25qn1WBtNaSTblce/4SRibKfPORPiwwNlXhL27fRa4Q4Dpx+RKew4/3THBgsMB5J3ayZGGaL9+9j32DeRK+4buPHeTBrYdxjOGcEzroXpDi9gd7KZYiXMdw91MDJHynHshKZcsJK1s4bX0b9z03wP7BPE1Jlye3HeFHLw9x0amdJHwHLAyMlHh1zziuY+pd4C46dSFJ3+Hv73yLUjmkHIT84w/28uv/+1UOj5Xibd+lw1B1uAcGQzbtkfAdbn+olzufOETCd3Cc+FqmEi4nrW1h85oWvnrfPl7ZPU4q4fLEa0f4lwcOcMbGDpYuTBNGlmfeGGForMTwRJnJXIXdfTle3T1Orhiw5+AUp6xto705QRRZHOKues2ZuGvaNx/q4zuPHSTlu2Bh294J3tg3QWvG5/W3JwDLphXNXPfRpUzlA5547Qi+YwgDyz3P9LNxRTNfuHoVXW1JvvvYQSZyAQnf4Z5n+ilVIq4+t5u2bNwxIOm5NKU8fNdgI0s64ZFJurzw5ij/59t7ql35LGFkOf/kTv7g+vU8sHWQOx8/RFT9fGn8h4jIu1MXLJFjhmFmPd8xhoWtCcYmy1QCS0eLT7EcEQRxP3+sIYgixqcCFrUn44p9PLMpT78+zHUXLuHyMxbxyu5xWrM+X777bXzXwVrL2FQZ34vHXrgODI6VyKQ82pv9ekCofbUzB/vOEEY2ngGrup1jDAnPIZP2KJRCpqoV+iiKK6FHxsoA9SlPg9DWu0QZE1eEE55DezY+znwxjFstwngMy0SuQkeLTy2FeNWWIgtcfU43nhePFXAcePilw4xOVWZXIG3cJSiVcNg3mK9Pf+w6hlIl5PBYCccx9VaTShCBgeameKzK2FQZr3o8yYRD31CetUsyZFMeQRhx/kmdFMshjomP8f4XBtk/WKiOwbZkMx7FcsjYVAXHQBBZPNdhLFehrTlBKunWK8QWUz9PxsTjd/qHiwRRPL7DVMtXrkSzuniZekicPkd7+3Pc+9wAHzmpk82rWtjVN8XLu8boHSrUNw3CuILuOobBkRK+5xBGlpTv0ns4TyoZj/UBKJaj6nW0BJHFhBaMJbLx+BLPM6R8hylj2Nk3xfef7Oes49pZ3Z1hz6EcL+4YZWfvFAbqxxOEFs8xuNUw1Jr1SCcdLjm9iyCMxyw5xvD4q0dY3d2EtXD6xnbWLs3iOoYwsjz7xgiHjhTqwSKy8f05NlXh9of7+Pnze/jDz6xjb3+e1/dO8MKbo0TWsnJRE5++aCkPvXSYf75nX3VWt+nPgIiIvJMCiMgxohJElCrxVLxRZDl9QztnbGrnga2DFMohE7mAxQtSeK5Tr1h7jkO2yWV4f7m69kFcke8fLnLXU/1cd+FS1i3LMjhSZPu+CZYvagLiMQJBaEklDOUAFrQkKFQrx7WKmzGGMIpIJ514gqj37I5SnZmL+Gl7sRKQ9B0yKY8gsvETaKC92a9vA9Xq3eyJsAAYz1dI+g6ppFsdCB6/IJv2qpXyeOxBOYiYzAe0ZX3ueXaAKIor+pm0hzFxYJn1ANtAGEUUyxHdHcl6RT6ILFnficPXzNaf6mRcU4W4O05LtSUqYaASWBa1p4gsHJkoE0bw/Juj7OydxPccPMfQkvE4Ml6OQ6GBXCEk4Ts0Z/x4kL5jKFUimps8JvIVSuVoRmCy9YnHrIVCOaSzNYHnxpV1x8RhdfGCFMPjZYIwHpgfh5q4C5ZXbW0qlSO++/hBHv/xEZYtTHPdhUs5flULX77r7fp8W44xFMvxlMqdLYn4PRKGchCxuCNFuRwxVQhmXb/68o61Scsss+KPAcoVy7d+1MuPXh5iVXcTn7pgCWduauePv7KdsH4/zZ5xLIgieg8XWNmd4ZGXhxgeL2EtpJIuBjj3xAWcsLqF194a5/nto3HLEdCe9TkyXmbd0mx9NjfHMTiO4YXtI+w8MMnShWkuPGUhN1+1iolCwGt7xhnPVbjtwV52Hpiqht363SkiIu9BXbBEPuBq9bClC9OsX5Zl7ZIMn75oGX9y4wb6h4s8/OIQCc/wwNZBlnSmuOyMLsrliGI55MpzFpNJeTz7+nC8TsaMaUYf3HqYyXzAikVNPL99lFLFMjhS4rW3JvjEOT30LEgxNhWwcXmW80/u5JGXhtixP54NaXVPhnIlJOk7nLy2jcjyjjYQe9TPomrld3dvjr2H8nzinG4yKZeJfMCHNrRzxsaOuIJXm6F1xmtr1b1kwuGxV45gDFx59mJc12F0qsIlp3Vx+sb2GTO1GvKlkHufG2RhW5Krzu1mMh+vm/I7167hizesjwdYV7evtSbkiyH3vzDIqu4MHztrEYVySMJz+O1r19CW9Qmi6bYea+OWmxd3jDI6UeaXr1hJR0uCiVzAxad1ccnpXWAtT78+zNBYmV+7ciVJz2FiqsJFpy3kb35jM2uXZAgiSzLh8ub+eJD3ZWcsorM1wchkmZPWtnLxaV08vW2EUiWc0dI0XQEOwointw2TSrjcdNlyoihusbjpshX89c0n0NHs0zeUp6s9yZqeJqYKARuWZ+lsTVIOItYvy/LFG+IxMQ9sHeTFHaN0tSUx1dDhew75UsAre8Z461COmy5fwdolGcZyFU5a08oNlyzjtb3j9B4uxCG3fuHiloaZuTTOqbZ+Pxy/spm//cJmOlp9fvTyEK+9Nc7yRWlSSTdeiPDoe4q4FefW+w/QlvW55PSFFEpx+Lnx0uX85jWreX3vBG/35/nspctpyXiMTpY5d3MHX/q14zlhVQuThSDu/mUMIxNlUr7Dn/zSBi4/cxEv7Rzj0VeHSHgOXW0JIgvHrWzh0xct5ZR1rVRCO6MVSURE3otaQEQ+0OLuI+O5Cr9x9epZv3n29WG+/kBvPI7CdXh59zh/8697uP7ipSzraiLpGxa0Jvmnu95m38B0Vx9jDL5n2D+Y55k3RjhzUzuv7B7DdSBXCvinu/Zy02XL+bPPbWLb2xNsWtHMSztHuf2hPorliDse6uVXP76SL96wgYWtSZYsTDE0XpqVGMLIUq5EsyqfYWSpBJaRyTJ/9723+K1PruZ//drx7D6YY9PyLJOFCgk/rvSVg6jelQfiXceLGsKh4SJ/cfsufv3KlfzpjRuYyMUhqf9IIV6s0Vom8/HUsM++McKX7tjFf/n4CtYtydKS8WjL+vzf77xFrhjE54S4Eh+EcTvNPc/0UyiF3Phzy9i8ppX2rE8y4dA/HD9ptza+HmEUP0E/OFzkd//hNX7vF9fz579yHIeGi6xdkmX3wSnSCZfBkRL//Wvb+f1Pr+PPf/U4hifKbF7dwjcf6eOtQ7n6VLyVIOKvv7WbX/3YCv7oM+vZeyjHKeva2PLcAPc804/jGILqNLV2RuXcGMPzb47ypdt38l+vW8uqxRkqQcSijhT/+P29DI6WeOzVYdYuzfKXN5/AiztG2bSiGartUkNjJcrliN/51BreOriYE9e0cNdTAxwaLrDluQE+f/Vq/uD69Ty1bZg/+/oOPv+JVfzR9evZO5Bn0/IsD714mK8/0EtrxiNXDAinLxuVwGKI6rdGGEaUg/i+MI7h0HCRgZESf3j9erbvm2RNT4bbHuylf7gY3weVaFbgyxdDwLKrb4q/+uYubvy55XQvSNHc5NHdkebLd++l93CBL35lO7933Vr+9Jc2cni0xCnr2vjBU4fY0TsJwIs7R7n6vB46W5M8tW2YbW9N8plLl7JuaYbO1iTb9o7zxI+HSfoOC1oSLO5I0dU+PZGDiIj8ZKZQKOkvpkgDWWsJKfFa/6t89U7oHXD4z3TZSCXi6VCj6hoYtcXjxqeC+qrMtfXcgtCSTXu0NfvYKB5AnSsGeI6ZtSAeWEqViL+++QTypZC//fYeypWIyFrC6piMBa0JUol4XY6RyXJ1wHK8xkJzk0dLxicIo2rXIKpPluPjTyVc0kmXiWpFHarrTLiGiVxc7mS1W5PvOUxVF1lMJ1zGpir1VarjdS7is5etdnHKF8P6mhftzT6uMYznKvXxHcVSRHPGYyofUAktlSCiNePTkvXq52QyHw9OrgWyloxHGFpyxQCI1xXpaPFpTvuEkWV0qkLSj4+9WI5ozfoUyhGFYoDjGFZ3Z/A9w9BYmUT131/+2Ao2rWjmf962k8HREgkvrsy6riFXCDgyHo+lqIm7tMVjHTpaEqQSDpP5gLGpSr0nUzrhkkw49XNdu9+MMVSCiJaMF89QZuPjrHVXiyJwXcOClgS+59RncapUu6l5rqG92Sfpu+SKAeO5oBoeLe3NCbo7khwZLzMwGk+zvLA1QTLhUiiFHBkvx2u+eA7ZJo9yOSRfCnFMPLAdAxO5CgBN1bVVxnMVbGQJbbyeSXtLvNBfvhgynqsAhkw6HluTq3Zxc0zcNbBYDilV4rEw2bRLazYBNv48TOYDvOrYJd+Lj9fzDPliXE7PiU+k5zosak/SmvXZ159nqhh31cumXCqhZXSyQhBGQBzWMymXyUJIGEb8xweeW8LQsHl9wM3XZlnWvAHX8dWiIiLHJAUQkQb7aQeQ6KhuLDVOfWYj847ta91XajMlHVVCHMdw/kmd3HT5Cm65bz+PvXpk1irkUB1EXl20Ln5KX3uveMHD2pS3Tm1FcTN7VeyoOoC79n29+1f1iX9tQHX82tra6/FrasfszNhndQbZehCa+XpnRr+t2orXtR851Yp9vbyOqf5uekXtKLIzlg8xOE48uD2qvmn9OKozRtUGxhsMSd/wm59cw8ruJr76w33sPjjF5tWtfOHq1dz9dD/ff+pQdWFE6lPu1s7pu86kZKkONI9/5844X7WhNrXzUn9JdTHJmWV2TBw6aoOmrTXxuIoZ72mq58Pa2n0W/85xTH27MJr+uVsd/zD7Z/GVs3bmeamVi/q9Ufu+do1tdVtbXzxyen8zu26Zo+6B+hih6mD+KJp5XacDdnxMzC6nra/JPutaOI6pz2wVX+/p96gdV7zv/8zMVwogIjJ/qAuWyAecM7NG9w7v/IVjDI773pWaMIJT17Vy+ZmL+MbDvTy1bbi6q9mvcR2DO2v/06OvHQec9yhUrYI2vcjfdEA5ejvvPcp59DGb6qDqf/P11W/dmZVzqpXTdylvrWz1AFN7jX3na2ZWPGv7t9ZSqli+tmU/Hz97MVectYipYietTT5fv/8AT24brrcKTZfX1Mv1rpXZanA4+trWQtq7nXZTHXtxdJmtnX3+PfPO/dZ+5x79u9q5MWCc2cMJ49Ax+96Y3sc7dvGu388MQUfv772u99E/cwzvca/XylN7h+kCGOLrUb8WM4PpTzw3R+1LRETekwKIiNTVVih/dvsoj7w8VO8SY+1/5snu/FU7Z2NTFb7yw331qXmthXTCIem7H/hz+0Eu+3sx5p1BS0REfnoUQESkrlbxSvkO6UQSi531lFz+45pSLmbGn1ydWxERma8UQETkHWZOhyo/He+1IKOIiMh8o3VARERERESkYRRARERERESkYRRARERERESkYRRARBrt3WeGFREREZkXFEBE5poBNDhZZN7ThGgiMl8ogIjMsXjxadU8ROa72sRzmoBORI51CiAijWYBDL7jkUxaDGCMahwi8505ujVUfxZE5BilACLSYMaAwSHpJ2jORFiNAhGZ52y9+1VzxuI5LsY4GiAmIscsBRCRhjMYXJpTGZZ0hYDFUUVDZB6L/wBEkWHlkoi034SDg1ECEZFjlAKIyBxwjENzopWNqxyaMxBGhur643NdNBFpKIsxljAydLZHrF8OKS+Lmj9E5FimACIyJyxJt4UVXc2ce2rpqNlvFEJE5gcLGKyFhAdXXJCne0ErabcNoymxROQYpgAiMicMvpOgM72Cj5zm8tEzSyQS07NhxYPS1SIicuyJP9fxZzwOH00py8UfLnDK+hQLEqvwHG+uCyki8r4yhUJJNRyROWKxTJZGeHt0Fy++WebZV5MMDLmE0eypOPUsVOQYYeLPtmPAdaCnK+TsU4t8aGMTq9o30uS3zHUJRUTedwogInMq/viVwiIHp3ZyaHSEXfsc3tidIF80OI4WJztm2fgJuNLl/GIjiICWTMQJ6yqsWRbR076Q7sxakm56rosnItIQCiAicy6uiIY2JFcZZSo4TDEcIwjDeMpegyqpxyBrIyIb4ToetXtAjn1RFP/rux4pp42M10XWb8Mx7twWTESkgRRARH7GWGsJoxCr8R/HMEMxmGKqMkZneonixzxkjME1rgabi8i8pJFuIj9jjDF4rj6ax7rAenihg+96KH6IiMh8olmwRETmhJ3xVUREZP5QABERmRNq9RARkflJAURERERERBpGAURERERERBpGAURERERERBpGAURERERERBpGAURERERERBrm/wMAAP//7N15kJzHed/xb/f7zrU3sAcXwOImwBskwJsiRYmQddE6GDESJRXLdmKXnaOUSqVSlao45SSVOKpyxVW+ndiOEluKksiyLeqKYlIiGVIERJEERQIgCOK+drEH9pqZnZn3fTt/vDOzCxAAydTuzLs7v0/VFLBzvT0zvbP9vP083QpARERERESkYRSAiIiIiIhIwygAERERERGRhlEAIiIiIiIiDaMAREREREREGkYBiIiIiIiINIwCEBERERERaRgFICIiIiIi0jAKQEREREREpGEUgIiIiIiISMMoABERERERkYZRACIi0hSu2Q0QERFpCgUgIvIuacC8mFz1YjDNboqIiEhD+c1ugIgkX+QizhdONLsZK0olKlMJS0QubHZTVozIRWS8Nnpza5rdFBERuQoFICLyjgJXphjMsKHrRpxzOmu/CFx1Rknv5eJwOObCPDPlifhn5zBG762ISBIpABGRd+bAGg/P+DijAESSyYs8rDKLRUQST9/UIvKeKPSQJHKqURIRWTYUgIiIiIiISMMoABERERERkYZRACIiIiuHcgRFRBJPRegiy0K8Y4Rzca57Y8dYJt6zoppiH7naNUsrfsVoJaNlqDn9tHrcatd0uIZtXVPbz0VdVUTk3THFYkmVeyIJVwqLzIVTVKI8gSs19NjGQOhCCuUpOjO9OBfRyNPMKdtG2nSS87vwbYr50ESSZi4sUAqmqbg8oSs1vCw8dBXK4RztqS6iBvdTY3yytoOU6STrt2ONEgxERK5EAYhIwk3OjTBcPMzIRMjJs4bxKUMUNb4dztHQM7wOSPmOwV7YsMYx2NPDmrZtZPy2xjVC3pXIRUyVz3O+cJTh8Qonzhkmpgxh1PhQsdH9tKar3TE0CEMDHtd0DNGXXY9RECIiclkKQEQSyzFZOs+RiTf40V7D3ldz5ItQDkzDUkuayQGehXTa0d8TsfveOW6/PsO21XfgW2WPJsl0eYw3Rw/yw72Gva9mKJZap5/W+L4jl4EbtpbZfV+RW9Zuo799QzUA04ydiMhC+isukkAORyWcY2T2DE++YHnqhRzplMP340srcQ5GJixP/DBHNpunK3uYNe3XKcUlERxBFHBm6iQ//Ak8+9MMxtCS/RQgCA373kgTBIaujx2lPd1De6q72c0SEUkcBSAiCWQwlKMCZ0aL7D+cJpuOFhSCt9rZVIdnHbNFw959GW7aMk5/rkTay9J670XSGEphnjPjsxw6msaauPS8NfspxH0VDp/wOXa6xKbV5xWAiIhchk4hiiSOw+EohUXOjgXkiwtX12nFQV38mq2B0yM+5UpAEFVaKbsnoeJPYC7IMzYZMZO31Y+qtRcJMAYKc4bhMY+Km212c0REEkkBiEhCRS4kXzSUK1RnP1p3UFdbgjgIDJjqEqvSVLVPIHAViiXDXKmVZz5qqktlRxBF4GjCahEiIsuAAhCRhKvNfrT6HgPG0Npj24Rr9f5Zo/dBROSdKQARSTi3hCf7443+Ln+bTdhIyjlaalWl5aaRH82lXdM5d9W+3FiJaISISKIpABFpQa4a1ZSDiGIpxDlXv652+0yhQhhpxC/v0hJ3lVr/rAQRxbmwfp1zDmMM5SCiVKkt1qB+KyKSZApARFqQMYYocmxZ28bdN6zCswZrTH1Al017fPL+QVZ1pogUhEgC1Pvsmjbu39FbD46NMYRhxLahDq4b6sAQByQiIpJcCkBEWpQxkPI9PvvBdWxb30EYOawxGGN47KEhHto5QKEYYqqBSVS9uGh+tqQWsERRfHFOZ59l6YSRY+e2Hn7jF69n57ZunItXRytXHO+7pZcHbu2tJ0At7JdRvc+qb4qIJIH2ARFpUcbAkTOzPL1vnM+8fy2/efJNIufYsbWb6zd28OWvvUmpEmKtpbcrw7r+LAAXZsqcGZurr7Y61J+jtytDKQg5fDpPEFBPixFZVAaC0DFTCHj4nkHOjs0xMV0GA+VKhGfB1ZdtNmwYbKO7w6cSOI6ezVMshRijviki0myaARFpWfEg7LnXxkl5hkc/sBbPWnbv6uepl0YZmyrje5YbN3byxZ8bYsNAjr7uNJ983xruvmEVxXLEjq3dfObBdfR2p/jgzn4eff/a+Jk1wJOl4CDlW46dy3N6tMju2wdwxLMgxswXoTvneOyhdey+vZ+uNp9bNnfxDz+9hXX9OdWIiIgkgGZARFqYMTBbqPBn3zvJb/+jW2jP+lhreP71CXIZj1zG4+F7B3ni+XPsOTiBNYYX35jkH/+dLbx+bJrdu/rZe+AC3987Ql/POEP9OSBOxVIQIostTqJyWGv4m+fO8aXPbOXmzV38+PUJrAEwlCsRv/ixDWxZ086//+ohiqWQuXLEF39uiE/fv4Y/+c5xgtBplk5EpIk0AyLS0gy+Z3nrzCxf+d4Jdu/q5+l9oxRLIUHo6O/O0NuVor8nw4fvGOChnX1sH2on41vuvnE1B47PcP+OXu64vgeAw6fz1TPRGtjJ0nERTM6W+dHLo3zhQ0N0tPmE1T3/Un48i/eDF0colSNyGY/VnSme2TdONm3p606rj4qINJlmQEQE3xpePTrFg2O9HD1bWJCiEhfwZjMWY4hXxDLwv18c4eRIkbGpEm1Zj4/dPQg4fnZkmmdeHSOKdHZZlpbBsOfABLde282vfmIT04UAh8OYuFi9XInilCwHzsRpWpEDPy4UERGRJlIAIiL1PPpqXTkA1hqm8gHTxYC3Ts9y+Ewe3xqsNazty3JubI6udp8nnj9HyrdsG+rgV35+E0fP5jk2XMBT/CFLxMVxMGHo+NrfnuLXH7+O9jafp18ZJQgdo5Nltg11sPfgBTAwV47YeE0az8B0odLs5ouItDylYIkIEKekpFO2HoE4B2NTJZ5/bYLHdq9ncHUG3zN8+v41/NLHNxJEjs9/aIjHdq8njBwOiJwjPxdqL2hZMp41pFImDpatYWKmzB996xjr+nJk0x6ehd/55hHuuXF1PDPnYPtQB//k0a389M0pJmcqKkQXEWkyzYCItLh49sNQKIW8+tYU5UqcTO+cw2B49mdjlCohj31wCGthKh/wh399FGvgf/3oDD9/7yC/9qnNGAx//MQxRi7M4Wv6Q5aANXBmdI5Xj0zVV7xKeZaDJ2f4428do1gKscZwdqzIl//7m3zkzgH+wac3Y4A//c5xXjs2jbVGBegiIk2mAESkxTkHnmcYmyzxle+fxFYHZsYYcPHmhC/sv8BPDl7AAEEUDwStNYxPlfnK90/iWVPfMd33NLEqi885h+9Z9hyY4IUDE3jVQMIB2bTHd/cMY4hXdvM9y8iFEn/+g1NYa+INNJ2rP0bBh4hIcykAEWlxtbGYMWZB3Ya56MaFMxq+N/9Ya009j9PTrIcsoVrQYK1523UQp2YttPBnzxhQYqCISGLoVKWIiIiIiDSMAhCRhJs/b9vaRbMLd7qWBNJnUxX/nurtEBG5MgUgIolTrcHAkvLB2Iuvb03V3dXt/BKskgzWWHzP4dnWDpAXms/4Uk8VEbkcBSAiCWQwpGyG3h5DNr3wllYc5M2/5q72EN9arFH5WrPVhtZpm6O7w9CWizcBbN3VbR21vur7jo42h2+yzW2SiEhC6a+4SCI50l6WDdf4DPSGvHXSJ52KZwFabf+ChWlXt91QJpfOkrIZjM4uN1n8/mf9Ttb0+VzTGzI1k8Lzav20yc1rsFo/DSPoXeXYuiHAp7u5jRIRSSgFICIJlfHaWdPdz0fvP8Off8sjXzT1QU4rDO7i1+pwLn7dO66vcNeOgL7sFjyrr65kcKRtmvWr1vDAHSc5P+4xNTs/sd4K/RSozvw4wNCRc3zo3jmGertZlVnb7KaJiCSSKRZLLfInQmS5cZTDEsOFIxwZHuOl/ZaxCx5Rk35jnaO+iVsjj5lOOTasDdl1vc/G1UMMtG1o2PHl3SmHc4wUjvHm2VFe2m+YmPKIIlqrBMJBV2fEzddG3LSpg/Vd15P125rdKhGRRFIAIpJwQVRhpjzGdHmSclAGHK6BIzsDRC5kLsjTnuomooEjSxfv0p5NZenO9NKRXq3Uq4QKojLT5TFmSpOUw0rDq5Vq/bQSlsj4bQ09viEOllOeR0e6k+7MAGkvS2tFYCIi754CEJHEi3d7jlxIrdC10b+0YRQwnD/GUOf2hh/dYDBYjLEKPhLO4er9tPH9BEphiZnSBH25NbgGdhVD/JtpsNhqXxURkStTIrVI4sXDbmu8piyCZQyEhDgcnvHrue6NboPOJiefwTStnwJYEwAOz6Zxrgk5YAYFySIi74ICEJFlwsSjm6YdOx5YGQUDclXN66cOu+DAmoUQEUkufUOLiMgKUd8BUEREEkwBiIiIrAimuk5146ukRETkvVAAIiIiK4KppQgq/hARSTQFICIisgLE6VfO1VbiEhGRpFIAIiIiK0KcgqUaEBGRpFMAIiIiK0JtrTZH1OymiIjIVSgAERGRFaKahqUiEBGRRFMAIiIiK4I1BoyrbkIoIiJJpQBERERWDqdFsEREkk4BiIiIrBC1lbA0AyIikmQKQEREZEXRDIiISLIpABERkRXDEWkfEBGRhFMAIiIiK4i2QhcRSToFICIismJY4+E0AyIikmgKQEREZMUwGJzTDIiISJL5zW6ASCtYzsMhU/uPu+ifllB/7biLfpLk8qxHgGZARESSTAGIyBJwOIKwTMUVCKIS4TJOCbEGKlGFisszVTlDFLXGYNwA1lh8m8UzWTJertlNkndLMyAiIommAERkCUyVRhkvnuH85BwjExVmC27Zj9mdA2PeanYzGsYAuaxhoMfnmtVp+trW0ZXuxzMey/7DXMGs8QiiSrObISIiV6EARGSRXZg7z1vj+3nuJZ9XD6WZns0yV9aAdTlKpxxtOcd1m0p85H1vcm1/QG92Hcbo80wug2upREERkeVHAYjIIqpEZc4VDvLUHp9nXsziWfA8R8rXgGjZcRBFMDNreWFfmtmC5XMfPUXHYA9Zr7PZrZMrsMYjioJmN0NERK5CAYjIIpoLpzl9PuDl/Z14XnwuNorAOYMxrVE7sTLUPisHONIpOHbaY/+RAut7xsi2d6LC9GSyRjMgIiJJp2V4RRZR4AocPeUzWzRYUxsEGeKMHQ1Wlw9z0b/OGcoVw/kJj7mwEF/XpJbJ1RkskYua3QwREbkKBSAiiyiiwui4R1CvgVXQsfzF+0pEEQSBIYqqK5opAkkkg9VHIyKScApARBZZ6AAVKa8oxsShpD7W5DPWEjnVgIiIJJlqQESWQiNPwbqLM94Tk+7lrpyJv/xWkTI6q75MWCxOKVgiIommAERkCSz1YNU5hzHVvTmsh+f59etdUMbhMMZU79ecwb7x01gsmEveDUe8SpEGibIErFENiIhI0ikAEVmGjDHgwHo+czMjFCZO4JzDz7TT2b8d66eIwjgNpdFBiHOAC5k5/xaV4gUwl2R6Gkv76o2k21dDEwMkWZmM9gEREUk8BSAiy5BzEVEYcOqnX+PUK98gKM1SWza2e83NXPeBL9ExsJ0orIBzRC6q3hoPzAwGjL1olsQ5V01diZeXNcZgjI1TqVxEdVHh+PHGYoy9bHBjDARBicPP/j5T5/YDjigoY6yHsT5eKse1D/waa278KLUCb2MMLgrj12CoRjELjofFWFPdjT1+DC6afz1XaY+0lrgfhM1uhoiIXIUCEJFlxLnagNvj6I//EyOHnmTo1kdYe9PD+JkOps7t5+TL/5NX/uafc9NHf51VQ7sIyjNEUYjnpQjKRRwOL5UllemIQ436gN0RlGaJwgrWWPxMB8ZPE4YVwnIe4/lElTIAXjqHn26rpoFdPOh3zuH5OW575LdwLqKcH+fA//ky/dc+wIZdn4uPEZSIgjJeKgs4nHMEpXwc8HgeUVDGWo8wmItnevxM3B4T12K4KCQoxa/LGEMq0wl+qulpZ9J8xlgilIIlIpJkCkBElhnrpRg79gIjh55k451fZOjWRzDWgoPejXfR0beFAz/4TY48/6fs+MS/48xr3+bCqZfJdg2S6ejHeiny48fo33o/A9s/CMYSlAuc/tm3KFw4Sfuq9ZRmxwiDMpvvfpzS7DhH9/wXrJema2AbURhSLkyw8Y7P07Z6E7igHhhd3M404LBeOp5NsT6enyGYm+b4T75KpqOPzXf/AmFQolKc5PCzf0BH31YyHf2cee0JMu19tK1aj59pZ3b0CKs33sk11+0mKOc587MnmJsZpq1nA8WpM3ipHEO3fZpMx0DDPw9JFoOJl+J1URzQiohI4ujbWWQ5cQ5jLCOHniTV1sPAtQ9U05eiOC0rCsh0DLBux6coTJxgeuQNKsVJLpx+hVzPOjbd+Xk23v4YqzfewZtP/x7jx/aA8Tj18jc48eJXWb/zM2y44wtsvvfvUc6P8+Yzv8/c7Cj58WO0rVrPxju/yIZdf5dSYYITL30daz2M9bBe6qKLsR7OxW1yuDijijiVy/pZMh19nHn9u5Ty4xhrmR55gwun99E1eCOVuWmmzu2nbfUGNtz+OYZufYTVG+7gxItfY+rcfs6+9m3Gj+9laMcjbNj5KFvv+/vMzQxz6pW/JArK1ZQx1QC0sngvEPUBEZGkUgAispyY+FKcPEumvRc/03nJHeLVsdJtq4migHJhiigMyHavZcOuz2JTbWA91t/2KNnutQwf+iHFqTMMH3qS7jU3k8p0Uhg/TljOM7DtQaaHDzAzfBAwrL3pYayXIZXrpn3VBibPvEa5OEk5P8bs+DHy48fjy8RxKsWp6kLAhov+MRZjPfq23o8xcOb172BtirGjL5DtvIa+zfcQVUp09m9lzQ0fxqYyGOsxsO1Bcj1rOfnS1zn1yl+S6ezHeB75CycoF6fo7N/G6OFnmZs+F88GSUuztTohERFJJKVgiSwr8epXq9bvYvjgDyhMnqazfxsQF4lDPBsyPXwAL91GR+8mps69TjrXg+dn4voI4oLvtp51lAsTRJU5AKKgzPAbT1aLwQFjWL/zs1jrx0XhLqrWWMQ1GLUZjqmz+5kdPxqfdTZxCsyq9TvpGryRyy5I7Bxt3WtZte42Tu/7JqvW3sLs2BGuuW53dcc/g5duj1O3ahEXhlSuh+lzB4nCMpXCBc6/+XS1sD42tPNR/GwnXHSttCJrLBEhnv7EiYgkkr6dRZaZKApYc9PHGD3yHKf3/RWb7/klst2DWOsTlPOMHtnDyZe/Qd+mu2nv24wxhrnpYcr5CTKdA7goIAxKzJw/TM+6W0i395LtHCAMSmy+5xcwxsMYS3HqHBiYOf/WZdNZaqtkXXPdQ1zDQ9SmORyuHqBcKQ6wXoq1t3yCswe+z5vP/C5RUKF7zU1x8GOgXJigUpom09EPLiIISpRmRukZupXChVNkOnrZfNfjWD+NsfFSxKZaOA8qQm91RnuBiIgkmnIVRJaR2nK1uZ51bH3fLzNz/jCvf+83OL73Lzj18jc49NRv88ZTv8WqoVu59v5fxVofYz3KhQkO/98/pDg9TFDKc/jZP6CUH2PNjR8jneth052Pkx8/xrE9/5VKcZqp4YPs++t/xomffp0oLFeXxZ3nXISr7jMShRXCoFS/xHUY4fxjHNUZlPnniKKQzoHrGNy+m+nhQ3QObKNt1VA1aHEUJk5x4sWvU8qPEYUVTu/7JqXCBOt2fJJNdz3OzPnDnH7tW4SVOaaGD/Lad/4VZ1//7nzdidJvWprRbugiIommGRCRZcYYgwsr9G25j7bVGzm97684/uJfVNOq1rP9wS8xsP3B6pg/JAoDcj3r8FI5Dnz/3+KAdK6Hu77wJ7T1DBFFFVZvuoM7PvdHHHn+P/Ozb/9LKsVJutfuYOt9v8z08AGynQMYb/7rIt3WQ7Z7sJ4idfnVhuIgwFoPP92Ol8rFgYGJU6S8VJa1Nz/M6NHnWL3xTrx0W33mItezliis8Pr3/g2en8VLZbjpw/+Cjt4tYOC6h/4pJ1/6H4wf20Npdozezfewbsenqo/X7EerM6oBERFJNFMslvQtLbJIxstH+L1vnuP5l7LkshHOLf5geOHGgaa6ClU9AKiuABWF5eqPEYee+o/kJ45z1xf/jCgoVffpyBC5EBcG9eeKZ0sMYVDGGA/rp+PZDOLjxGlV1fQmY+NaErfguiu1F7BmflWs2vG8VIZDP/pdxo/v4dZP/geyXYN4qSzH9/43xk+8yM0f/9f1lCrrZyCKV/mCeAd4MPEGh56HtX686SIL90pZ3PfeObj/9hKf293F5p4d2m8kwYZnj9KZ6aU91d3spoiIyGVoBkRkmblo9/IoxEUBF5/1d/WfDeBnOkhlu+vBhzGGMCjN37t6XRRVIDLVnaQjwkqxHthE1XSr+V3Iw3p5x1WDj/pzBwvu63BhwNiplxk59BTrb3uEbNdg/f5eqo1Utqv6uuJXEQdC88eqtSfeCTEiDErV3d3NO7ZJVr643+rcmohIUikAEVmGzEUD7UsH2wt2Jcey8fbHiMIKcfbTlQfoC9OoLn3ehfd/L4P7S49XC0gqc1NMD7/B5rsfZ/CGj8zfHlYY2P4BejfdjZ/tuuKxLr3+/7d9sjI55xFEqgEREUkqBSAiSyAJQ+DaYD/V1gNUJwuanDZUO3a2c4Ct9/8KUVC+KHXKmHjGxk+3Y6xdsnSq985V610af1wwlII58sE4ZXeBwBUIKev8/hUYIKBCoWKZDD29T1fgkSZlcqRMD+1+H1k/1+wmiUgLUQAispgc+BYwzR/2zM8+XDqz0Tz1wmAXEszNAKYeaFzU3vrGhc1p56Wci8OPRtc1zwUFRounOTt5jpGJiDPDHjN5S6FkFmbaySWcS2Nwen8up7oORDZToj03x9DgKIN9R1jTPcBA23qyfqfeNhFZcgpARBaRZzKsGQhJpaimoGuUuNDFqVLeZa9PHoetxkSZtMOzqfjqJW7ydHmc4xNHeOVwkZ++nuHciEe5AkFoiK68xYrIOzKAtfElk3YM9kfsumGUXddPs6V3C92ZgWY3UURWOAUgIovIN21cu7FCT2fE1IzB2tpZcw0XlzNjIJt2rLsmJOd3xNct4fFmy5OcmDrAD/bCi6/mKJagtoKx5zk8rzY7lOTATZLJ1fuSc1CqwMmzlpGxHCPjZR5+/xts7rF0Zfqa3VARWcEUgIgsopzfzdrVHTx4Z4nvPJ0jDMFaV/9jL8tHbVImigylEty3s8zNW9royvTW7rEER3WUwzLn5w7z3CuOZ/bmMCaeRTP1tL5aQf+7eLZqatvbJpjc/P6QiZ58ugLnHNaY6mt4d3VNC+93uf/Pf96NrZNaePx4756lPv7C/uPq6+WVKo4fv5whm53jEw8cJuN3kPEyKMgVkaWgAERkEXnGY137Tdx362u05wr85LU04xMel92nT5aFzo6AXTdUuGeHx7quTWS8tiU8miEfjHHkbJG//XFuwdjvvafy1ZdAdg4XQlSdhTPEKW+evXhJ5+Vg4aIEQeSqqURXfw31uiNjCBc8pjYrWXsPghCseefnW/zXY4giR1QNqq74OiCua6EWOC5G+2rP4cAZjIWn92a5YUuB1VvPk/E2LMIxRETeTgGIyCJrS3WyddUOenacZuf2WcqVAGOXxwBP3s63Hh3Zdvpy62lP9SzpscIoYLY8yatvGGbzhmwmqp6pfu/9pzawvmFDJ3dc38PUbEAQRvheHA2/cniS06PFS+py5h9/uRmW6jYuFyUULpzdu2hMvOB+lz6ulj228BiXyyi76HYzP+i2Fj5+9yBThYA9ByaIwosfu7A9xsQLCKRTlg/c1sdMMeDHr0+wqiNNqRIxUwjo78nw0bsGeOPULC8fmnzb72v9+Ra08bLvz1Vuv9wsFMbQ3e5z7029tGUtPzl4gRPDBXx//oxF7Xmsge72NJFzzORr++C8/T26Utuurvq+Gsdc2fLyAY/r1k3SnR7Et+n3+mQiIu/o/wEAAP//7N15nFxXeeD937lLrV29761uqaWWtViLjS3LwrvxDsYGDDHmhYQlEIaBMJkkzBCST5KZdxIgEzKQCYEJft8kxGbHJsYsXrDBYBsv2JZkWWtraanV+1Jd213OmT9uVXVrMV6wulv28+VjpK7l3lO3C3yee87zPBKACHEKJJ0aOmpW0poqoTm+UaA4nSgsbBXDqSSfnzKGEI+JXJGBozauY1528FF5lwZWdtdw1aY2/u5bexkeL5KM21x+dguXnNXHrd/fzzP908RsC20MhZJGm3JysmNVVwOgki+gcR1VDWK0MXiexrGjx0q+xg+iVQbXUbiOwhhFyQ+xVPQapcALovPEnNnP5gWmOqEOQoOloudtO6qS5vkGYwyhhkTMohRo/EBTbm1JsagJDdgWxN1ofJ5vMETvqSn/XChpPF/z0beu4Ofbxvjuz47QpGMUPE0QGkp+9KchmvQrFQUvllLV51DR9XFsdUwwFoSGUhBVCIi50fNg0AZKlWurwLai9wWh5trNbVx6VjO33n2AkUkPy1KUymOByrnBDwx/ePMyxqY8Pv/tvTh2tG0r7trV31HJN4AhVg5gXuoqiTbgOpqDRxwmc0W6Mh427gKVoBZCvJpJACLEKWIrG8tOSv756U7NT/hoAG0C8iWfyRkb2zYv4072SQ5qwPM1Q+NFjowWAMWBoQJ/fPNK/vDmlfz+F7YykfVIJ2wuWNdEJu2QzQds3TfN5IyHY1mE2pBOOly4vo5DwwX2D+WxFKTi0WP7juQ4PFpk3bJalrWnCI1h7+Ec+47ksG04b00jk1mPA0MFQm04Y0kNNSmH5w7MEIQaFKxbnkFhiMdsOpsSFEoh2/qzDE8WcR2LtUszpBIODRmXvUfy7B/ME+ooYEjGLF5/ZhOZlMNUzueJnVP4oWZjXy3JuEVTbZz9gzkODuepSTnccEEHa3szoKKg4Ymdkxw4mmd00uPslfV0tyZQQMHTZAsB2/ZNky+GbOyro6slidaarfuyHB4pEKsGO5qu5gTrltdhKdhxIMuB4QK2glTC5vXrGqlLu2TzAdM5n5qkgxdorjy3FUvByiVpil5I/2Ces1fW0dmURGPY3p9lcsZj85pGNi6vZWLG58YLOyl4AYViyBO7JqurPJtW1WGA7funCcOX8XUxCsc2ZHMWRS/EEEohPyHEKSE704U4hRSqnGAq/5y2/3BsV/hTyaDxg5BiMaqg9ooe25RzB4BCKeDuR4/S1ZJk44paOpoS/Pl71/DB65dhK8WV57byVx9cS29HmkDrcjU3w7uv7uET71pJJungh4aLNzbxn9/RR09bkndc1sVfvG8NbY3x6HjvW81bLu4gDDX/+R19XLO5rXwnX3P1eW28+6puMikbZSlc2+KmSzr5nx/ZwEdu7MV1LM4/s5H/8cG1rOutQxl4z9U9/OX71rB+eS2FUsgtV3Rz1aZWlrWn+Pzvb+Adl3URcy1ufsMSvvDx9azpqeFdV3Tz396/ljOXZQgNvPMN3VxxTiu5YjSxDgJNvhiQTtj85fvWcNnZzZT8kJKnyRZCbrqkk3dc2oVrKz705mV86j2r6GyKs+XMJr74Bxs554z6cv6IZll7is98eB2XbGxi44o6PvN76zhjSZq2xgR/+p5V/PZVPfiB4apzW/nM763jL963Btu2CMJotaNQ0pR8ze9c08MnbllJQ63LptUN/PcPrGFjXx0lL0SbKEk+VwxY05Phv31gLWuXZvB8TVtjgk++exVXbmqJVqFexldWKVP9nkTrSnL3RAhxakgAIoQQi0hlyvebbL96oeMrFBPZqAN9a0OcN72+ncZalw9/7mm++eBhPnv7bsamfD7+9j5iTtSvZToX8OXv9dPWkODc1fWkEw7Xnd/GzkMzBKHh6nNb+eKd+/jHO/u59e4DfOfBI9x8+RJWLqlhPOsTBJWk7ygICXW0NSkakyEIDSOTJf701h18/f4BPnv7bnbsz/IHb19BTcqhUAp54OlR/u5bexkYyeMHmkTM5gNvXIpjW/zJPz3L1+4b4FP/tIOEa/Pb1y7FdRQP/GqUT9+2iwNH8/ihZnCsyL1PjJAvhewcmOG+J0fIlUKy+YCZYsDW/mnu/PkgXqCJuRZfv3+A9SvquOmSLr78vX6+/O/7+fP/bwcPb5/gQzcso6kuRhAaOpoSpOI2P3h0iL/5xm7+/J93cHikwJu2tFOTdPjEl7Zz18NH+Zuv7+aRZ8eZyQc8/twEB4cKHBkr8t2HjtDWmOCazW18+d8P8NUfH+LPbt3B489Nct3mNrb2T5PNBwyOF/nRY0Pcdu8AR8eKvP2yLpIJm02r63FsxTd+cgStX27gMFsN7OUEMEII8WJJACKEEK9ByVgUWITa0NWc5Ok9U4xPe2RSTjQR3zfF6u4a6mtcQh3lIjy9d4rdAzk2r2lk0+p6uluS3Pv4MM11cbSJth2lkw6urdi6bxo/MKzuyQDMWdE5eUZBZevQ4FiJTCpaYXlqzxQtDXHaGqPjj095QDQWpaC+xmVFVw0PPTPK5IxPJuUwnvV4aOsYKzrT1Ne4DE+WsCxF3LVQgGMr0gm7nGNikU445bwMojwVS3HOGfX8hxt6eWjrOL/aM8WZyzJAFGS847IubriwgyDQWErRmInhOhY7DmT5+bZxbriwg9990zKaa+NYlmJpW5Lt+7NM5XwySYdcIWTnwRksSxFzLdxyLkkqbnN2Xx0APW1Jbrq0i7df0knctcikXNoa4ygVjT+TdMgWAu78+VHWLqvl3FX1nNVXx9N7pjg4lMd1Xv6/2qVcuBBiPkgOiBBCvMqpcuKzXa7u5GnDpjX1hKFhW3+W1T0ZEjG7XNo2ygSPu1Huhx/o6jEKpZB7nxjmA29cSndrgoIX8tNnxrhkYzO2rarvhehclqXIF0OCQBPqaIIPBss+SQhiopwSVa12ZarJ30FYviN/XJWnaCVFk0o46HJpWq0NqYRNqDWBLm8pYm4qVlTy9pgKXWXaGOprXP7jW1cwmfO546Ej+IGm5EXVyJ7cNcXoVBTQPPjUKMZECfW2pZjO+Xzum3tY0pLg8te18Ps3Lef2+wbIl0JijlUO4qgGc5XPXBlHGEK+GFIohTy5e4rRyRIADz41SljeehVtj4q2BtrKcP+Tw7zt4g7ec1UPDRmXz397L0FgiLtKNk8JIRY1WQERQohXK0U5R8FUk58LpZBLz27m6k1tfOl7/Tx3MMuOA1kuWN/EplX1TOd8ejtSXLShiR8/PszEjB9VbTKQjNs8vH2cwbEia5bW8sNfDpMrhuw+PEO+FHL969spBQbLgjduaccPNI88G72+qTaGF2oyKZd1vbUnDlXBeWsa2HJmI1N5n5a6GFec08KTuybYP5iPKk7NKYdrDIxnPR58aozrNrezrjfDdM5n44o6rt3czkNbxxmf9qKeHuVzRKkNqnqMUBtyhQCtowpQtqV405Z2mupc/uwrOzg0VKDoaX76zFiU83JWE6NTHhNZn4++dTnvuSbqk+H5mnNX1fOpd6+i6Gm+fv9hlFL0tCZ5Zu80W85sZP3yWiayHkvbkmw5szHqSaKigE2bKGj4+bYx4q7FplX1DE2UGJoo8Z5renjbJZ1z+pdArhiNeWSyxF2/GGLlkhqGJ0o8uz8bVR47ld8pIYR4Bdif+tSf/vlCD0IIIQQEpsSRyREe22YThNHd7perPLelqzlJX1eaTNphzdIMm9c28Loz6rnr4SG+/8hRbMviwHAez9e89aJO2psSXLi+iT2Hc/zzDw+WE5pnm/P5gWFJc5KulgT/+sODjE37ZAsBR0YLXLi+ibVLazl7ZR0NGZd/+v5+Dg4XODpRYmNfHX2daS47u4X6GpeDQ3l+tXsKzzfYlmLLmY24jqKrKUlvR5qLNzYzNuXx5bv2Uwo0a5ZmGJ4osfPQDBhY1V3D6JTHnQ8NohRcdnYLvR1pLj27hYeeGeNbDx6mpzXF8ESJ5w5miTkWyzvTTMz4PL1niqbaGGcsqaG5Ls7QZImNK+oYmfRY0pJkbNojGbPYtKaBntYkW/dNs+NAli1rG1m5pIaLNjTR1pjgB48McWSsCIBlWWxe28DZK+s5a0UdpUDzb/cOsG3fNGC4ZnMb7Y0JLt7YTDxmky+F/PixYXo70uTLFb8mZ3wODRc4f20jyzvSXLKxmZb6OA88Ncah4QKuY7FySZr2hgQTMx65gsYPNZvWNPDI9gkefna8GqT8Jt8b14XNGzTtdS04KsF8NGUUQry2qEKhJDdLhBBigRkMxXCKx/Zv5x9udymUQOvfbOJngIRrUZOK8jIq/b/zxZDJGb/aEdyYaHtUY62L61j4gWZyJsAPdbRMXp6AGhMFC3/8zjNAwWdv340u38E3BjJJh5qUA4ZqUrdVDoQqz4U6WpEJQ0O2EDXUc2zFf3p7H8VSyFfuPkBdjVseg4/nRz1BalIOYWjIl6L6sjVJB2MMM4UApRRNtTFcR+H5mvGsByhqUw5BaMgVw9ljaMNMPiARs2mqdbFtxdHxKO/E8w2ODTHXrvbw8H3NeNbHDw11aZd0opyUn/eZyQfYtgVEndTTCZu6tINSimwhiMZGtHLRkHGJOxZeYPCCqJ/K+LRPOmGjFMwUwurvIpNyqUnaYGA6H5AtBFgq6qvSkHFJxm2GJ0qMT3tctamNd1/dzRe+vY9t+6bK/Q1f/vfGUoZUEj72roCzuteSsOokABFCvOIkB0QIIV6tjKHoaYpe6dju5VBuMljuFK6inIjRKa/a9qHSW2Ju8JFKOLz/uh6aal3+6fsHCEId5WyUqyflCkE1qLBUZY9vNJHPFgKmy8/Nnc5GQdDsuSZnfHLFsLriUmnkN53zj/lo2YJ/TI+d0anSMWM3xjA15z1zj6FU1FSxsnoBivFpb87R/WO7thNtz8oWfKbzfvXxSpNEpRS2ZSh5IUe9sHwOhVUeh9EwNufaVn8PSjFTviaVnxWGbH72PFb53MYY/BCGJ0rlJomKN25p5+bLl3DPY8PsPJQFdfIEfyGEWGwkABFCiFep2TvXJ5+Yzt7YVtXXHz9BnisMDXc9PMTgWJF8KVpVOGZKrdSxiYXVkq6K415ZZUyUTP6P3+vHGFNeeZjznl939/2YU//6sZ9MJQCbDXZOeug5jymOP+zx4zw+sXL2sz/f7+CEA56080zldZXgA2DXoRx/8pVnGRwtlrvTn/g5hBBiMZIARAghxAtSSlHyQ3YemsF1VPWu/Ms6FnP7nUST5vFyX5LKcedOpOe+/sUc80WP48UEOceN8/i/z7dKwATQP5iLcjYca0HHJIQQL5UEIEIIIV4UpRRxVx3z80sVhoZAmygnpfx2v9xTw7Zng4/ZpPeoaWHMseaU6D1WtD2pvBXKjpJOXunJuKr0CrEUfsAJ26nmU+WzxX7D34UQQiwUKcMrhBDief26RY4XWgE5/ukwNCzvTPGuK7tpqY8D0cT52s1tbFrTUM3fqDxujOHC9U186M29tNTHTrrCUUmMv+78Ns7qqzvmGC92zC/0OZSCIDBsWt3AzZd3kYhZVIpNSeM+IYR46SQAEUIIcVLRKsTsnf7KRP0kaQuzfz/Je1X5NaE2rOrJcOOFHbQ3xcvNA+FtF3dy0YYmlDWbK1LZUrW0LcWWtY2kE84JuRGVFRHbUtx0SRfnlYMYeP7ViblbmBTHBh+Vz3HieRShhp62FGf11RN3rTnlbk+8Ji94fU5yHVU1oJGIRgjx6idbsIQQQpygEkBgIJ1yaMy4KCsKIrSO/hweL9HWGMdxohRr21KUfM3QeJHQRMdwXYu2hgSurSj6UflZY6IyvJX590whKtfb3ZKIOq57mpGJEsoo7nhokPueHGFs2sO1LVob4uVjgBca4k6UP5LN+7i2oqctiVKKfDFgdMqbbfhXpo0h4dq0N8WZKPcwqTRZbKp1GZn08ENDe2OcWDm3IpsPKBRDjIk+d23apbkuxsHhAp4fbQ/rakkwOuWhgLoaF4jyWUpeSMnXZFLRv25zhZCxrIfWhsZMLHpcRa8bHC8t3L4uIYSYRxKACCGEOIFSCq0Ny9qT3HLFEjxfs21/li1nNrC8I82eIzn++t928ZG3LKe7JckTuyYZnihx0YZmvvPTw9z75Aj1aZffvqaH1oY4T+6aZFl7ijN7a6N6UMdVsDp3dQNFTzM+7bHlzEa++eARHnxqlCvOaeWdVy7hk1/ezrmr6jl/bSMPbx+nvsbldWfU09Wc4K/+bRfawIUbmtDGMJUL2LS6ga/fP8BjOycItSlXvAKtDVYc/vC3VvLk7km++uND5Ish15zXwYXrm/jinf2ct6aBc1c18Mj2ceoyLktbk9x+30AUOGm44pxWbriwnf/4d0+z70iO5Z1p/ubD67j17gNYluK3Lu9i58EZ9h/Nc+ayWmKu4sBQgcGxImf31fEvPz5EwrW45cpuDg3nmcj6nNVXx48eG+aex4ejVZCooceC/f6FEOJUkgBECCHESYXacMsV3WRSNv/rW/sYnoy6iv/RzSuJu9EO3lTcZjzr880HDjMwUqCxNsY1m9t5Ytckb76gg8tf18J/+dJ2dh6aoTbt8Il3nkFPW/KY3AmloopO33zgMEfHi7Q1Jrjq3Fae2DmB6ygSrsXZK+u45rw2br37AI/umCCdsHHL3c0rvUR2HJjhGz85zOi0R09rkstf18KOA1nirhWdT1HtV/LosxNsXtvADx8dZlyVuHZzG1v7p+nrSvOWCzv59O27eGLnJIm4ze++aSl/dPNKntg1Ga3qOIpUImo4WCmLG4/ZOI6Fa0djue3eAfYfzfHRt/WxpqeGr90/wOhkiXW9tbzt4g66W1M8u3+az31zD55vuPLcVn7/phUcHM6zvT+L/Rt2NBdCiMVMAhAhhBAnMMaQTjhsWFHLd356hJHJErYFh4YLbN+fpbtlNog4MlpgdMrDDwyDY9EkuyET47w1DTy+c4Kdh7IopRid8rjviRHed93SE27uDwwXyp3PNcMTJZa2J4m7FoqoU/rKJTWMTnts65/GUtG2rSd3TfKGc1owRJ3kDw7lmSmGeJ5mdNpjRUea5roYb724E6fcNNCxLQ4O5fnpM6NctamFVT1pjEnTXB/nke0TnL+2gUPD+SjYALJ5n589M8Ybt7SzfCZFvqSrY47yOZiTJxNFOePZEgMjBbSGQikgmw+YygZoA/lSyLln1JGIOTy9d4rrt3SgVLRtqzbtsHlNA8/2Z0/9L1gIIRaQBCBCCCFOShtDEJqozwTl3GlDtVlgVSWBmmgybsrv9QNNwrXLid/RAeJudKwTSlrNOUYlA72yE8mYqIKWa1W6i0evdWzFMbnglfdVDqlgZMrj//3qTnQ5bjAGHEeRSTo8tWeaS89qoS7tMjCcZ3v/NOetbsBxLCylCMpvch0LDPhBdHCtzex5yh3Pj2GO+SP6uzLVBPNQR88GoWE86+E6FhMzPp/40naOjBaryfhCCPFqJVWwhBBCnEApRaEU8tiOCc5dVU9vewqtDeuWZ9i4oq78GrDm9uYoz7gtBSVP87NnxtjQV8em1Q3YlqK3I83V57VyfAN1a25KiGH2eTVbPeu5g1lqUg6vX9eIshRNdTFev66RmmRUHcuyjqtcVf4v24LapENtyqU25VKXdkknHPxQ8+SuCdb0ZFjXW8uPHx9hKufzqz2TtDXEecM5LcQci9b6OFec08KugRn2DeawLDgwlAeguzVapTmzN4NlqXKn9HKQNHckx6a8cHC4wJ7DOdoa4jyzd5qf/GqEIDRsWF7LdC6QSlhCiFc9WQERQghxUrat+Nr9A9x0aRe3XLGE/sE8a3szhNqQK0bVo6bzAblCAETBQskPmSkEaGP4waNDxFyLGy/sYH1vLW2NcQJtmCn4hKGprlhM5wPy5SpTSkHRC5kpRD8XPB1tt9o9xVQu4PrXt7OkJUk6abO0PUWoo8n6dC6gUAqr4yiUQnKFMKrYZY4tb2vKlbF2HIyCirFpj4e2jmFZisefm+DWuw9w9Xmt9LanSKcctIZP37aLs1fW01af4PGdk9x27yHetKWd1T0Z1vVmyBcDSn5IqA1TOb9aardQCpnJB+UfFfliSKFY4K6HB/mty5fw8bevYHTKY1V3DQ9tHUMbEyXpL2irQyGEOLVUoVCSWy1CCLHADIZiOMVj+7fzD7e7FEqg9cJNQGd7ZUS37+OuhWMrvEBXAwU/MNWSuH6gARVti7IgCKPKU9oY4q6NaytCbQhCjW0r/MBEW5mAmBvlZ/hBNOl2nGhrlR8YLAtc2yLmWqzuqWH3QI6pnI8xhos3NvORG5fzn/7+GQbHS9iWmh3HnGNUuqof//mUisZb6bheoU207SzuWGhjKPlRN3bXseYcExIxC9uCICw3Kwyjc9sWeEH02Zxyx3e//LNrR9fT8zVKqaipoRVd15Knj11RWgCWMqSS8LF3BZzVvZaEVSdd1oUQrzhZARFCCHGCasO+8vahkq8petGkXalyfoYx+EGl0aCqlqnVOprEK6WwlSIINH5QOS7ooFIWN5rYVibn1WOEoImOr7XCM5p0wubq89q45YoYt917iEzK4U1bOvj2T4+wbzBPMm4ThOaYY4Rw0uCD48ZbWa0wc8asQ0M+nF1RsZQiDA1h+f2Wiq4JzG73MuXkllDPBnBB+Q2Vn/1w9vzRao+unsOx1AmpMUII8WokAYgQQoiTqkzczfE/HzdLPn7SbKhM8DlhF9GLTW+YPUZ0kLFpn899Yw8b++poyLgYA///Dw+wvX+aRMx+3uP+urv31TEe99oTPo85MZA5JsH8ZG96Aea4iyNpH0KI1xIJQIQQQrwsx0/uT/z5lTumKpfe/enTY4Cpbg072Zall7NlqJJ18WLH9XzHgOODp5O/X7Y1CSFey6QKlhBCiNOCIqpq5dgWplyn9/iJ/gupvNayZgMkrQ2lQEeJ8XNe81IYYyh6IflSGOWTqBODECGEEBFZARFCCHF6UKqcbwJ9XTUUvZCh8dJLWmpR5QQW35/NZ0klbJa1pRjP+gxPFl/S6oQxUT5LY12MntYkSilm8gH9R3OE+uT5J0II8VonKyBCCCFeMVHiePRPqA1+qAlCXV0JiBK/DaGOHte60qDPVKtkzX19+ajlpojRc0rBh2/s5YYLOzCYao5G5dxhqKs5FabyvkBXx6WN4r3XLmXz2gaKvqapNsYtV3azaU19ddUiCDV+qKtlfoHyuI8dowHO6K7hr393LVed28qythQfe9tyPnxDL65rSW6HEEKchKyACCGEeOUoRXOdi4XCthV1aQc/MBydKJErBiigrSFOzLFIxCzGsz7jWQ+FoqMxRm2NSxgahidLZPNBVH1KQ23Koa0hjm0rZgoBmKgyVWdTklAbjo4XAWjIuNSmXQZHi3iBpjbt0FIfx7EVUzMB2YJPb0eaaza30ZBxGZ3yODpe5Kv3HGJsysMPDLUph/bGBJYV9RcZmiji2Ir2xgQQrZgopRgeLzGZ8/ECzZ0/P8pPnx5lasZHWfD+65Zyx88GOTiUx7blXp8QQswlAYgQQohXhFJRPsU737CEjX31lEohD28fp6+7BgV86Xv9DIwU+NCbe1ndU8NzB2f42n2HmMj6vPH8Nq7b0s7D28boak5SV+Ny690HeHZ/ltU9NXzozb1MZH3Gpj0uWN9ITcJheKLEH71zJTOFgD/5P88CcN357Vz/+nb+4H9vJeZYfOQty/F9zY5DWc5b3cDeIzmGJzxcx6KtMcHqngyFUsgn33UG3/7ZEZ7aNcVH37acMDTsPJTldasauOexYR58epS/eO8a4jGLX+2aJJVwaMi4/K9v7WX/YJ79g3lsKwq6MgkHpaLeHtJMUAghTiS3ZYQQQryi4q5NfdrhS3ft54t39vM//nUnQWj4yFuWo3XU1PDAUJ6//fpuntk7zdkr67jlim6+9cBh/uGOfv7qtl2MTXv8zrU9tDfG+a//zypmCgGfvn0Xn7l9F//yo4OkEjYQdWu35/TPsC1FY22MmqTDu67sJlcM+S//51m+eEc/X/3xIZRSfOvBw0zlfH753ARfvecQuUJIIm7TWOPygTctwws0f/jFbXzhO/18+4HD/PY1PVy8oQnLUjyzd5q//cZe/uzWHSRiNtee34bjRA0NtTGsX17HxWc1880HDnN0vIhtSwAihBDHkwBECCHEK0oBT++dZvehGRprY/iB5hfbxljekaKzOYHWhqHxEoGOOp2vX17LoZECT+6apCHjooCHto7R0ZjggvVNtNTH+eEvhwlCQ2NtjJ8+NcbOgzNYVhR82NbsJL/SNLCpNkZve4oHfjWCMYaGjMvDz07wmdt24ToWtqVIJWwaM271GB1NSbpaEtz1i6OE2lCXdnh81yQDIwWuOLeVINQ8u38a1426uh8ZLdJUG8Oxoo7py9rTvPfaHh7dMcFXf3wQSxLQhRDipCQAEUKIReS0n7KWlyLCanL57M9wXMEqA8ZEk/8oGX22F4cp715yHaucXK6POU1Yfn2l63rl2NHxDVY5KKl0ZDdEqyOOHZ1r9vyz57Ss6PprbbDK78FEPzuWil7PbNNA26babDEIDcs7UxydKHHnQ0eOSV4/fZyOYxZCnI4kABFCiEVCobAsC8epTsMXdDwvh1KAgnW9GZZ1pJjK+ViW4pwz6jkyVuLoeAnLUmgdfTrXUTx3cIauliSrejJM5wK0Npx9Rh1jUx6/3DHOdM7nwg3NKGBqxueslXWs6EpTKAWMTZXobE5EAQnQ1ZzE8w3jWY/DY0U2rW5Aa0M2F3DmsgwfenMvmZSDUuD5mmwhqFbHOjpRYmiixKVntxAaw0whYHVPho6mJD/bOkZoTBQYlYWV4McYXMfi59vG+ftv72V00gNz+jUbNEZVA0Sp3iWEOJUkCV0IIRYJpWwSrkM6GTCVdTgdAxCIVhHSCYdPvmsV3/vFIBtX1NNUF+Nvvr6bMDQkYtFSgzEQj1n8csc4K5ek+fhNK1jalmJ5V4qVXTX8/Xf3svdwnv/5jT18/KY+/uTdqxgcK/CWiztxbYuip/nqPYf47IfX8afvXoUfaDavacCyIF8I+dr9A/zRzSv57IfX8eTuSa7f0s4TuyYZm/Y4OFTgkrOamZzx2b4/SyJuM5MP+JcfHeST71rF5z+6gaf3THH15lbueXyYH/1ymBsv7MB1ohm6MYaYowi1QlmKYiHgv79/LbVph0/ftpuBkcLC/hJeBqUM2oDrGlzHxsJe6CEJIV6lVKFQOj3/DSeEEK8qhkD77J/cwb/+YIZHn4kRcw3GnD530ZWCMDT88TtXglLc9YtBGmtjFL2Q/iN5xqY9lILlHWm8QHN4NCqda0y0ZWpFZ5rmuhhBaOgfzDMyWcK2FH6oaW9MsKw9hWMrRqY8LAX5YsiBoTxdzUmWtacItaHoaRSwayBLoaRpbYizrD2FbSvGpjz2HskRhIbm2hhndNfg2Ipf7Zmitz3F0ESJwbEirQ1x+jrTWJZitPwex47GNzxZYiLrR1uuOlIYYGCkQKgNfZ1pYq5F/2Cekq9/7bVajBQGP1RsWOXxO9cn6Wtcg2MlUKf/xkAhxCIjAYgQQiwSxhhGi/385JkB/vmOFLat52yFWfyTwEoA8olbVhKEhr/9xh78MMrVcCrVqowhDA0ohW3NblMyGILQoENAzb6e8rOhjvIsMGCVb8wrFI4dbYUKAgNqNsfEtRVKRcniQRBdRMuKckogyusIwuhxx1GEYZT3YZdzRPzye2wLnHIeShCaauJ7paEiRJ8Dos9uiMZ+em2/ms2hCQKLm9+Y56pzOmhNrsBSslNbCPHKky1YQgixSCilqHFaWLP8CBvOKPH0zhiOE62CGBNtkVnMgUg0Rvjho0NooqRva07yNkSf0XXUCZvLFIqYrajs+jHHPWtbRIng5efUnNfYFjixY6/L3LK8c5+bTThXxKy526msY55LHPcepRSxOeNWKkpon6u6Pet5rs/iY8p5HwqlDL6vWLvSZ+MZiozbKsGHEOKUkQBECCEWkaSboTXVzY1X72QqZ9M/YOM6BlXOmahM8hcjU6449cTuKaC82lCtUHViEHDC+1/o+L/mtb/uvS903EqVrBd6z0sZ3+nCsqJR+wF0tYW87aocbTXLSbt1CzwyIcSrmWzBEkKIRcYYw2BuN7uOHuWeXzjs6nco+tEqyOkwy53dOLUYLO5VowWjZq9KPGZY0R1w1QU+q7pa6UyvktUPIcQpJQGIEEIsQsZoxotHGJg8wo4DBfYctBkZtwk1WDKffvEk/jhBpZeJbUFjfUhfd8iaZQm6GztoTCzBluBDCHGKSQAihBCLlDGaUphnxp9ksjBBzpsh0DpquLfQgzsNaKPRRuNYstt4LkPU6NG2FOlYmvpkIzWxBuJ2SlY+hBDzQgIQIYQ4DUT1leT/rl+KnJcl72VpTnecZlWp5lOlyK5cHyHE/JHbQkIIcRqQSeJLE1WuAmUZVPmuvly95yNXRggxvyQAEUKI04JMEl+a8mrRMZdNrqEQQiwGstlTCCGEEEIIMW8kABFCCCGEEELMGwlAhBBCCCGEEPNGAhAhhBBCCCHEvJEARAghhBBCCDFvJAARQgghhBBCzBsJQIQQQgghhBDzRgIQIYQQQgghxLyRAEQIIYQQQggxbyQAEUIIIYQQQswbCUCEEEIIIYQQ80YCECGEEEIIIcS8kQBECCGEEEIIMW8kABFCCCGEEELMGwlAhBBCCCGEEPNGAhAhhBCvOgpV/dvsf4tTwyz0AIQQpxlnoQcghBDi+RmjF3oIp7XK9dNGzwlKxCvBAEqBFxaJWUmUkusrhHhxJAARQohFxpTvKI8UBij5Myhlo5D7zC+FAkITEJgAf6aEMXL1TgWloBjk6M6sIWYnFno4QojThAQgQgix2BiiGbQ2tKSWknBSCz0iIZ7XkZk9GGSlTgjx4kkAIoQQi015J4tl2RjC8oNyB//lqMRy4lRRWMpCm/CFXyqEEGUSgAghxCKllIWu5oDINPrlkKt2KkVBsaUcQi0BiBDixZMqWEIIscio8j8WluQuiEXPUjbGhMgqnRDixZIARAghFiWFUpbsrReLWLS+ZOMQyvdUCPESSAAihBCLTjSxs5SsgIjFz7ZsyQERQrwkEoAIIcQiZWNLHxCx6FnKQUsOiBDiJZAARAghFimlLLRsbRGLnG3ZhARIyr8Q4sWSAEQIIRYppRSm/B8hFiuFhTLSKlMI8eJJACKEEIuUqvxftOSBiEXMUhZKVWq3CSHEC5M+IEIIsWgpjIlWQGRqJ17YQgSqCkvZgEIbjaXm95saNZqU/3UIcbqRAEQIIRYppaKplTFmgW4uSx/xxS/6HQXax9MFAl2c99LN2miK4TTTvo2FmrcwSKGwVQzXShGz4/N0ViHEK0ECECGEOEE0qTMGQhMS6mBBhuCbAC/w8BwfKwznKRZQ2JaFYzmAKq++SBCyWBljmCwdZax0kOlCgWLJoOe7boEC19EE4RDzWbRNKYi7ipqUS22shbbkCmzLnr8BCCFeNlUolGRzsRBCVBlCEzLjTTBeOEq2NEXBLyz0oOaRIuEmyMQyNCTbqI03Yyu5V7X4GIwxHM3tZ+fQfh7b6rLvoMPQqIPnz2/AaFmGhlrNZNYiDOfn3AqwbENDXUh3Z8DrzyrR11lHd2YNCSeFrNwJsbhJACKEEHOEOmQwt4ddR4bYtlcxcNRidMJCh+o1MaexLGio1XS1h6zvC1i9pIP2VC+ubHFZdCaKR3n68LPccU+SPQccDNHvbyFyQbRWKGWYrxQQpaLaDMYotIaalOHGNxS4aEMbnekV2JY7PwMRQrwscltLCCHmGC8NsHPwMN+9N8WhozZhaMpFqF4D0UfZ8LjN7gMuW3dq3nrlEOetdGlOLsNWsr1lsQh1wHjpIE9sc9lz0KkGHlG5gvn/rkbnn7/zVgrDKWVwHJgpKH72ZJxlXRM0JQukJAARYlGTAEQIIcq8sMhY8RAP/jJO/4CNbUd3dGfv6r6ak7INGAVz7mIPjVrc/0iM7pYx6uJt2HbNwg5RlBk8XWC6mGf3gXi0EqBeu5sZjAHXMYxOKAZHPdZ1lhZ6SEKIFyB9QIQQgujesWdmmJgO6T/klLd4VO4mV4KOV2vwAVDZYqYwJkrAd13D4IjF8ISPwVvoAYo5Al3C8zVDY045YHyt9uGY/b76vkWuoAnNAhSNEEK8JBKACCEEgIFAF8kVDOPTNpZleG13dlYoBcWSouCFaBMu9IDEcYxRhKGat7yLxWru57de49dCiNOFBCBCCFFlCLXCD14LKx4vJMp9OXYLmhCL22v5loEQpxMJQIQQQpyERB2nC3OKZ91mzgnMcSerBKfHPy6EEL+OBCBCCDGvTHWbyPETu2gyZ075hFKIFyv6XipCbdDlvxtjyt9dgxfoYx4XQogXQwIQIYSYJ8YYXNuiJuWU1xfKkzYTdRtPxm1cxyonwMtkTiw8VV7iOKuvjnXLajHGYKko4d2xFVee20prfZwwNNXXVrbtyRqaEOL5SAAihBDzxBhoro/zB2/vY1lHiiDUWEqhDTTVxXj/dUvpbEpUJ3lKUf0zen8UlCiixyXhVpxqiiiYuGBdE793Qy/N9XFCHa1+OLbFWy/qpKslQahNNXAulELyxRAv0FQ6tgshxFwSgAghxDyxLMXhkQLP7s/yvuuWkk7YGMAPDe+9bikzxYCDwwWUUniBZqYQkC345Arh7DYXoOCFZAs+2XyAH2iAOdtihHhlKcDzQ+rSLu98wxICPdsrJtSzWwaD0ODYiovWN3PNeW2sXZohDKPvvXwzhRBzSSNCIYSYJ8YYLEtx272H+Pt1G7n8dS3c8dAgF21oYn1vLR/7/DPRhE4b1i+v5brN7cRjFsMTJW67b4CZQkDctbj+kk42LK/DCzQ/emyYrfumq9tfhDgVjIHvPzzIxWe1cOW5Lfzw0WGScWe2dwyGJS0pPnT9Mg4N5zk8VuSmSzs5MlbiK3ftx3UsCUKEEFWyAiKEEPOkEiQYBV/+9/2ct6aRzWsaeMdlS/jfd+xlZLKEpRRXn9fGOy5dwt2PHuUf7+yn/2iOT7xzJW0NcS7a0MSyjjRf+O4+fvjLIVb11JBK2Av8ycSrmSFaxZjKBXz6tl3ceGEnZ/Zm0NqU2x8aapLR6sgvto/zhe/s49sPHuFvv7GX9sY4157fTsnXC/0xhBCLiAQgQggxj4wxxGyL7fuzPLt/mg9ev4w9h2f4xbZxXEfRmHF545Z2/v3hQQ4NF0DBw9snmMj63HRpJ3Vpl1whYCYf8MSuSb7z4BHyxVC2X4lTygCuY7F7YIYfPDLE2y7uoj7jRk8oqE87xBzFI9vHSScdMkmHbD7gwadGuWpTC7YtK3RCiFmyBUsIIeZRpVypUorHdk5w9so67np4CNtSGAOphEPctVi/vI51vbUoFNoYglAzMlHiyd2T/NZlXfzVB9fyi+3j/HLHBINjxWOOK8SpYDDEXJufPDVC35I0l2xshkqhBEsRhiaKR5RCa41lgedrYq6FJbc7hRBzSAAihBDzTSnAEISGoqcplcJqABGEmnwp5Cvf38/kjI9lRdWucsWQmqRN3LX569t2s7KrhjduaePCDU187ht7GBwrSfAhTrHK9xa+//BRPn5THy31cYwxFEsh6ZRDTcJhIuuRiNnkij59S2rYezhHqaRJJmzpcSOEAGQLlhBCLIxoLgezf2BZiqHxEtv2TfOxm1awpCVJa32c3o40f/G+1axdVsvGvlpWddfw3MEs/3BHPwPDBToaE2iZ2YlTZDasNdUv64GhAg8+PUpNwsEPDGNZjwd+Ncp7rulhdXeGurTLDRd0sKqnhq/cfYCYa0nwIYSokhUQIYRYCCYqYZorhmg9OzMLjeH2+wZ4+6WdvPWiTkanPXpak5Q8w9SMT0t9nAvWNbKiM01NymF0ymPvYK7cHE6IV5YhqoC1dd80M3m/+qAxhnseHyERsxmb9rCAB54a5eh4kTXLMmhj8HzNl+7sJ5sLsBSyRVAIUSUBiBBCzDNjoupBo1Me//yjg0zlg2oSuaWg6IXcft8ALfVxXEexdd80Q+NFQmPYuneKQ8MF0nEbbaKgZKachC6TO/FKq+YrPTcBRKt0ldW2mWLA1+4/BChs2wJjePZAlp2HZlCANpXS0wBKOqMLIaokABFCiHlWCRSCUDM+7UXlTI8JHgyhhqGJUnWnliFK9g21YWLaY1KVd8MYubMsTp3jixuc+F2bfRyi76iZ3al1zGuEEKJCAhAhhFgw0WTt+OBhdrJ3/ESOajf0ufvpJfh47VLAqf71z/1+Pd937aU+LoR4bZMkdCGEEOI0JXndQojT0f8FAAD//+3deZRcZ3nn8e977629eu9Wq9XaJWu15X23Awa8QYAQMoRA1gGSeJJZSGbIQpLJJCdDJpNMwjGckEMOJzBzGJZxiGFwhtXYYBsb2ZYsW5K1W1Kr1ep9re3e+84f91YvkrwRqarU/fuc07a7q+rWW33f636e+77P+yoBERE5i+7ZzrEWbXLYgIxxcB3IpcN4NGwpn6PosxtjMUbVJiKXAiUgIiIQb6iWJJWCpnxIGM5bJ3cJMiYqlPc8cB0HpWWNJeGkyaY8lnf5hCEsWNd5SYmTDgPplKUl7+KaRL0bJSKvQgmIiAjRXdOEydKaN/R0+YR2try2zi2rh+gz+yG0NoW0NydwTbLObZI5hoSTJp/KccXmMskELNxUZqn02bnPWakYVi4PWN2dIuGm6tgmEXktVIQuIhJLOlk6c+3ces0QZ4ZdpgsGYyyW81SDL2YGbGjwXLj56gq9He14Jl3vVsk8jnHoSm/k6s3PMTBUYvf+BNMFJxoNqUfht6UOg2QGYyCZsKxaHvDmmyr0tKwg6WTq1SAReY1MoVBaSn9WRUReUTkocHj0eZ7aN83OPSn6B914OhY1T0LqFNPhOpbO9oAbdpS5fluKda1bySWa69EaeRXjpUGOjR5l30sz9J9xqVSoy2my1RHDWr63BceFjtaQzWthXecqOjMrSTgarRNpdEpARETOUg6K9E8fZmD8DNPFsG73UuvxviHRZoiZlGFZcxu9uS0kvbQKexuUxVIOCkyUh5jxRwltUPM2GAzlsIhrPBzj1vS9HeOQcppoSnaR8fI4RjPLRS4FSkBERM4jtCHloEA5nJmbglWjGNxacI3LaOk0Oa8Vz01Sy+EXg4NnUmQTeTTqIa/GWsto8QxpL0s20VTPlqD+KnJpUA2IiMh5OMYh7eVIk6v5e9s42Sj6BfLJNlJuBgVW8mps3QqVLCEBFlvbZH3e+0QjdLpGRC4VSkBERBqWrcuUGrk01WOaXDXpMdi5FKBWRfDKN0QuWZosKSLSaOIb2XNxnCItERFZPJSAiIg0muq0EuMSahdyERFZZJSAiIg0rKW6u7WIiCxmqgEREWkw1QlXDgarERAREVlkNAIiItKwNAIiIiKLjxIQEZGGZHCMW8elVUVERC4OJSAiIiIiIlIzSkBERBpOVAXiGIO1YZ3bIiIicmEpARERaVja/0NERBYfJSAiIg3KMS4hGgEREZHFRQmIiEjDMloES0REFh0lICIiDSpahFcjICIisrgoARERaVDGqAZEREQWHyUgIiINy2BBu6GLiMiiogRERKSR2dl/iIiILApKQEREGpSJq0CUfoiIyGKiBEREpJEZi0ZARERkMVECIiLSoIyJa0CUgIiIyCKiBEREpGEZsEZ1ICIisqgoARGRBqIge070u7DWYjUGIg0qqlMCa524j2rpaBF5dV69GyAiErEU/GlK4QS+ncbi17tBdRfYgHJYJCiP4pilfb/IIUnCNJF2m0m66Xo358cW2oCCP0XFTlCxM7AINpq0QDGcoewnmAkT9W7Ov5DBJU3CNJHxWvAchUkiF4OuLBGpM4sf+gwVjzNcOMGpQTg9ZCiUzJIfEIn2AAFjZpb0fWUDNOUtPV2W7naP7sxltKW7692s180PK5yeOcTg1AD9g4aBYSj7ZlGc29CCMZf++IfrQluzpXdZSGdzluWZreSSzfVulsiiYwqF0hL/Ey8i9WMJbMjp6SO8cOIk33oszZE+j5kZqFQWQTRzAVj0a8BCKmVpylmu2lrijhvLbOjYTEdmBeYSmUkc2oCj43vYfWSE7z2Z4eRpl+kZBz+IAvfFYDH0VWMs6ZSlrdly+3VFbrzCY33rNvLJtno3TWRR0QiIiNSRYaYyzuHTA3z1uxkOn3BxHUsiAYmE7o3IQlMzhkeeyjA14/Ceu06SS7SQ8Zrq3azXZKh4kkP9w3ztOzkGhl1cF1KpkFS9GybnsBaGxx0e/E6Wil8kf2PU18wSnwYpciEpARGRupooDbPvWMCpM0mSCUsYRgHApX8vVS4si+NEX88fSHD1lhKrWiZIu3lMgw8h+GGFycoAu/clOTPs4nkWa8Haxm730mVxnegcPbsvwRUbJ1nTEuBeIqNtIpcCXU0iUhfVdZ2myxMMDHn4gSGcrcdVYCZnM3E9DJQrhlODlrItXgJlQpZKWGKmVOTw8US0srIS7AYX9TXHgbEJh+GJMku+IE3kAlMCIiJ1VQ7LTM0o+ZBXZ20UGAbW4IeGuEy/3s16RZao/iMILSMTbvxT9fFGVx2dCgMIw0t/pTKRRqMERETqzs7GkArM5OVVZ1qZ+KvBc49Z89vb4LPFJGZM3Lm0GJ/IRaEaEBFZ9Ky1cZ2Axdpzw4noMTPveT/Osc///cUSfQ4bbQRnzt/2uc/6ciGUafj6icXGXuAkxM4/oJ0/IhSd21r1x1di7cuPIBjjNEQbzxWPsCn7ELkolICISEO4mEt4zgY3xsVLJLHz3skAYVgh9Cs/VhB0dpBXi6AvOr6D4yUJAx9scN7ko/ocY5xz4ygbEvqlBg3+FqcLHctWE0xjLRaL46YwrgdYbOATBiXqOdGh2gfdZJZzr24L1hL6ZY0KiSxBSkBEZNGrBkKlyUEmz7yIMfFcfAM2DMi0rCDXsfZ1B+PVANBxE+x/+K9JpptYc937MRdx9+RqG8OgxMhLPyLbvopUUzfMa3v1OYFfYrRvF0G5EN3PjX9uDTiOR9uqqzHGVRJyCZo9l9aCcSD0Ge9/nsrMKBhDOr+MfNcGwjCYS1RqfI6NMfjlacaPPQnxKEi0+IQDxuIlszR1bcLxUnVpn4jUjxIQEVkSjOMw2vcse//fn5HvXI+Xbp4tPulcdxO5znXzAiCDwcRTRxZO2zLGARM9DiHWBhjHpTh2ijDXPvs8Gz/XYLCE2DCcNzrixKMSFmvD+N5wPAa04DXxNKt45STjuNFu08alMj3Cc//3D9lw24dYddW7zzu1LCjP0PfcVynPjOAXJ5k8c4B810YSmRaM49G26hpmp5oQB7VOnJxVp/MYN37Gws8Q/S7Myz6uYPLimn8eRvt289LOz1MYPUEy1wk2oFwYp6VnG2uuez+59tXR6TTObJ+v7mlhbQDWzk3cMvHEvtl+aOPzGicOmPi/TbQEQNx/z3vOjUN5epiXnv7fYC3lwhgzo8dp7t6K4yXJtq4k27pqNgGZPca8dkbHAUN0vTB7TVZnns2/ZizYYPal6oMijUsJiIgsDRaMif6Xt/6WD9K+6lrC0AeiEYygUqQw1ofjJfGLk4ShTyrXSaalJ3q9iYKy4uQAxfF+MCZ+fEX8cDWgs7iOh1+eZnrkJQK/RCLdTL5jLdVMYnrkGOXCOK6XJNu2Ci+ZA+NSnhmlMNaHDX28dBO5tjXRWqBx0Dd55gB+aRovlcVL5PBSORwnAWftJ1ENThOZFrbe+RGMcRnr283uB3+H9bd8kI61N1CeGWXi9D5y7evwUlmqU2KmzhyIA1BDMttGYaKfMPBJZlrIta+lmqwYx6VSGGNm5DjWhiTSLWTbV1GdaqMk5OKy1uI4LpODBzn4vftJ5TvZetfvkutYBzZkrO85jj/zJfZ9+7+x9S2/Q7a1l8kzh0mkmwj9MuWZEYzjkm1fQzLTAvG1YBwPvzDBzOhxwqCCl8qTa18DxqU4cRq/NIXjJigVxnC9FLn2NdEUKxucWw8VBmRae7nyHR8DYOjI4xx45H623f17pPLLqBTHKU0PRf3YTQIQVIpMjRwj09SNX5rCOC5h4FOeGcVxE2Rae0lm28D6QHzNjJ/Chj6JdDPZtpUXdQRSRC4MXaUisoREwXMi00KqqYswqABR0DM9fJQDj9xPcWKAjrU3kcq1MXL8aVZf86/ouuyNhH6JwSOPc+zJz9G68kpSuQ6Gjz1Jy4rL2Xjbr80e23E9JocOcej7f0sqv4xcx1qGjjxGtmUl62/9ACMv/YiXfvR5lm+7m8kzB3G9FJve+O+YGjrC0Sf/gWzrSlJN3QwdfYzW3qtZd8PPE/hlDjxyP4XxU3RtuJ2p4SMUxvoIyjPxbeC5EYyzOV4Sx0nguIm4fQm8ZI7CWB97vv6fWX/zv2bF9rdhHI+p4YPseei/kMp3UpoaxEvlyXdtJNe+hqEjj9PUuYENt/8ajptk7ORujjzxGbJt0V3skRNP09S9mY23/upsMCsXlwVeevpLOF6Sy97wm2Rae2cf6dp4O7mOdTz7wIfp2/Mgq695Dwe+93EqM2OkWpbTsfp6ZkaPM3H6RS77iftoW30tBpgcPMSh73+KdL6LbPtqho/9kGz7Wjbc8iH69nyN0y9+i0xzDx3rbmaify9uIsPmN/8WrpfC2vA8fdDgeulooKLaB70UbiLN5JkDHHzkE2y87VfpWHsTYVBh9MSzHHz0E2y6499zeu83mBw8TDLbyrJNb6Qw1sfU0BHW3vALdKy9kZHjO3npR58n29pLpm0lQ0eeoGXF5ay55r0Y10WLLIg0LiUgIrLkDB15nOLEADb0McahbfW1YAyVwjhtK69i+71/ADbgwPfu5/ATn6HrsjcweeYghx79JCuv+mk23PJBwqBCvmM9J/c8SHlmDBw3moo1OcjOL9xH+9ob2HrnR0ikm1m++c088dlfJAzKFCb6aV97A5vv+DATp/cxOfAifnmGXf/0n1i+5U623vk7uIkMy7fcxdNfvI9ktpWJ/r0MHPg2t37wAfId6/BLU+x+8Pei6V/GiYI7E42ULDAbEC6czmLDgHzHelqWb6dvz9fo3HAr6fwy+vd8HbC09Gzn5O5/omPdLWx7y0cwrkv76ut4+ou/gZvM0rvjpzj0g7+lZcUVbL/r97FAR99unn3gP5DKdbD66ncT+OXZUSG58Ixx8MvTjJ18lu4td0UjdfOC/zD0yXdtpHPdLUz076U0NUylMEZhcoAr3v6ntPbuIAx8nn/oT9j/3b/iqnf9JYlUM7se+C1aenew7Z6P4iWzrLj8bfzwc79EItNCGFYoTw+z4+1/RsfaG5k8c5CdX/h1ho78gJ6t9xAEZ5/zaFTN2ni1tgUsTV0b8NLNHNv5edpXX0cYlBk8/CiOl4r64K5/JAxKbHnzf6RlxXb80gwHvvdx9n7zz7nx/X/PgYf/hrZV17Dlzb+N46ZoX309z33190k3L2fF1rsJw6Am50JEXj8lICKy5AwdeYyxU3tmA7Zcx9poCoi1dK67maA8gw19UvlllKdHKE0NMd7/Ao6XovuyN1KaGgIM7Wuup2PdjdE0qDDAcTxGjj1F6JdYc+17cRyX0tQgmdaVrL3+ffTv+wapXAejx5/h9P5vkm1dybJNd9D33IMElQKZll5Gju8k9Eu4qTzZtlWc3vdNCmN9rL3+F8m2rKQ0NYSXzLLh1g8xeuIZrA0JK0UmBg9CGC5Yaam5a2O8AtFZbAjGYfV1P8vzX/9jJk69gO326d/3DZZvu4tUrhPXS7Hmmp8hqMwQFMs0d2+he9ObGDjwMOmmbmbG+li+9W4Gj/yAMKhgjEsy28Hp/d+kZ9s9uPG8frmIwpDQL5NI5TnfGnIGMK6HtcHsUrgrtr+VfOdGytMjGMdj00/cx+P/8POM9+/FS6QpF8Zo6rqM0RPPEvpFvHQzzd1bmDy9HzeZJdu2mqauDZSmhnC9FMZxGe/fS+eG25gePEwYVGZXtDNuglz7WtxEGstZIyMW3ESOFdvvZe83PsZo325S2Q4mzxykZ9s9eKkmAr9M5/pbyLb2UpoexnES9Gy7hzOHHuXAI5+gMDFAd66T4WNPYcMAC2RaVzB+chcrtt0L+Of9vYhI/SkBEZElZ+Nt99G+5roocMZgXJeZkeMLYxUTFaHbMIzu4oY+iVQTGDd+XlykHlqs41F9ceAXsdbiJXNx8a5DGJRJZttxHI/V176X8VMvcHLXP4Lj0tKzHcK4qDeoUJoeiQp7i5OsuOLtVGbGOPrkZ0k1dc2O2IShj5vMzSZNNgyjUZgwKtCtCsMAl/MwhjAo07J8G03LNnPm8KNMj56gXBhj+ZY7mRg4gJtI4yQyhGGAISoKTuU6CCpF/PIMrpck9IuUpkfABmAMa65/P14yq5GPGrCEuMks+a71jPfvwS+9DS/dFG3djcFxE5QLY4z1PUe2tZdkphVrLalcO9UdES0W43h4ySx+aQInrp2wNqA8PUJoAyrFSZZvuRMvlWPgxe9Wq9Rn9++AaETNBgGV4gRBpTjbRsdLRX0Dzh0BMYANaV99LbmONZx45su0rLicwC/SueG22eO4iUx0PcR9yvGSOG6Cwng/jpsg9EuUZ0ZnD7t8692ksu3Y8NylqUWkcSgBEZElx0s3kcx1xHsQmNm7tmczVEssQpLZdgqTp6kUx0nmO7CBjw19JoeP0ty9JZraZEMyLT0Y4zA1fJSmZZshKOMmMoyf2kMi00K2dRVtK68iDCoMHXmcY099jp5t92IcFyeRpnvTHYRBBcfxmBo6BG2rSWSaGT3xNKuvfg8Arpdh6swhgqAEjoObyrJs/W3ntN+auBj8vJ8MMA7dm97EgUfvZ+jwY3SsvYF812VMDLxIeWaMmdGTtK28OhoRsgFjp/aQaV5O8/KteKk8iXQrPdvuwS9NgQ2ZGjpCprUXx03GQaMCwIvGRvU8K696Nwce/jgnd3+FNde9j0S6CYDC+GkOP/Z3zIwcY8OtH8JNZMBaxk49H4+GGFwvxcTQUQK/SKZlJZnm7mgFKizdm99E4JeimqaBAyRz7QweeXxBE+YWjTMkUnk61tw4t6ja7N6IL7/7ibUhqVwHK7a9lQOPfoKxU3voXHcz6fyy2WS7MH4KHAcbhjhOtJS2X5pk/U2/zJHHP0Mi0zx7zWAcZkaPk8p3snClLBFpNLpNJSJLRxwM9b/wEIcf+zRHn/gMh37wdwweejR6zMKCegkbRlOcAp+OdTeRa1/Dvm/9BZXCGFjLiw9/nN1f+QhBuQAWwqBCx9ob6N70Jg5+735GTzyNk0hx+LFPM3DwYbo2voEXH/4f7P/2X0YBfKYVvzxDa++VbLz1Vznx7JcZPbkLL5Hh+LNf5pkHfovi5ABrrnsfp/d/m6NPfRbHSzJ87En2PPRH0YhHXOJhsXHGNPc1m0DN/1izH89gQ5/WlVeS71hHeWaMnu1vw4unbFkb8MJDf8Lkmf04boLDj32a0ZPPsv7WD9C28kqWb34LLz7814wc34nrpTi56x95+ku/yeTA/ngVIm0hfTEZYwj9Ml3rb2XV1e/hpZ2fZ+eXfoPDj/89Bx/9JDu/eB99e77G9nv/iK71t2BDH7AMH/0hR574DMZxmBo8xM4v/BpN3Vto7b2CXMd6Nt/xYU7s+gpnDn8fN5Hm1PNfZ+eXf5PhY0/Fo21zdRWz06rCMFqut/q9WdjOuRcsfD1EyX/P5W8l27qSMCjTvub6eLnp6HUDL36HYz/8HIlUjunR4xx67NO0rb6W3h3vpPfKd3Di2f/D+Ol9JDKtnNz9FZ7+8r9lYuDFhY0QkYajERARWSKi6SctPduZGjzM1OBhqkFy4BdZse1empZtIpFpjfcTgFRzN22rrsVJpEhmWth290c5/vQXOfDwx/FSebxUjmt+5m9IZFqivUVSeYxx2XbPH9C/75859cJD9O/7BqFf5sp3fIzW3h00L9vEyd1fYf+3/zthUGH9zb9Cc/cmWnq2k8i00L/3nxk48B2KE6fZfs9HaV99LcZJkMovo++5f2Lft6LXbbz9PsZO7oqn1LzaR7d46aboPdIts/UAxEv1ZltXUeocYtllbyDwi2DDqHh+210c+9Hnozn8Ych17/0ULT3bsGHA6ut+jmTTMk7ueoD+vd/AL0+x453/lfY11xOeU4wsF1q0Z0s0NW7V1T9N8/LNnHr+IYYO/wCMQ8e6G7nynR8j37k+rtGJFilYtvlN+MUJ9n/nr/BL06y/+QP07ngnrpcmDMqsvOpdJDItDB56hOGjP6Q4eZrtd3+UzvW34Me1UXELcByPlp7LyXWseU1tTubaaF99TbQim61+jpBkto2WFTuYHj5CS8+2eF+SaMnqjrU3UZwaYO83/5zQL7PssjfQe8VPUilOsvLKd5PItNG350EGDnyX0tQg2+/9Q9pXXq0ROJEGZwqFkm5TiUjNRSGG4fnBJ/jsVy17DydwLlK8sGAaSDVw4+y9zqp3cM2CTd7mzyeJNhCMdhjHWhwvCcaJ7+rOf57BGJcwKGPDAMdLxjuOB/EmayGBX8ZxnGhpUhvObjRogwph6OO4yeh7G9WgOG4imioWVKLpWm7inFV+XingmlsNq9rG6FOXC+M8/9Af09Kznctu/zcEfpGTu77CiV0PcOMvfAbHSUQ1J14q+kyhP/c+xsGGFcLAx3ETGCcRT525eJsRGmMpVxzuub3Az72ph67MepwGTnYslkJlgoMju/jTT2UpFOOtXS7EsavT6wzguNFIxPxN+OLzE+1fM8izD3yYFdvfyrqbfolKcQrjutHyuWE4l5Rydj+Mzmt1n494m8J541tzGxu+3DlfsGv7WdeY43oElRJP/q9foWPdjWy87dcxOIRhhd0P/i5tvTtYd+MvR6uqOW50zVVXdzPgGJfwrGtm4WaFP34fdByL58D73jHFT11zG65J/tjHEpGFNAIiIkuLcTjvtPS4uPasH1Kd1G6qRenx3PtoF2iLIYgfqx4mCnjC0AfHxXHcaHaXjQPzOGlwvWR0jHj3cBMvj4vj4jpu/Fgwe8xozxKDE78ujIuNI6/xPtKCHaYdKsUJjj/zJbCW5VveQuiXMBi8dFO0waKNipTdsz+DtXPtNS6uV23vxU0+ZKHZoN4CQTUZrW4EGWLiWg8wGMcllevAS+WjwD8RrVIWBv6COonZPrqgH85LOolqROac/f2rtTe6nmxcoFGcOMOxp/4nxjis2P42HMebHb1I5bvwUnkA3ERq9pqotsUQXQem2lbLgile6oMijUsJiIjU3cUOE15rIDL/eQtfY859PPrBy77HwmO9/mO8nsdey29wbtQiSqSM60Y7vzsum9/822TbVs2O+vRsu4cV29+KDf3ZYPB8n2FB4DrvBwr8auflf9dm3j8tyVw71/7sJ7E2iKdkzfWHef8655jnP69nr2n1yuf9fNdCdW+Q6eGjeKkcV73rL8g098ztbeMkufzeP8TGdSPVWwFnt2Vhu+faIiKNTQmIiDSEaqCkAOLiM8Yh9Cu09u6gfe0NBOXp+E54fBZCPxooMdpJ+kIypj6rMlVHpMKgHLfj5adL1Ur03pbODbdGdSmlyXlTCqvtjUb96jOqdm5BvYhcOEpARKSuHBw8b+H0Ebm4qsFc4JcIKgWIa1uqP6/urt6ojLELqhAaX7QkWdKzzFiDMbVNtOdGC5xzflYvs32wUiAoz2Ac55xEo77tjYrgjTl3vEdE/uUat3JPRBa16p/0dCJLa3OA41qMseevz5ALysybxjJ/ydN6B6WvbK5jOMaSyxpcJ9HwwaEBXCdB0vNY3uXP699Lu6PPTzKM4/Jq07hqy8ZJIiSTlkxqbqNREbkwlICISJ1Ef9DzyRbWrPBJJcAx0cozIgtVV06yhKGhOQ8bV0PCZBokYH0lhoSTJpvIcsXmMo6Zm4plz953RhpAdVUvqASGnq6Ano7GT3RFLjVKQESkrlpTXezY0MS12ytUF/mc3V1PX/rCxnUT0SLJ6ZTlJ++YYe2yJrJeS/ycxuYYQ0dqHTs2Wa7aWp4NZY2xcR5e/9+xvuKvODkMQ+hosdx5S5melmUY477s+RWR10/7gIhIHUVB5WRpmBPjR/jRvgKHj3sUSro3InMs0bSr5nzIjk0Bl69vpie7kWyiqd5Ne12GC30cGTrOM/srHOtzKVecuhSly8uzgOtYOtsCbrg8ZGNPN8sy60i6qXo3TWRRUQIiInVnraUUTDFSPM10aYZyUFFgJrMsUSFw0kvQnGqhNdVN0k3Xu1mvm8UyXRllrDjEdGkaPwzUzxtMlOw6pLwkbekOmpKdeE6i3s0SWXSUgIhIwwhtCITxuIjI2QwO7iW+34MltCGW8NWfKnVjMBjjLthNRUQuHC3DKyINwzEOKk2Txc3gGBdQTYGILF36Sy8iIiIiIjWjBERERERERGpGCYiIiIiIiNSMEhAREREREakZJSAiIiIiIlIzSkBERERERKRmlICIiIiIiEjNKAEREREREZGaUQIiIiIiIiI1owRERERERERqRgmIiIiIiIjUjBIQERERERGpGSUgIiIiIiJSM0pARERERESkZpSAiIiIiIhIzSgBERERERGRmlECIiIiIiIiNaMEREREREREakYJiIiIiIiI1IwSEBERERERqRklICIiIiIiUjNKQEREREREpGaUgIiIiIiISM0oARERERERkZpRAiIiIiIiIjWjBERERERERGpGCYiIiIiIiNSMEhAREREREakZJSAiIiIiIlIzSkBERERERKRmlICIiIiIiEjNKAEREREREZGaUQIiIiIiIiI1owRERERERERqRgmIiIiIiIjUjBIQERERERGpGSUgIiIiIiJSM0pARERERESkZpSAiIiIiIhIzfx/iUTKuioVChkAAAAASUVORK5CYII=\" style=\"width: 800px;\" data-filename=\"Open Vs Closed Laser cutting-1 (1).png\"><br></p><p><br></p><p style=\"text-align: justify; \">If your projects are diverse, frequently require handling large or unique materials, and budget is a key consideration, an open-type machine may be the most suitable option.</p><p><br></p><p style=\"text-align: justify; \">If your business is expanding, you are focused on increasing output, and require the highest standards of safety and consistency, investing in an enclosed-type machine offers long-term value.</p><p><br></p><p style=\"text-align: justify; \">Both types of machines deliver the precision and speed of laser cutting. Looking for the right CNC laser cutting solution? Whether open or enclosed, <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> help you choose the best machine for your production needs. <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Get a free consultation</a> today. Explore our <a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\">STM Laser Cutting Machines </a>for high-volume production.</p>','Open vs. Enclosed: Which CNC Laser Cutting Machine is Right for You?','cnc-laser-cutting-open-vs-enclosed','Compare open vs. enclosed laser cutting machines. Learn which is best for safety, productivity, and budget. Find the right CNC laser cutter for your business.','Admin','active','2025-08-29 10:54:18','2025-08-29 10:59:49'),(33,'Heavy Drilling Challenges in Auto Parts? Here’s Why Radial Drilling Machines Matter','','https://stengineers.com/admin/api/product-upload/thumb-742311756875738.jpg','<h2>Heavy Drilling Challenges in Auto Parts? Here’s Why Radial Drilling Machines Matter</h2><p><br></p><p style=\"text-align: justify; \">Ever noticed how every automobile, from a tiny scooter to a heavy truck, relies on thousands of holes—for bolts, bearings, joints, and fittings? Each of those holes is a story of accuracy. On the shop floor, massive and heavy parts can’t simply be shifted for every drill point. That’s where the <a href=\"https://stengineers.com/subcategory/heavy-duty-radial-drilling-machines\" target=\"_blank\"><i>Radial Drilling Machine</i></a> comes in, turning a tough challenge into an effortless task.</p><p><br></p><h5>Heavy Drilling Made Easy with Radial Drilling Machines</h5><p><br></p><p style=\"text-align: justify; \">A Radial Drilling Machine is equipped with a swivelling arm and an adjustable drill head, both mounted on a column. With its 360° rotation capability, the arm can cover the entire workpiece area, making drilling operations flexible and effortless. </p><p style=\"text-align: justify; \">This setup enables precise drilling on large and heavy workpieces without frequent repositioning, making it an ideal choice for manufacturers handling bulky auto components.</p><p><br></p><h6>Radial Drilling vs. Conventional Drilling—Which Works for Heavy Auto Parts?</h6><p><br></p><p style=\"text-align: justify; \">While <a href=\"https://stengineers.com/subcategory/milling-machine\" target=\"_blank\">milling machines</a> are capable of drilling, they aren’t always the most efficient choice. When dealing with large or heavy components, milling machines demand frequent repositioning and complex setups, which consume valuable time and slow production.</p><p style=\"text-align: justify; \">This is where the Radial Drilling Machine has the edge. With its swivelling arm, adjustable head, and 360° rotation, it easily reaches multiple drill points without moving the workpiece.</p><p style=\"text-align: justify; \">The added advantage of rotation also means reduced downtime—operators can continue machining on one side while preparing the next setup on another.</p><p><br></p><p><b>The result?</b> Faster setups, easier handling of bulky parts, reduced costs, and precise drilling—making it the smarter solution for heavy drilling operations in the automotive industry.</p><p><br></p><h5>Heavy Drilling in Auto Components—Why Radial Drilling Matters</h5><p><br></p><p style=\"text-align: justify; \">In auto component manufacturing, heavy drilling is not optional—it’s essential. Every manufacturer knows that the essential parts require deep, accurate holes to ensure durability, alignment, and performance.</p><p style=\"text-align: justify; \">From the engine to the chassis, several vital components rely on heavy drilling.</p><p><b>Brake Discs - </b>Ensures evenly spaced, precise holes for studs, delivering balanced and safe braking performance.</p><p><b>Suspension Arm –</b> Handles bulky arms while accurately drilling holes for joints and fasteners.</p><p><b>Flange – </b>Provides exact hole alignment for secure assembly with other components.</p><p><b>Engine Mount Plate – </b>Drills precise mounting holes to ensure proper engine alignment and stability.</p><p><br></p><p style=\"text-align: justify; \"><b>Are you ready to make heavy drilling easier, faster, and more reliable for your auto components?</b> Our <a href=\"https://stengineers.com/product/rd3050\" target=\"_blank\">Radial Drilling Machines</a>, designed with full 360° flexibility, take the load off and decrease your downtime.</p><p style=\"text-align: justify; \">Check out the latest <a href=\"https://stengineers.com/subcategory/heavy-duty-radial-drilling-machines\" target=\"_blank\">Radial Drilling Machines</a> from <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> or <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">connect with us </a>to explore solutions for machining heavy and large auto parts effortlessly.</p>','Heavy Drilling Challenges in Auto Parts? Here’s Why Radial Drilling Machines Matter','radial-drilling-machine-auto-parts','Auto parts manufacturing faces heavy drilling challenges, but radial drilling machines provide the precision, power, and flexibility needed. Discover why radial drilling machines are essential for accuracy, productivity, and durability in machining.','Admin','active','2025-09-03 10:44:57','2025-09-03 10:44:57'),(34,'Top 7 Most Important Specifications in Flushing-Type Wire EDM Machines','','https://stengineers.com/admin/api/product-upload/thumb-756481757480695.jpeg','<h2>Top 7 Most Important Specifications in Flushing-Type Wire EDM Machines</h2><p><br></p><p>As we all know, EDM machines are the only technology capable of consistently achieving micron-level precision. In the Indian market, Wire-Cut EDM machines especially Flushing-Type Wire EDM Machines are in high demand.</p><p><br></p><p>But the question is: What matter when choosing the right machine?</p><p><br></p><p>To help manufacturers make the best decision, we break down the 7 most important specifications in Flushing-Type Wire EDM Machines that every buyer should carefully evaluate before making an investment.</p><p><br></p><h5>Workpiece Size and Travel Axis:</h5><p><br></p><p>The workpiece size defines the maximum raw material dimensions that can be placed on the worktable, while the travel axis (X/Y/Z) specifies how far the wire can move relative to the job.</p><p>At S&T Engineers, we offer flushing-type Wire EDM machines with flexible options:</p><p><br></p><h6>EXCETEK <a href=\"https://stengineers.com/product/edm-ex40-\" target=\"_blank\">EX40</a></h6><p>•<span style=\"white-space:pre\"> </span>Workpiece Size (W × D × H): 750 × 550 × 215 mm</p><p>•<span style=\"white-space:pre\"> </span>Travel Axis (X/Y/Z): 400 × 300 × 220 mm</p><p><br></p><h6>EXCETEK EX60</h6><p>•<span style=\"white-space:pre\"> </span>Workpiece Size (W × D × H): 1000 × 700 × 305 mm</p><p>•<span style=\"white-space:pre\"> </span>Travel Axis (X/Y/Z): 600 × 400 × 310 mm</p><p><br></p><p>👉 <b>Pro Tip: </b>Always select a <a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\">Wire EDM machine</a> with slightly higher travel capacity than your current requirement. This ensures flexibility, prevents limitations, and future-proofs your shop.</p><p><br></p><h5>Maximum Workpiece Thickness:</h5><p><br></p><p>The maximum workpiece thickness defines the machine’s versatility. This is particularly critical for tool and die makers who handle parts of different sizes.</p><p>•<span style=\"white-space:pre\"> </span>Small parts → A thickness capacity of ~200 mm is sufficient.</p><p>•<span style=\"white-space:pre\"> </span>Larger or heavy-duty parts → Go for 300 mm+ capacity to manage complex applications without sacrificing accuracy.</p><p><br></p><h5>Wire Diameter & Compatibility:</h5><p><br></p><p>A versatile Wire EDM machine should support multiple wire diameters to handle everything from standard to micro-component cutting:</p><p>•<span style=\"white-space:pre\"> </span>Ø0.25 mm → Standard use, faster cutting.</p><p>•<span style=\"white-space:pre\"> </span>Ø0.15 mm → Balanced cutting with finer details.</p><p>•<span style=\"white-space:pre\"> </span>Ø0.10 mm → Ultra-fine accuracy for micro-components.</p><p><br></p><p>At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, our EXCETEK models support Ø0.15 – Ø0.30 mm wire diameters, ensuring flexibility across a wide range of jobs.</p><p>👉 <b>Pro Tip:</b> Machines that allow quick switching between wire diameters maximize productivity and minimize setup downtime.</p><p><br></p><h5>Flushing Efficiency & Dielectric System:</h5><p><br></p><p>Flushing is the heart of Flushing-Type Wire EDM Machines. It removes debris, stabilizes sparks, and reduces wire breakage - all of which directly impact accuracy and surface finish.</p><p><br></p><p>Key specifications to check:</p><p>•<span style=\"white-space:pre\"> </span>Dielectric tank capacity → Affects filtration cycles.</p><p>•<span style=\"white-space:pre\"> </span>Pump power → Determines flushing force.</p><p>•<span style=\"white-space:pre\"> </span>Nozzle design → Ensures debris is effectively cleared.</p><p>A strong flushing system directly translates into faster cutting speeds and improved surface finish.</p><p><br></p><h5>Positioning Accuracy & Repeatability:</h5><p><br></p><p>High-precision industries like toolrooms, die & mold, aerospace, automotive, and medical require micron-level accuracy. The two critical specifications are:</p><p>•<span style=\"white-space:pre\"> </span>Positioning accuracy → Precision of movement in X/Y/Z axes.</p><p>•<span style=\"white-space:pre\"> </span>Repeatability → Consistency across multiple runs.</p><p>Together, these factors reflect the reliability of the machine and ensure manufacturers can deliver consistent results across jobs.</p><p><br></p><h5>Power Supply & Cutting Speed:</h5><p><br></p><p>The power supply unit controls cutting performance. Advanced EDM machines let operators optimize between:</p><p>•<span style=\"white-space:pre\"> </span>High cutting speeds → Ideal for roughing operations.</p><p>•<span style=\"white-space:pre\"> </span>Smooth surface finishes → Perfect for final precision cuts.</p><p>With EXCETEK Wire EDM Machines from S&T Engineers, you can achieve up to 0.49 µ Ra surface finish, balancing speed with accuracy.</p><p>👉 <b>Pro Tip: </b>Machines with intelligent power control reduce burning, prevent wire breakage, and cut faster without sacrificing quality.</p><p><br></p><h5>Automation & Industry 4.0 Readiness:</h5><p><br></p><p>Smart manufacturer needs smart EDM Machines. Future-ready Flushing-Type Wire EDM Machines are equipped with:</p><p>•<span style=\"white-space:pre\"> </span>Automatic Wire Threading (AWT) → Reduces downtime.</p><p>•<span style=\"white-space:pre\"> </span>C-Axis & taper cutting → Expands job capability.</p><p>•<span style=\"white-space:pre\"> </span>IoT integration → Enables remote monitoring and predictive maintenance.</p><p>•<span style=\"white-space:pre\"> </span>ATC (Automatic Tool Changer) → Supports unmanned operations.</p><p>Automation ensures higher productivity, reduced operator dependency, and a stronger ROI.</p><p><br></p><p>When evaluating Flushing-Type Wire EDM Machines, don’t focus only on price. Instead, pay close attention to the seven key specifications:</p><p>•<span style=\"white-space:pre\"> </span>Axis travel</p><p>•<span style=\"white-space:pre\"> </span>Maximum workpiece thickness</p><p>•<span style=\"white-space:pre\"> </span>Wire compatibility</p><p>•<span style=\"white-space:pre\"> </span>Flushing efficiency</p><p>•<span style=\"white-space:pre\"> </span>Positioning accuracy</p><p>•<span style=\"white-space:pre\"> </span>Power & cutting speed</p><p>•<span style=\"white-space:pre\"> </span>Automation</p><p>By prioritizing these, manufacturers can achieve greater precision, faster cycle times, and long-term profitability.</p><p><br></p><p>✅ Ready to invest in a high-performance Flushing-Type Wire EDM Machine?</p><p>Explore the EXCETEK range from <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>—machines engineered for precision, reliability, and productivity.</p><p>👉 <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">View Our EDM Machines</a></p>','Top 7 Most Important Specifications in Flushing-Type Wire EDM Machines','top-specifications-flushing-wire-edm','Discover the most important specifications in flushing-type Wire EDM machines that ensure precision, efficiency, and surface finish. Learn how these EDM machine features enhance performance and reliability in high-accuracy manufacturing processes.','Admin','active','2025-09-10 11:01:37','2025-09-10 11:18:27'),(35,'Plasma Cutter vs Laser Cutter: Why Fabricators are Switching Plasma to Laser Cutting Machines','','https://stengineers.com/admin/api/product-upload/thumb-472301757585763.jpg','<h3>Plasma Cutter vs Laser Cutter: Why Fabricators are Switching from Plasma to Laser Cutting Machines</h3><p><br></p><p style=\"text-align: justify; \">In the metal fabrication industry, cutting technology plays a critical role in productivity, accuracy, and profitability. For decades, the plasma cutter has been a reliable choice for fabricators, especially for working with thick metals. However, with growing demands for precision, automation, and versatility, many fabricators are now making the shift from plasma cutting to laser cutting.</p><p style=\"text-align: justify; \">Now, we’ll explore the <i>plasma cutter vs laser cutter</i> comparison, highlight the advantages and disadvantages of each, and explain why fabricators are switching to laser cutting.</p><p style=\"text-align: justify; \"><br></p><h5>What is Plasma Cutting?</h5><p><br></p><p style=\"text-align: justify; \"><a href=\"https://en.wikipedia.org/wiki/Plasma_cutting\" target=\"_blank\">Plasma cutting</a> uses an electrically ionized gas (plasma) to cut through conductive metals such as steel, stainless steel, and aluminium. It has been widely adopted in heavy industries for its ability to slice through thick materials quickly.</p><p><br></p><h6>Advantages of Plasma Cutting</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Cost-effective for thick plates and heavy-duty jobs</p><p>•<span style=\"white-space:pre\"> </span>Fast cutting speeds for structural applications</p><p>•<span style=\"white-space:pre\"> </span>Portable and durable machines suitable for workshops and field use</p><p><br></p><h6>Limitations of Plasma Cutting</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Lower precision compared to laser cutting</p><p>•<span style=\"white-space:pre\"> </span>Produces rough edges, requiring secondary finishing</p><p>•<span style=\"white-space:pre\"> </span>Limited ability for intricate or detailed designs</p><p>•<span style=\"white-space:pre\"> </span>Higher heat-affected zones leading to material distortion</p><p><br></p><h5>What is Laser Cutting?</h5><p><br></p><p style=\"text-align: justify; \"><a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\">Laser cutting</a> uses a high-powered laser beam to cut or engrave materials with exceptional precision. Unlike general-purpose laser machines that work on plastics, composites, or wood, our STM laser cutting machines are designed specifically for stainless steel, mild steel, and aluminium, the core materials used in metal fabrication industries. </p><p style=\"text-align: justify; \"><br></p><h6>Advantages of Laser Cutting</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span><b>High precision & accuracy:</b> Cuts with tight tolerances and fine detail</p><p>•<span style=\"white-space:pre\"> </span><b>Clean edges:</b> Minimal finishing required</p><p>•<span style=\"white-space:pre\"> </span><b>Material versatility:</b> Works on different metals</p><p>•<span style=\"white-space:pre\"> </span><b>Automation ready:</b> Integrates with CNC, CAD/CAM, and Industry 4.0 workflows</p><p>•<span style=\"white-space:pre\"> </span><b>Efficiency:</b> Reduces scrap, rework, and labour time</p><p><br></p><h6>Limitations of Laser Cutting</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Higher initial investment compared to plasma</p><p>•<span style=\"white-space:pre\"> </span>Not always suitable for extremely thick plates</p><p><br></p><h5>Plasma Cutting vs Laser Cutting: Key Differences</h5><p><br></p><p><table class=\"MsoNormalTable\" border=\"1\" cellpadding=\"0\" style=\"mso-cellspacing:1.5pt;\n border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;mso-yfti-tbllook:\n 1184;mso-border-insideh:.5pt solid windowtext;mso-border-insidev:.5pt solid windowtext\">\n <thead>\n <tr>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\">Feature<o:p></o:p></span></b></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\">Plasma Cutter<o:p></o:p></span></b></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\">Laser Cutter<o:p></o:p></span></b></p>\n </td>\n </tr>\n </thead>\n <tbody><tr>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"\n mso-fareast-language:EN-IN\">Cutting Speed</span></b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\"><o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Fast on thick materials<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Faster on thin to medium materials<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"\n mso-fareast-language:EN-IN\">Precision</span></b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\"><o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Moderate<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Extremely high<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"\n mso-fareast-language:EN-IN\">Material Range</span></b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\"><o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Conductive metals only<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Metals + non-metals<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"\n mso-fareast-language:EN-IN\">Finish Quality</span></b><span style=\"font-family:\n Gilroy-Regular;mso-fareast-language:EN-IN\"><o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Requires post-processing<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Smooth, clean edges<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><b><span style=\"\n mso-fareast-language:EN-IN\">Cost</span></b><span style=\"\n mso-fareast-language:EN-IN\"><o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Lower upfront cost<o:p></o:p></span></p>\n </td>\n <td style=\"border:solid windowtext 1.0pt;mso-border-alt:solid windowtext .5pt;\n padding:.75pt .75pt .75pt .75pt\">\n <p class=\"MsoNormal\" style=\"line-height:150%\"><span style=\"\n mso-fareast-language:EN-IN\">Higher upfront, better long-term ROI<o:p></o:p></span></p>\n </td>\n </tr>\n</tbody></table></p><p>\n\n</p><p class=\"MsoNormal\" style=\"line-height:150%\"><br></p><p><br></p><h5>Why Fabricators are Moving from Plasma to Laser Cutting</h5><p><br></p><p>The shift from <b><i>plasma cutting to laser cutting</i></b> is driven by market and production demands. Some key reasons include:</p><p><br></p><p>•<span style=\"white-space:pre\"> </span><b>Higher accuracy and quality finishes </b>– essential for industries like aerospace, automotive, and electronics</p><p>•<span style=\"white-space:pre\"> </span><b>Better efficiency</b> – less rework, fewer defects, and minimal post-processing</p><p>•<span style=\"white-space:pre\"> </span><b>Automation and digital integration</b> – laser cutters work seamlessly with smart manufacturing systems</p><p>•<span style=\"white-space:pre\"> </span><b>Material versatility</b> – expanding opportunities beyond metal fabrication</p><p>•<span style=\"white-space:pre\"> </span><b>Competitive advantage </b>– ability to take on complex, high-value projects with shorter lead times</p><p><br></p><h6>Industries Benefiting from the Switch</h6><p><br></p><ul><li><b>Automotive: </b>Producing lightweight, intricate parts with minimal errors</li><li><b>Aerospace: </b>High-precision aluminium and titanium cutting</li><li><b>Electronics:</b> Small, accurate components with clean finishes</li><li><b>SMEs and Fabrication Shops: </b>Faster ROI by reducing manual finishing and waste</li></ul><p><br></p><h5>Conclusion</h5><p><br></p><p style=\"text-align: justify; \">While plasma cutters remain a practical choice for cutting thick metal plates at lower costs, the advantages of laser cutting are driving fabricators worldwide to make the switch. From precision and speed to automation and versatility, laser cutting offers a future-ready solution for modern fabrication needs.</p><p style=\"text-align: justify; \">If you’re evaluating plasma cutter vs laser cutter options for your shop, consider your workload, material needs, and long-term ROI. For most fabricators aiming for efficiency, accuracy, and competitiveness, the answer is clear: it’s time to move from plasma to laser cutting.</p><p>👉🏻 Explore STM’s wide range of <a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\">laser cutting machines</a>. <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact S&T Engineers</a> for a quote now.</p>','Plasma Cutter vs Laser Cutter | Why Fabricators Switch to Laser Cutting','plasma-vs-laser-cutting-why-fabricators-switch','Fabricators are upgrading from plasma cutters to laser cutting machines for unmatched precision, speed, and cleaner edges. Explore why laser cutting is becoming the preferred choice for modern metal fabrication and industrial projects.','Admin','active','2025-09-11 16:02:44','2025-09-11 16:02:44'),(36,'Why EDM Drill Machine is in High Demand Across Industries','','https://stengineers.com/admin/api/product-upload/thumb-346781758261885.jpg','<h3>Why EDM Drill Machine is in High Demand Across Industries</h3><p><br></p><h5>Introduction</h5><p><br></p><p style=\"text-align: justify; \">Traditional drilling techniques often struggle with hard metals and micro-holes, causing delays and increased rework costs. This is why industrial manufacturers are increasingly turning to <a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\">EDM Drill Machines</a>. EDM drilling offers unmatched precision and efficiency, enabling manufacturers to tackle complex tasks with confidence.</p><p style=\"text-align: justify; \">For businesses seeking reliable and high-performance solutions <a href=\"https://stengineers.com/product/st430x\" target=\"_blank\">SKITEK EDM Drill Machine</a> delivers the accuracy and consistency modern manufacturing demands.</p><p style=\"text-align: justify; \"><br></p><h5>What Sets EDM Drill Machine Apart?</h5><p><br></p><p style=\"text-align: justify; \">An EDM Drill Machine uses electrical discharges to drill precise, deep, and micro holes without stressing the material. Unlike conventional drills, EDM drilling handles carbide, titanium, hardened steel, and specialized alloys with consistent results.</p><p><br></p><h6>With SKITEK EDM Drill Machine, manufacturers can:</h6><p><br></p><ul><li>Drill micro and deep holes with unmatched precision.</li><li>Process hard-to-cut materials that traditional drills cannot.</li><li>Minimize downtime and rework, keeping operations smooth.</li><li>Extend tool life and improve overall productivity.</li></ul><p><br></p><h5>Industries Driving the Demand for EDM Drill Machines</h5><p><br></p><h6>Aerospace</h6><p><br></p><p style=\"text-align: justify; \">Aerospace components demand extreme accuracy. EDM Drill Machines create thousands of micro cooling holes in jet engines, turbines, and other high-strength alloy parts. EDM drilling ensures repeatable precision, helping manufacturers meet strict performance and safety standards.</p><p><br></p><h6>Medical Devices </h6><p><br></p><p style=\"text-align: justify; \">Medical manufacturers rely on EDM Drill Machines for flawless micro-hole drilling. Surgical tools, implants, and delicate components are machined with micron-level accuracy without damaging sensitive materials, ensuring safety and product quality.</p><p><br></p><h6>Automotive </h6><p><br></p><p style=\"text-align: justify; \">Automotive and EV companies depend on EDM Drill Machines to maintain tight tolerances and consistent repeatability. EDM drilling streamlines production of fuel injectors, transmission parts, and advanced engine components, reducing rework and supporting efficient mass production.</p><p><br></p><h6>Tool & Die Industry </h6><p><br></p><p style=\"text-align: justify; \">Tool and die makers use EDM Drill Machines to process hardened steels, tungsten carbide, and alloys. The machines extend tool life and deliver precise moulds and dies that maintain accuracy even under repeated use.</p><p><br></p><h6>Electronics </h6><p><br></p><p style=\"text-align: justify; \">Electronics manufacturers leverage EDM Drill Machines for micro-hole drilling in connectors, semiconductors, and circuit boards. EDM drilling enables fine detail, high precision, and the production of smaller, smarter, and more reliable devices.</p><p><br></p><h5>How to Choose the Right EDM Drill Machine</h5><p><br></p><h6>Selecting the right EDM Drill Machine ensures precision, efficiency, and ROI. Focus on these factors:</h6><p><br></p><ul><li><b>Material: </b>Ensure compatibility with carbide, titanium, hardened steel, or alloys.</li><li><b>Hole Size & Depth: </b>Match the machine to your micro and deep-hole requirements.</li><li><b>Precision:</b> Choose a machine that delivers micron-level accuracy for aerospace, medical, and electronics applications.</li><li><b>Production Volume:</b> Faster cycles and automation increase throughput and efficiency.</li><li><b>Control Type: </b>CNC EDM Drill Machines handle complex, high-volume drilling; ZNC machines suit simpler, low-volume tasks.</li><li><b>Maintenance & Support:</b> Opt for machines that are easy to service with reliable technical support.</li><li><b>Budget & ROI: </b>Consider long-term savings, reduced rework, and tool longevity.</li></ul><p style=\"text-align: justify; \"><span style=\"\"><br></span></p><p style=\"text-align: justify; \"><span style=\"\">For manufacturers seeking all these advantages, <a href=\"https://stengineers.com/product/st430x\" target=\"_blank\">SKITEK EDM Drill Machine</a> meets every requirement, providing high precision, automation, and dependable performance.</span></p><p><br></p><h5>Conclusion</h5><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \"><a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\">EDM Drill Machines</a> empower manufacturers to achieve precision, speed, and reliability across challenging applications. With SKITEK EDM Drill Machine, businesses reduce rework, boost productivity, and improve ROI.</p><p style=\"text-align: justify; \">Across aerospace, medical, automotive, tool & die, and electronics industries, EDM drilling transforms complex drilling tasks into efficient, repeatable processes. Investing in the right machine is a strategic step toward growth, competitiveness, and future-ready operations.</p>','Why EDM Drill Machine is in High Demand Across Industries','edm-drill-machine-across-industries','EDM Drill machines are in high demand across industries for their ability to deliver micro-precision, deep hole drilling, and efficiency. Discover why sectors like aerospace, automotive, and die & mould rely on EDM drilling for modern manufacturing.','Admin','active','2025-09-19 11:44:32','2025-09-19 12:37:09'),(37,'Machine Tool Accessories: The Key to Precision, Productivity & Performance','','https://stengineers.com/admin/api/product-upload/thumb-916421758524705.jpg','<h3>Machine Tool Accessories: The Key to Precision, Productivity & Performance</h3><p><br></p><p style=\"text-align: justify; \">When you look at a milling machine or a lathe at work, it’s easy to admire the way raw material transforms into a finished component. But here’s a thought—what really makes this transformation accurate, repeatable, and efficient? The answer lies not just in the machine itself, but in the accessories that support it.</p><p style=\"text-align: justify; \"><a href=\"https://stengineers.com/category/machine-tool-accessories\" target=\"_blank\">Machine tool accessories</a> are the quiet enablers of precision manufacturing. They hold, align, measure, and stabilize, helping manufacturers achieve the kind of results that industries like automotive, aerospace, and tooling demand every single day.</p><p style=\"text-align: justify; \"><br></p><h5><ul><li><a href=\"https://stengineers.com/subcategory/milling-machine-accessories\" target=\"_blank\">Milling Machine Accessories</a></li></ul></h5><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \">Ever tried cutting complex angles or machining intricate patterns with only a plain setup? Accessories like <b>dividing heads, rotary tables, and precision vises </b>make it possible. They save setup time, allow multipurpose operations, and ensure the milling machine delivers both versatility and accuracy.</p><p style=\"text-align: justify; \"><br></p><h5><ul><li><a href=\"https://stengineers.com/subcategory/grinding-machine-accessories\" target=\"_blank\">Grinding Machine Accessories</a></li></ul></h5><p><br></p><p style=\"text-align: justify; \">Grinding is all about the perfect surface finish. That’s why accessories like <b>magnetic chucks, wheel dressers, and grinding wheel flanges</b> are essential. They improve control, extend wheel life, and deliver precision that ensures consistent quality in every grind.</p><p><br></p><h5><ul><li><a href=\"https://stengineers.com/subcategory/tooling-system\" target=\"_blank\">Tooling Systems</a></li></ul></h5><p><br></p><p style=\"text-align: justify; \">A powerful machine is only as good as its tool holding. <b>Collets, holders, and clamping devices </b>ensure a secure grip, minimizing vibration and maximizing tool life. The result? Cleaner cuts, better surface finish, and fewer tool replacements.</p><p><br></p><h5><ul><li><a href=\"https://stengineers.com/subcategory/lathe-machine-accessories\" target=\"_blank\">Lathe Machine Accessories</a></li></ul></h5><p><br></p><p style=\"text-align: justify; \">For turning operations, flexibility matters. With <b>chucks, steady rests, and tool posts</b>, a lathe can move from simple jobs to complex turning tasks with ease. They expand what the lathe can do while keeping precision intact.</p><p><br></p><h5><ul><li><a href=\"https://stengineers.com/subcategory/machining-center-accessories\" target=\"_blank\">Machining Center Accessories</a></li></ul></h5><p><br></p><p style=\"text-align: justify; \">Speed and efficiency define machining centers. With<b> base plates, rotary tables, and power vises</b>, manufacturers can reduce downtime, achieve faster cycle times, and ensure high-volume production runs smoothly and consistently.</p><p><br></p><h5><ul><li><a href=\"https://stengineers.com/subcategory/small-type-machine-and-tool\" target=\"_blank\">Small Type Machines & Tools</a></li></ul></h5><p><br></p><p style=\"text-align: justify; \">Small tools often solve big challenges on the shop floor. Tools like <b>drill grinders, air die tools, and rod cutting-off</b> machines might be compact, but they bring major value to everyday workshop operations—boosting efficiency and simplifying repetitive tasks.</p><p><br></p><h5>S&T Engineers: Bringing It All Together</h5><p><br></p><p>At <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we understand that machines alone don’t define productivity, it’s the combination of machines and the right accessories. With decades of expertise and a wide product range, we provide solutions that help manufacturers achieve precision, productivity, and profitability.</p><p><br></p><p>Accessories aren’t extras—they’re essentials.</p><p><br></p><p>👉 Explore more here: <a href=\"https://stengineers.com/category/machine-tool-accessories\" target=\"_blank\">Machine Tool Accessories</a>.</p>','Machine Tool Accessories: The Key to Precision, Productivity & Performance','machine-tool-accessories-precision-productivity','Machine tool accessories are the backbone of modern machining, ensuring precision, speed, and reliability. Explore how CNC grinding, milling, and turning accessories enhance overall performance and deliver superior manufacturing results.','Admin','active','2025-09-22 12:48:24','2025-09-22 12:51:14'),(38,'Small Hole EDM Drill: Powering Micron-Level Precision for India’s Semiconductor Boom','','https://stengineers.com/admin/api/product-upload/thumb-576211759830743.jpg','<h2>Small Hole EDM Drill: Powering Micron-Level Precision for India’s Semiconductor Boom</h2><p><br></p><p style=\"text-align: justify; \">India’s semiconductor industry is at a turning point in 2025. India sets first domestically manufactured semiconductor chip with government backed program like the Semicon India Programme. </p><p style=\"text-align: justify; \">This growth is not just building the fabrications, also creates precision tooling and components suppliers. As chips designs shrink and devices become more complex. For manufacturing modern chip need micron-level precision – EDM Drilling Machine. </p><p><br></p><h5>Why EDM Drilling Machines Are Essential</h5><p><br></p><p style=\"text-align: justify; \">The semiconductor industry demands tools that push the limits of accuracy. Conventional drilling methods struggle with micro-features, deep holes, and hard materials. That’s why the EDM Drilling Machine has become indispensable.</p><p><br></p><h6>Key advantages include:</h6><p><br></p><ul><li>Micron-level drilling for ultra-fine holes in dies, connectors, and molds.</li><li>Non-contact machining, preventing mechanical stress and damage to fragile components.</li><li>Material versatility, capable of handling tungsten, copper alloys, hardened steels, and other challenging metals.</li><li>Complex geometry capability, allowing production of intricate micro-features impossible with traditional drills.</li></ul><p><br></p><p style=\"text-align: justify; \">A Small Hole EDM Drill is especially valuable for micro-connectors, IC packaging dies, wafer handling tools, and cooling channels, ensuring high yield and reliable performance.</p><p style=\"text-align: justify; \"><br></p><h5>2025 Market Insights</h5><p><br></p><h6>The demand for EDM Drilling Machines is accelerating:</h6><p><br></p><ul><li>The global EDM market is projected at USD 2.66 billion in 2025, with ~5.7% CAGR.</li><li>The EDM Drilling Machine segment alone is expected to reach USD 850 million, growing at ~7% CAGR.</li><li>India’s domestic semiconductor manufacturing market stood at US$54.14 billion in 2024, with strong growth forecasted.</li><li>AI, data centers, and electric vehicles are driving global chip demand, increasing the need for precision tooling.</li></ul><p><br></p><p>These trends confirm that EDM Drilling Machines are critical for semiconductor success in 2025.</p><p><br></p><h5>Applications in Semiconductor Tooling</h5><p><br></p><h6><a href=\"https://stengineers.com/subcategory/edm-hole-drill\" target=\"_blank\">Small Hole EDM Drills</a> are widely used in:</h6><p><br></p><ul><li>Micro-connectors and IC packaging dies: Achieve precise hole placement.</li><li>Cooling channels and microfluidics: Maintain thermal management in chips.</li><li>Mold inserts and wafer handling components: Machine micro-features with repeatable precision.</li><li>High-conductivity components: Drill tungsten, copper, and other alloys efficiently.</li></ul><p><br></p><p>By adopting EDM technology, manufacturers improve yield, reduce defects, and maintain strict tolerances.</p><p><br></p><h5>SKITEK’s Precision Advantage</h5><p><br></p><p>At <a href=\"https://stengineers.com/product/st430x\" target=\"_blank\">SKITEK </a>by <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, we design EDM Drilling Machines built for semiconductor manufacturing:</p><p><br></p><ul><li>Achieve micron-level accuracy for ultra-fine drilling.</li><li>Maintain high repeatability and stability during long production runs.</li><li>Handle hard conductive materials with minimal downtime.</li><li>Small Hole EDM Drill capabilities for intricate micro-features.</li></ul><p><br></p><p style=\"text-align: justify; \">Our machines empower manufacturers to deliver high-quality, reliable components efficiently, keeping them ahead in India’s semiconductor boom.</p><p style=\"text-align: justify; \">India’s semiconductor growth in 2025 is more than chip fabrication — it’s about precision tooling that powers innovation. An EDM Drilling Machine is the backbone of high-precision manufacturing, enabling smaller, faster, and smarter chips.</p><p><br></p><p>👉 Explore <a href=\"https://stengineers.com/product/st430x\" target=\"_blank\">SKITEK Small Hole EDM Drill Machines</a> and elevate your semiconductor manufacturing capabilities. </p>','Small Hole EDM Drill: Powering Micron-Level Precision for India’s Semiconductor Boom','small-hole-edm-drill-semiconductor-boom','India’s semiconductor growth relies on Small Hole EDM Drills for ultra-precision drilling. Explore how this advanced EDM drilling technology ensures accuracy in micro-holes and complex component fabrication.','Admin','active','2025-10-07 15:23:05','2025-10-07 16:01:30'),(39,'Metal Forming in Renewable Energy: Opportunities for OEMs','','https://stengineers.com/admin/api/product-upload/thumb-201741764246406.jpg','<h2>Metal Forming in Renewable Energy: Opportunities for OEMs</h2><p><br></p><p style=\"text-align: justify; \">The global shift toward renewable energy is reshaping industries, and metal forming machines play a vital role in building sustainable infrastructure. From solar panel frames to wind turbine components, modern fabrication technologies, such as laser cutting, tube laser cutting, panel bending, laser welding, and press brake machines, enable manufacturers to deliver high-precision parts at scale. For Original Equipment Manufacturers (OEMs), this presents enormous opportunities to serve the rapidly growing renewable energy sector.</p><p><br></p><h4>Role of Metal Forming Machines in Renewable Energy</h4><h6><br></h6><h5>Laser Cutting Machines</h5><p><br></p><p style=\"text-align: justify; \">Laser cutting machines are essential for cutting structural parts, mounting brackets, and support frames with exceptional accuracy. In renewable energy applications, these machines ensure minimal material waste while maintaining precise dimensions for solar panel frames, inverter enclosures, and wind turbine components.</p><p style=\"text-align: justify; \"><br></p><h6 style=\"text-align: justify; \">Benefits for OEMs:</h6><p style=\"text-align: justify; \"><br></p><ul><li>High-speed cutting reduces production time.</li><li>Tight tolerances ensure components fit perfectly in assemblies.</li><li>Minimal heat-affected zones preserve material strength.</li><li>Applications: Solar panel brackets, mounting rails, sheet metal parts for wind turbine nacelles.</li></ul><p>👉 Explore <a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\">STM Laser Cutting Machines</a></p><p><br></p><h5>Tube Laser Cutting Machines</h5><p><br></p><p style=\"text-align: justify; \">Tube laser cutting machines are designed to handle tubular and hollow-section components commonly used in wind turbines, solar mounting systems, and structural frames. These machines provide precision cutting along complex contours, eliminating the need for manual finishing.</p><p style=\"text-align: justify; \"><br></p><h6>Benefits for OEMs:</h6><p><br></p><ul><li>Cuts multiple tube profiles in a single setup.</li><li>Supports automation for high-volume production.</li><li>Reduces errors compared to conventional methods.</li><li>Applications: Wind turbine tower sections, tubular supports for solar panel arrays, structural supports for renewable energy storage racks.</li></ul><p>👉 Explore <a href=\"https://stengineers.com/subcategory/cnc-tube-laser-cutting-machine\" target=\"_blank\">STM Tube Laser Cutting Machines</a></p><p><br></p><h5>Panel Bending Machines</h5><p><br></p><p style=\"text-align: justify; \">Panel bending machines are ideal for shaping large sheet metal components required in renewable energy infrastructure. They offer speed, flexibility, and consistency, making them superior to traditional manual bending techniques.</p><p><br></p><h6>Benefits for OEMs:</h6><p><br></p><ul><li>Achieve precise bends without cracking or deforming material.</li><li>Handles large panels for enclosures, housings, and solar frame structures.</li><li>Integrates with automated systems to improve throughput.</li><li>Applications: Solar panel frames, inverter and battery enclosures, wind turbine nacelle covers.</li></ul><p>👉 Explore our <a href=\"https://stengineers.com/subcategory/panel-bending-machine\" target=\"_blank\">Panel Bending Machines</a></p><p><br></p><h5>Laser Welding Machines</h5><p><br></p><p style=\"text-align: justify; \">Laser welding machines deliver strong, clean, and reliable welds that are critical for renewable energy components. Unlike traditional welding, laser welding ensures minimal heat distortion, resulting in high-quality joints suitable for structural and load-bearing parts.</p><p><br></p><h6>Benefits for OEMs:</h6><p><br></p><ul><li>Precise control of heat input protects sensitive materials.</li><li>Minimal post-processing due to clean welds.</li><li>High-speed welding improves productivity for large-scale projects.</li><li>Applications: Energy storage housings, wind turbine hubs, solar panel assemblies, lightweight aluminium and stainless-steel structures.</li></ul><p>👉 Explore <a href=\"https://stengineers.com/subcategory/laser-welding-machine\" target=\"_blank\">STM Laser Welding Machines</a></p><p><br></p><h5>Press Brake Machines</h5><p><br></p><p style=\"text-align: justify; \">Press brake machines are indispensable for bending sheet metal into accurate shapes, producing brackets, enclosures, and structural components essential for renewable energy projects. Modern CNC press brakes offer automation and programmable bending sequences for complex designs.</p><p style=\"text-align: justify; \"><br></p><h6 style=\"text-align: justify; \">Benefits for OEMs:</h6><p><br></p><ul><li>High repeatability ensures consistent part quality.</li><li>Can handle both small and large sheet sizes.</li><li>Reduces material waste with precise bends and angles.</li><li>Applications: Structural supports for solar panels, enclosures for inverters and batteries, bracket assemblies for wind turbines.</li></ul><p>👉 Explore <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\">SKITEK Press Brake Machines</a></p><p><br></p><h5>Why OEMs Should Focus on Renewable Energy</h5><p><br></p><p>The renewable energy industry is expanding rapidly, creating consistent demand for precision-fabricated metal parts. By leveraging advanced metal forming machines, OEMs can:</p><p><b>Expand Market Reach: </b>Serve solar, wind, and energy storage projects worldwide.</p><p><b>Deliver Precision and Quality: </b>Meet strict performance and durability standards.</p><p><b>Boost Sustainability:</b> Support clean energy infrastructure while optimizing material efficiency.</p><p><b>Gain Competitive Advantage:</b> Provide faster turnaround with automated, CNC-driven forming solutions.</p><p><br></p><h5>Challenges for OEMs in Renewable Energy</h5><p><br></p><h6>While opportunities are significant, OEMs must consider:</h6><p><br></p><ul><li>High Standards of Accuracy: Renewable energy systems require tight tolerances.</li><li>Material Innovation: Working with stainless steel, aluminium, and advanced alloys.</li><li>Production Scale: Renewable projects demand high-volume, repeatable production.</li></ul><p><br></p><h5>The Future for OEMs in Renewable Energy</h5><p><br></p><p style=\"text-align: justify; \">As solar and wind energy projects scale globally, metal forming machines, from laser cutters to press brakes, will remain central to production. OEMs who invest in these technologies and align with renewable energy supply chains can secure long-term growth and leadership in the clean energy transition.</p><p style=\"text-align: justify; \">👉 Whether you need laser cutting, tube laser cutting, panel bending, laser welding, or press brake machines, <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> offers a complete range of <a href=\"https://stengineers.com/category/metal-forming-machine\" target=\"_blank\">metal forming solutions</a> engineered for renewable energy applications. </p><p style=\"text-align: justify; \">Get all your metal forming machines from <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, and lead the way in renewable energy manufacturing.</p>','Metal Forming in Renewable Energy: Opportunities for OEMs','metal-forming-renewable-energy-oems','Renewable energy manufacturing is driving demand for metal forming machines. 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-- -- Dumping data for table `category` -- LOCK TABLES `category` WRITE; /*!40000 ALTER TABLE `category` DISABLE KEYS */; INSERT INTO `category` VALUES (1,'CNC Metal Cutting Machine','cnc-metal-cutting-machine',' S&T Engineers offers CNC metal cutting machines are 5-axis machining centers, Vertical, Horizontal & Long Travel Machining Centers, Turning Centers','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-260511721474924.jpg','S&T Engineers | Leading CNC Metal cutting machine distributors','S&T Engineers - Best CNC Metal cutting machines for sale from the world\'s top brands. Leading suppliers of Small to large-size CNC Machining centers at the best price','High Caliber CNC Metal Cutting Machine','active'),(2,'Metal Forming Machine','metal-forming-machine','S&T Engineers offers CNC metal forming machines such as Laser cutting & Welding machines, Hydraulic and all electric Press Brake & Shearing Machines','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-302151721474957.jpg','S&T Engineers | Finest CNC metal forming machine supplier','S&T Engineers - India\'s Finest CNC metal forming machine supplier. Top quality laser cutter, press brake and panel bending machines at affordable price','Finest CNC Metal Forming Machine','active'),(3,'EDM Machines','edm-machines','S&T Engineers offers CNC electrical discharge machines are Die-Sinking EDM Machines, Moly and Brass Wire EDM Machines','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-571041721475161.jpg','S&T Engineers | CNC electrical discharge machining - EDM Machine','S&T Engineers supply various types of EDM machines that are wire edm, die sinking edm and medium and fast speed edm machines. Best CNC electrical discharge machining','High precision wire EDM/Die sinking EDM machines','active'),(4,'CNC Vertical Machining Center','cnc-vertical-machining-center',' ','Child',1,' https://stengineers.com/admin/api/product-upload/thumb-234591704460775.jpg ','Range of CNC Vertical Machining Center (VMC) - S&T Engineers','S&T Engineers supply various range of CNC Vertical Machining Center (VMC) from leading brands YCM and Makino | CNC VMC Machine for sale!!','High Performance CNC Vertical Machining Centers','active'),(5,'CNC Horizontal Machining Center','cnc-horizontal-machining-center',' ','Child',1,' ','S&T Engineers - Range of CNC Horizontal Machining Center (HMC)','S&T Engineers supply various range of CNC Horizontal Machining Center (HMC) from leading brands YCM and Makino | CNC HMC Machine for sale','High Performance CNC Horizontal Machining Centers for Sale','active'),(6,'Deep Hole Drilling Machine','deep-hole-drilling-machine',' ','Child',1,' ','S&T Engineers - CNC Deep Hole Drilling Machine at best price','S&T Engineers | Gun Drilling, CNC deep hole drilling machine from best brand, WIM, at best price | Drilling machine','High Precision deep hole drilling machines','active'),(7,'CNC Wire EDM Machines','cnc-wire-edm-machines',' ','Child',3,' ','S&T Engineers - High quality wire cut EDM machine | EXCETEK','S&T Engineers | Explore our Excetek Wire Cut EDM Machines for your precision manufacturing. Find high-quality Wire cut machines at the best price.','High quality CNC Wire Cut EDM Machine','active'),(8,'Metal Sheet Laser Cutting Machines','metal-sheet-laser-cutting-machines',' ','Child',2,' ','Buy STM CNC laser cutting machines from best supplier S&T','S&T engineers provide leading high-precision and high-performance STM CNC laser cutting machines | Best Laser Cutter for Sheet Metal','STM CNC Sheet Metal Fiber Laser Cutting Machine','active'),(9,'Conventional Machines','conventional-machines','S&T Engineers offers conventional machines are Milling Machine, Radial Drilling, Lathe, Band Saw Machines','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-169241721475094.jpg','Buy conventional machines at top distributors -S&T Engineers','Find the best quality conventional milling, drilling, surface grinding, band saw & circle saw machines at top distributors and the best price in the market | S&T Engineers','High quality, reliable conventional machines','active'),(10,'Milling Machine','milling-machine',' ','Child',9,' https://stengineers.com/admin/api/product-upload/thumb-390641704465128.png ','S&T Engineers - CNC DRO Milling Machine at Best Price','S&T Engineers offers a wide range of CNC milling machines such as DRO milling machine, Vertical turret milling machines & Industrial milling machines- Best Milling machines','S&T Milling Machine | Top CNC DRO Milling Machine','active'),(14,'Machine Tool Accessories','machine-tool-accessories',' S&T Engineers offers machine tool accessories for Laser cutting & Welding machines, Hydraulic and all-electric Press Brake & Shearing Machines','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-140261721475116.jpg','S&T Engineers - Vertex Machine Tool Accessories from Top Brand','S&T Engineers - Get the best quality machine tool accessories from top brand vertex | milling machine accessories | grinding machine accessories | tooling system | lathe accessories','Complete Range of Machine Tool Spares and Accessories','active'),(17,'Surface Grinding Machines','surface-grinding-machines',' ','Child',9,' https://stengineers.com/admin/api/product-upload/thumb-809511704863868.jpg ','S&T Engineers - Top Brand Skitek Surface grinding machine','Top brand Skitek surface grinding machines for sale at best price S&T Engineers. Best quality surface grinders at the best price and high-precision CNC surface grinding machines','High Precision Surface Grinding Machines','inactive'),(19,'Die Spotting Press','die-spotting-press',' The SpreX die spotting machine presses the mold with high clamping accuracy and uniform clamping pressure. ','Child',1,' ','S&T Engineers - Die Spotting Press Machine Supplier | Sprex','S&T Engineers | Find India\'s best die spotting press machine leading brand Sprex | Die spotting press','Die Spotting presses with enhanced safety and accuracy','active'),(28,'Medium Speed CNC Wire EDM','medium-speed-cnc-wire-edm',' ','Child',3,' ','S&T Engineers - Medium Speed Wire EDM Machines - CNC Machine','S&T Engineers supply various ranges of Medium Speed Wire EDM Machines from Top brand SKITEK | CNC Wire EDM Machine for sale!!','Reusable Wire Medium Speed CNC Wire EDM Machines','active'),(29,'Die Sinking EDM','die-sinking-edm',' ','Child',3,' ','S&T Engineers - Die Sinking EDM Machine | EDM spark erosion','Get Best quality and high accuracy EXCETEK Die Sinking EDM Machine supply from leading supplier S&T Engineers | EDM spark erosion machine','Spark erosion Machining | Best Quality Die Sinking EDM Machine','active'),(31,'CNC Double Column Machining Center','cnc-double-column-machining-center',' ','Child',1,' ','S&T Engineers - Double Column Machining Center | VMC Machine','S&T Engineers | Get the best reliable double column machining center from leading distributors | Double Column Vertical Machining Center','Best double column machining centers','active'),(32,'CNC 5-Axis Machining Center','cnc-5-axis-machining-center',' ','Child',1,' ','S&T Engineers | YCM 5 - axis CNC machine at affordable price','S&T Engineers offers a top-brand YCM 5-axis CNC machining center at the best price. Fulfill your commercial requirements with our high-quality 5-axis machines.','Most powerful 5-axis CNC machines','active'),(33,'CNC Turning Center','cnc-turning-center',' ','Child',1,' ','S&T Engineers CNC Turning centers | CNC turning lathe machines','S&T Engineers supply a wide range of best-quality CNC turning machines with high precision and efficiency. Buy YCM turning machines from the best distributors','High Precision CNC Turning Machines','active'),(34,'Plastic Injection Moulding Machine','plastic-injection-moulding-machine','S&T Engineers in collaboration with Tederic - a world-renowned plastic injection molding solution provider, brings world-class injection moulding machine technology to India at the best price','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-659741708851010.jpg','S&T Engineers - Plastic Injection Moulding Machine Suppliers','S&T Engineers | Leading Tederic brand plastic injection moulding machines at Best price |Two Platen Injection Moulding Machines | Electric Injection Moulding Machine','Premium Plastic Injection Moulding Machine','active'),(35,'Toggle Injection Moulding Machine','toggle-injection-moulding-machine',' S&T Engineers is leading authorised distributors of Tederic Toggle clamping type Plastic Injection Moulding Machines in India ','Child',34,' ','S&T Engineers - Toggle injection moulding machine at best price','S&T Engineers | Get high performance and accuracy with our toggle injection moulding machines at the best price | Plastic injection moulding machine','India\'s Best Toggle injection moulding machine','active'),(36,'Two Platen Injection Moulding Machine','two-platen-injection-moulding-machine',' S&T Engineers is the leading authorised distributor of Tederic Two Platen clamping type Plastic Injection Moulding Machines in India ','Child',34,' ','S&T Engineers - Two platen plastic injection moulding machine','S&T Engineers | Two platen plastic injection moulding machines with a wide range of applications and high repeatability | Plastic injection moulding machine','Excellent Two platen plastic injection moulding machine','active'),(38,'All-Electric Injection Moulding Machine','all-electric-injection-moulding-machine',' S&T Engineers is the leading authorised distributors of Tederic All-Electric Injection Moulding Machines in India','Child',34,' ','S&T Engineers - Electric Plastic Injection Moulding Machines','S&T Engineers | Top Quality and Durable Electric Plastic Injection Moulding Machines with cost saving efficient machines | Plastic injection moulding machine','Most Powerful Electric Plastic Injection Moulding Machines','active'),(43,'CNC Die Sinking EDM','cnc-die-sinking-edm',' CNC Die Sinking EDM ','Child ',29,' ','','','','active'),(44,'CNC Press Brake Machine','cnc-press-brake-machine',' Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance. ','Child',2,' ','S&T Engineers - CNC Press Brake Machine | Bending Machine','S&T Engineers | Find hydraulic press brake and ball screw press brake machines at topmost brands Skitek and Dener | Best bending machine at best price','CNC Sheet Metal Bending Machine| Powerful CNC Press Brake Machine','active'),(45,'NC Press Brake Machine','nc-press-brake-machine',' Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n ','Child',2,' ','S&T Engineers - Best NC Press Brake Machine | Bending Machine','S&T Engineers | Find hydraulic press brake and ball screw press brake machines at topmost brand Skitek | Best bending machine at best price','NC Sheet Metal Bending Machine|NC Press Brakes','active'),(49,'Milling Machine Accessories','milling-machine-accessories',' Milling Machine Accessories ','Child',14,' ','S&T Engineers - Buy Vertex CNC Milling Machine Accessories','S&T Engineers authorized dedicated suppliers for vertex CNC milling machine accessories in India. S&T Serve best milling accessories for machine tools.','S&T Engineers - Authorized suppliers of Vertex CNC Milling Machine Accessories','active'),(55,'Grinding Machine Accessories','grinding-machine-accessories',' ','Child',14,' ','S&T Engineers - Get best CNC Grinding machine accessories','S&T Engineers | Get CNC grinding machine accessories at the best price. S&T Engineers Serve the best grinding machine accessories for the machine tool industry.','S&T Engineers - Authorized suppliers of Vertex CNC Grinding Machine Accessories','active'),(56,'Fast Speed CNC Wire EDM','fast-speed-cnc-wire-edm',' ','Child',3,' ','S&T Engineers - Fast Speed Wire EDM Machines - CNC Machine','S&T Engineers supply various ranges of Fast Speed Wire EDM Machines from Top brand SKITEK | Fast Speed CNC Wire EDM Machine for sale!!','High Speed CNC Wire EDM Machine at Lowest Price','active'),(57,'Panel Bending Machine','panel-bending-machine',' ','Child',2,' ','S&T Engineers - Top CNC Panel Bending Machine Distributors','Buy Skitek CNC panel bending machines from the top distributor - S&T Engineers. Get high efficiency and accuracy with our bending machine','CNC Panel benders & Presses | Superior CNC Panel Bending Machines','active'),(58,'Tooling System','tooling-system',' ','Child',14,' ','S&T Engineers - List of best Industrial machining tools and Systems','S&T Engineers | Finest range of industrial machining tools from best brand vertex. S&T Engineers is the sole distributor for good quality Vertex machining tools and spares for the Indian manufacturing industry','S&T Engineers - Authorized distributors of Vertex Industrial machining tools','active'),(59,'Lathe Machine Accessories','lathe-machine-accessories',' ','Child',14,' ','S&T Engineers - Range of Lathe Machining Tools | Accessories','S&T Engineers | Authorised distributors of Vertex Lathe Machining tools and accessories in India. S&T Engineers Vertex top-rated lathe tools for the machine tool industry.','S&T Engineers - Authorized distributors of Vertex Lathe Machining Tools & Accessories','active'),(60,'Small Type Machine and Tool','small-type-machine-and-tool',' ','Child',14,' ','S&T Engineers - Vertex Small Machine Tools and Spares','S&T Engineers distributors of Taiwan Vertex small machine tools and spares for the manufacturing industry, Heavy duty machine tool and accessories at best price','S&T Engineers - Authorizes dealers of Vertex Small Machine Tools and Spares','active'),(61,'Machining Center Accessories','machining-center-accessories',' ','Child',14,' ','S&T Engineers - Vertex Machining center accessories','S&T Engineers | Best quality products from vertex brand machining center accessories. S&T Engineers excellent machining center spares and tools for the machine tool industry.','S&T Engineers - Authorizes dealers Vertex Machining center accessories','active'),(62,'CNC Tube Laser Cutting Machine','cnc-tube-laser-cutting-machine',' ','Child',2,' ','S&T Engineers - High Precision CNC Tube Laser Cutting Machine','S&T Engineers - Increase your production requirements with precision in our STM CNC tube laser cutting machine | High-precision laser cutting','STM | Finest CNC Fiber Laser Tube Cutting Machine','active'),(63,'Angular Heads, Shrink Fit Machines','angular-heads-shrink-fit-machines',' S&T Engineers MST Angular heads and Shrink fit machines for automating your mechanical processes in machining. ','Child',14,' ','S&T Engineers - MST Angular heads and shrink fit machines','S&T Engineers | Get compact angular heads and shrink fit machines from Top brand MST. S&T is the authorized distributor for Angular head and shrink fit machines for machine tool industry.','S&T Engineers - Authorizes dealers of MST Angular heads and shrink fit machines','active'),(64,'Plastic Vertical Injection Moulding Machines','plastic-vertical-injection-moulding-machines',' S&T Engineers offers Vertical Injection Moulding Machines in the range of 15Ton - 450Ton','Child',34,' ','S&T Engineers - Vertical Plastic Injection moulding machines','S&T Engineers | Get excellent quality and high accuracy vertical plastic injection moulding machines at Denice | Plastic injection moulding machine','Efficient Vertical Plastic Injection moulding machines','active'),(66,'Long Travel Vertical Machining Center','long-travel-vertical-machining-center',' ','Child',1,'','Long Travel Vertical Machining Center','','Long Travel Vertical Machining Center','active'),(67,'Fiber Laser Welding Machine','laser-welding-machine',' ','Child',2,' ','STM Laser Welding Machine | Fiber & Handheld Laser Welders at Best Price','Discover STM\'s high-performance laser welding machines – handheld, fiber, and compact models. Compare laser welder features & prices to find the best fit for your needs. Marketed by S&T Engineers - India\'s best Machine Tool Supplier.','Fiber Laser Welding Machine','active'),(68,'EDM Hole Drill','edm-hole-drill',' ','Child',3,'','SKITEK EDM Small Hole Drill ','','EDM Hole Drill','active'),(69,'Gantry Machining Center','gantry-machining-center',' ','Child',1,'','Gantry Machining Center','','Gantry Machining Center','active'),(70,'Electric Tapping Machine','electric-tapping-machine',' ','Child',14,'','Electric Tapping Machine','','Electric Tapping Machine','active'),(71,'Own Manufacturing(Make in India)','own_manufacturing_make_in_india','S&T Engineers and its group companies manufactures machine tools in India. Under Government of India\'s \"Make In India\" Initiative bringing cost effective machine tools and technology to Indian manufacturing industries','Parent',0,' https://stengineers.com/admin/api/product-upload/thumb-901861753081168.png','S&T Engineers manufactures machine tools in India. Here\'s the list of machine tools manufactured under make In India initiative','S&T Engineers and its group companies manufactures machine tools in India. Under Government of India\'s \"Make In India\" Initiative bringing cost effective machine tools and technology to Indian manufacturing industries','S&T Engineers Indian manufacturing Machine Tool - product ranges','active'),(72,'CNC Vertical Machining Center','make_in_india_cnc_vmc',' VMC Machines manufactured in India. STM CNC Machines manufactured in India','Child',71,' ','VMC Machines manufactured in India. STM CNC Machines manufactured in India','VMC Machines manufactured in India. STM CNC Machines manufactured in India','Make In India CNC VMC','active'),(73,'CNC Wire EDM Machines','make-in-india-cnc-wire-edm-machines',' S&T Engineers, as a result of Joint Venture signed with Excetek, Taiwan, manufactures CNC Wire EDM Machines in India under S&T Excetek brand','Child',71,' ','S&T Engineers manufactures CNC Wire EDM Machines, as a result of Joint Venture with Excetek, Taiwan','S&T Engineers manufactures CNC Wire EDM Machines, as a result of Joint Venture with Excetek, Taiwan','Make in India CNC Wire EDM Machines','active'),(74,'Fiber Laser Cutting Machines','make-in-india-fiber-laser-cutting-machines',' STM Manufacturing division of S&T Group manufactures high quality Laser cutting machines in India. ','Child',71,' ','STM Make In India Fibre(Metal) Laser Cutting Machines - S&T Engineers','STM - Manufacturing division of S&T Group manufactures high quality CNC Fiber Laser cutting machines in India. ','Make In India CNC Fiber Laser Cutting Machines','active'),(75,'Plastic Injection Molding Machine','make-in-india-plastic-injection-molding-machine',' STM Manufactures Highest quality Plastic Injection Molding Machines in India. Top plastic Injection moulding machine manufacturer in India','Child',71,' ','Make in India STM Plastic Injection Molding Machines at best price','STM Manufactures Highest quality Plastic Injection Molding Machines in India. Top plastic Injection moulding machine manufacturer in India','High quality plastic injection molding machine manufacturer in India','active'),(77,'DRO Milling Machine','dro-milling-machine',' ','Parent',0,' ','DRO Milling Machine','','DRO Milling Machine','inactive'),(78,'All Geared Lathe Machine','all-geared-lathe-machine',' S&T Engineers is the best lathe machine suppliers in India. SKITEK Lathe machines are special for their precise operations ','Child',9,'','S&T Engineers - Heavy Duty CNC all geared lathe machines','S&T Engineers | Buy heavy duty & high-speed CNC all gear lathe machines at an affordable price. Leading supplier for mini to large lathe machines','Heavy Duty CNC all geared Lathe Machines','active'),(79,'Heavy Duty Radial Drilling Machines','heavy-duty-radial-drilling-machines',' S&T Radial Drilling Machines are known for precision and accuracy. ','Child',9,'','S&T Engineers - High Power Radial Drilling Machines','S&T Engineers | High power industrial radial drilling machines | Get in touch with for radial drilling machine price | Drilling Machine','Heavy Duty | High Power Radial Drilling Machines','active'),(80,'Metal Cutting Saw','metal-cutting-saw',' Top quality metal cutting bandsaw machine at best price. Buy our finest quality of CNC metal cutting saw and vertical bandsaw machines.','Child',9,'','S&T Engineers - Metal Cutting Bandsaw Machine at best price','S&T Engineers | Top quality metal cutting bandsaw machine at best price. Buy our finest quality of CNC metal cutting saw and vertical bandsaw machines.','Superior Metal Cutting Bandsaw Machine','active'),(81,'Mini Milling and Drilling Machine','mini-milling-and-drilling-machine',' S&T Engineers mini milling and drilling machines are efficient and reliable machines for mild cutting operations. Portable milling kind of machines makes it easy to operate at any place. ','Child',9,'','S&T Engineers - Compact mini milling and drilling machine','S&T Engineers supply small milling and drilling machines for the purpose of small industrial production | Mill | Drill | Drilling machine','Compact Industrial mini milling and drilling machine','active'),(82,'Circular Saw','circular-saw',' Skitek Circular Saw SK75C Skitek Circular saw for cutting metal machine for larger cutting. Industrial circular saw cutting machine for heavy duty metal cutting application.','Child',9,'','S&T Engineers - Industrial Circular Saw Cutting Machine','S&T Engineers | Leading supplier for Industrial Circular Metal Cutting Saw machines around India. Best circle sawing machine to fulfill your metal cutting needs.','Best Industrial Circular Metal Saw Cutting Machine','active'),(83,'drilling Machine','drilling-machine',' super meachine','Child',44,'https://stengineers.com/admin/api/product-upload/thumb-285411764411428.png','','','','inactive'); /*!40000 ALTER TABLE `category` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `contact` -- DROP TABLE IF EXISTS `contact`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `contact` ( `id` int NOT NULL AUTO_INCREMENT, `name` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `email` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `phone` varchar(50) COLLATE utf8mb4_unicode_ci NOT NULL, `company` text COLLATE utf8mb4_unicode_ci NOT NULL, `country` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `pincode` varchar(10) COLLATE utf8mb4_unicode_ci NOT NULL, `product_name` text COLLATE utf8mb4_unicode_ci NOT NULL, `message` text COLLATE utf8mb4_unicode_ci NOT NULL, `source` text COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` date NOT NULL, PRIMARY KEY (`id`), KEY `id` (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=1526 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `contact` -- LOCK TABLES `contact` WRITE; /*!40000 ALTER TABLE `contact` DISABLE KEYS */; INSERT INTO `contact` VALUES (3,'sudarshan','sudarshan.a.m@skf.com','98454 94863','SKF engineering and lubrication Pvt Ltd','India','571311','SKITEK Milling Machine PM200','','','2024-06-05'),(4,'Sudarshan','sudarshan.a.m@skf.com','98454 94863','SKF Engineering and lubrication Pvt Ltd ','India','571311','PM200','Need quotation of Turret milling machine','','2024-06-05'),(5,'Sudarshan','sudarshan.a.m@skf.com','98454 94863','SKF Engineering and lubrication Pvt Ltd','India','571311','SKITEK Surface Grinding Machines SK3060ADS','','','2024-06-05'),(6,'Sreekumar VI','visk38@gmail.com','91883 78537','VSSC, Thiruvananthapuram ','India','695004','S&T Engineers Vertex make multi purpose milling cum drilling machine ','Kindly send a quote for vertex make milling cum drilling machine ','','2024-06-05'),(7,'jaieswar','jaieswar123@gamil.com','09629 12219','auto pvt limited','India','641020','YCM Vertical Machining Center i5','.','','2024-06-06'),(8,'Dasi Jithesh','dasijithesh@gmail.com','85002 90556','DPR ','Indian','50055','SKITEK CNC Milling Machine SKCNC900','','','2024-06-06'),(9,'Dasi Jithesh','dasijithesh@gmail.com','85002 90556','DPR ','Indian','50055','SKITEK CNC Milling Machine SKCNC900','','','2024-06-06'),(10,'Dasi Jithesh','dasijithesh@gmail.com','85002 90556','DPR ','Indian','50055','SKITEK CNC Milling Machine SKCNC900','','','2024-06-06'),(11,'Dasi Jithesh','dasijithesh@gmail.com','85002 90556','DPR ','Indian','50055','SKITEK CNC Milling Machine SKCNC900','','','2024-06-06'),(12,'Balajij','balaji@spfindia.com','99449 44495','Shanmugha precision Forging','india','613401','Drill grinding Machine','Drilling Machine','','2024-06-08'),(13,'Puran Singh','randorindia@gmail.com','08295 75544','RANDOR TECH PRODUCTS','India','110006','Vise','We are looking forward for following item, please send your best quote for the same at the earliest\n\nVISE, P/N: VQC-200LH VERTEX, JAW NOMINAL WIDTH :200 MM, JAW OPENING CAPACITY : 405 MM, TYPE : MCHYDRAULIC POWER VISE,FFT: CODE NO: 4005-007AH,WEIGHT: 108KG, MAX CLAMPING FORCE: 60 KN.\nQty - 02 SETS','','2024-06-10'),(14,'BRITTO','elshengg@gmail.com','98428 15916','ELSHADDAI ENGINEERING','India','620015','SENFENG Laser Cutting Machines Metal Sheet Cutting SF3015G','WE NEED QUOTE FOR LASER CUTTING MACHING 6KW/ 12KW WITH BED SIZE - 2540X6050/6KW & 2540X12200/12KW','','2024-06-11'),(15,'BRITTO','elshengg@gmail.com','98428 15916','ELSHADDAI ENGINEERING','India','620015','SENFENG Laser Cutting Machines Metal Sheet Cutting SF3015G','WE NEED QUOTE FOR LASER CUTTING MACHING 6KW/ 12KW WITH BED SIZE - 2540X6050/6KW & 2540X12200/12KW','','2024-06-11'),(16,'Kavita Duggal','standalonekavita9@gmail.com','9972762418','standalone ','nydeb','50073','','','','2024-06-11'),(17,'Kavita Duggal','standalonekavita9@gmail.com','9972762418','standalone ','nydeb','50073','','','','2024-06-11'),(18,'Guru','codeprint1@gmail.com','82174 82314','Codeprint','India','560076','Drilling Machine','can you let me the price of the drilling machine','','2024-06-12'),(19,'Stephen Ponraj C','sstephen@flowserve.com','81247 53767','FLOWSERVE','India','603209','Portable Lathe Regarding','Expecting a compact and easily portable Lathe machine.\n','','2024-06-15'),(20,'sudarshan','sudarshan.a.m@skf.com','98454 94863','SKF engineering and lubrication Pvt Ltd ','INDIA','571311','rubber moulding ','we are looking for following machines\n1. CNC Turning machine \n2. tool and cutter grinding machine \n3. turret milling machine \n4.EDM machine \n\n\n4.','','2024-06-17'),(21,'Sathis','srimahaengineering13@gmail.com','87543 11129','SRI MAHA ENGINEERING ','India','641110','YCM Turning Center TC26','','','2024-06-17'),(22,'Sohit Kaswala','sohitkaswalaspgw2023@gmail.com','63511 58583','Shajanand Precision Grinding Works','INDIA','364240','Surface grinder want','','','2024-06-19'),(23,'P Ramasamy','sriramindustry1982@yahoo.co.in','99432 35583','Sri Ram Industry','India','641034','','','','2024-06-20'),(24,'Sandesha H K','sandesh@blueneem.com','88618 17417','Blueneem Medical Devices Pvt Ltd','India','562212','SKITEK Medium Speed CNC Wire EDM SR-400/G','We require a quotation for above mentioned Wire cutting machine','','2024-06-24'),(25,'Benone WIlson','benonewr05@gmail.com','90034 97253','STG','INDIA','641005','SKITEK CNC Panel Bending Machine SK PB 2000P+','I need Quotation','','2024-06-29'),(26,'LAKSHMANAN ','info.apexprecision@gmail.com','91767 88847','APEX PRECISION TECHNOLOGIES','INDIA','602003','S&T Engineers Vertex Magnetic Sine Plate With Fine Pole V-47MF-612MF','Dear Sir\n Please send the best Quote below\n 1. VMV-30 Tool maker vise - 1 no\n 2. V 47MF Magnetic Sine Plate with Fine Pole - 1no\n\nThank you','','2024-06-29'),(27,'arun','athithyatools@yahoo.com','98400 32072','athithya tools','India','600058','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','clamp set','','2024-07-01'),(28,'Thangaraj','seo@stgroup.co.in','94880 37553','stm','IN','641103','Makino 3-Axis CNC HMC Machine A51NX','asd','','2024-07-04'),(29,'Balasubramanian','tekmoxnasik@gmail.com','85520 77663','Tekmox system Pvt Ltd ','Mh','422010','SKITEK CNC Panel Bending Machine SK PB 2000P+','','','2024-07-04'),(30,'Jaspinder Bhullar','ricemachinerymfg@gmail.com','98887 03879','Agrotech engineers','PB','143001','SKITEK CNC Panel Bending Machine SK PB 2000P+','','','2024-07-04'),(35,'Rajan singh ','rajans58506@gmail.com','96535 65790','Ek number company','Bahadurgarh','124507','SKITEK CN gali number 3C Panel Bending Machine SK PB 2000P+','Mai apna ','','2024-07-05'),(36,'Rajan singh ','rajans58506@gmail.com','96535 65790','Ek number company','Bahadurgarh','124507','SKITEK CN gali number 3C Panel Bending Machine SK PB 2000P+','Mai apna ','','2024-07-05'),(37,'Rajan singh ','rajans58506@gmail.com','96535 65790','Ek number company','Bahadurgarh','124507','SKITEK CN gali number 3C Panel Bending Machine SK PB 2000P+','Mai apna ','','2024-07-05'),(38,'Abin','abinmeetu@gmail.com','91886 44591','Long life','India','6735001','Laser and bending','','','2024-07-06'),(39,'Sushant Chugh ','sushantchugh@live.com','98110 17612','Quality Equipment Co ','India','201102','SKITEK CNC Panel Bending Machine SK PB 2000P+','','','2024-07-07'),(40,'Sushant Chugh ','sushantchugh@live.com','98110 17612','Quality Equipment Co ','India','201102','SKITEK CNC Panel Bending Machine SK PB 2000P+','','','2024-07-07'),(41,'Vishal','marutisteelcab2014@gmail.com','87800 85154','marutisteelcab','India','360004','SKITEK CNC Panel Bending Machine SK PB 2000P+','Plz give me more details about penel bender machine ','','2024-07-07'),(42,'BASKARAN','baskaran@gtstool.in','98843 03855','GTS','india','600132','S&T Engineers Vertex Punch Former V-PS','need quote punch former','','2024-07-08'),(43,'Advance control systems ','advancecontrolsys@gmail.com','91661 47430','advance control system','India','331001','SKITEK CNC Panel Bending Machine SK PB 2000P+','Send quotation ','','2024-07-09'),(44,'Avinash shinde','avinashs5528@gmail.con','95457 04077','Ske autocom pvt ltd ','India','415523','SKITEK CNC Panel Bending Machine SK PB 2000P+','Intrested in your product \nWe are drawers and locker manufacturers ','','2024-07-11'),(45,'Avinash shinde','avinashs5528@gmail.con','95457 04077','Ske autocom pvt ltd ','India','415523','SKITEK CNC Panel Bending Machine SK PB 2000P+','Intrested in your product \nWe are drawers and locker manufacturers ','','2024-07-11'),(46,'Victor Chikile','sherlyntechnologies@gmail.com','97030 30690','Sherlyn technologies ','India','500037','S&T EXCETEK CNC Wire EDM EX40','More details and delivery ','','2024-07-13'),(47,'Victor Chikile','sherlyntechnologies@gmail.com','97030 30690','Sherlyn technologies ','India','500037','S&T EXCETEK CNC Wire EDM EX40','More details and delivery ','','2024-07-13'),(48,'Sher singh','shersingh56905@gmail.com','70510 19163','Sbi','BHARAT','850789063','S&T EXCETEK CNC Wire EDM EX40','My id 8397598752 muje 1000 Dimond ','','2024-07-13'),(49,'Sher singh','shersingh56905@gmail.com','70510 19163','Sbi','BHARAT','850789063','S&T EXCETEK CNC Wire EDM EX40','My id 8397598752 muje 1000 Dimond ','','2024-07-13'),(50,'Samir sheth','samirsheth11@gmail.com','93203 57588','National adheshiv','India','400086','S&T EXCETEK CNC engraving ','CNC engraving for die making','','2024-07-13'),(51,'Samir sheth','samirsheth11@gmail.com','93203 57588','National adheshiv','India','400086','S&T EXCETEK CNC engraving ','CNC engraving for die making','','2024-07-13'),(52,'Samir Parekh','samirparelh3010@gmail.com','98980 98850','MK TOOLS & ENGINEERING','India','388321','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-13'),(53,'HS KANTHARAJA','gkelectricals2006@gmail.com','98450 82767','GK ELECTRICALS','India','560066','S&T Engineers Vertex Angle-Fixed Milling Vise VA-4/5','Need VA - 4 ','','2024-07-14'),(62,'Sadanand Jagtap','techtools@hotmail.com','99202 00070','Tech tools ','India','421204','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-15'),(63,'Sadanand Jagtap','techtools@hotmail.com','99202 00070','Tech tools ','India','421204','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-15'),(64,'Sadanand Jagtap','techtools@hotmail.com','99202 00070','Tech tools ','India','421204','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-15'),(65,'Sadanand Jagtap','techtools@hotmail.com','99202 00070','Tech tools ','India','421204','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-15'),(66,'Sadanand Jagtap','techtools@hotmail.com','99202 00070','Tech tools ','India','421204','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-15'),(67,'awadh prasad','awadhp68@gmail.com','98352 68331','Rp enterprises ','India','490023','S&T EXCETEK CNC Wire EDM EX40','Wire cut machine','','2024-07-15'),(68,'Mayuresh Kamble','mayureshkamble22@gmail.com','98228 01929','Kapil Engineering ','India','416115','SKITEK Medium Speed CNC Wire EDM SR-400/G','Please send details and quotation for this product.','','2024-07-15'),(69,'Mayuresh Kamble','mayureshkamble22@gmail.com','98228 01929','Kapil Engineering ','India','416115','SKITEK Medium Speed CNC Wire EDM SR-400/G','Please send details and quotation for this product.','','2024-07-15'),(72,'Dilip Kumar Sharma','dkdilip7814@gmail.com','78142 39628','Devindra tools India','India','141003','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-15'),(74,'testing','kk@hm.com','96325 87411','eccom','india','789456','','','','2024-07-16'),(75,'kumar','kk@hm.com','96325 87415','eccom','dsad','789456','','','','2024-07-16'),(76,'kumar kk','kk@hm.com','78797 88987','eccom','dsad','789456','','','','2024-07-16'),(77,'kumar','kk@hm.com','98989 89898','eccom','dsad','789456','','','','2024-07-16'),(78,'NEERAJ','purchase@shankarmoulding.com','99990 21677','SML','INDIA','123501','S&T Engineers Vertex Punch Grinder V-PGA','NEED FORMAL QUOTATION','','2024-07-16'),(79,'kumar','kk@hm.com','54645 64564','eccom','dsad','789456','','','','2024-07-16'),(80,'kumar','kk@hm.com','67896 87968','eccom','dsad','789456','','','','2024-07-16'),(87,'Palani Natarajan','palani.natarajan@bgrneo.com','80955 01896','BGR Neo','India','600058','SKITEK DRO Milling Machine PM500','I need Ram turret milling machine,Conventional lathe and Surface grinding machine','','2024-07-16'),(88,'kumar','kk@hm.com','55646 66565','eccom','dsad','789456','','','','2024-07-16'),(89,'Ravi varman','ravihhome27@gmail.com','73970 75888','V S Engineering','India','641407','SERVO Mini Bend','ST3015G','','2024-07-16'),(90,'Paul Chacko','tooltech@live.com','99010 45979','Tool tech engineers','India','560058','SKITEK CNC Milling Machine SKCNC900','','','2024-07-16'),(91,'Sanidhya','sanidhya@earlyhustle.in','81495 90046','EarlyHustle','India','440027','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-16'),(92,'Sanidhya','sanidhya@earlyhustle.in','81495 90046','EarlyHustle','India','440027','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-16'),(93,'Amit Nikam','amitnikam9393@gmail.com','99210 69393','Apt Enterprises ','India','411041','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-16'),(94,'Sohit Kaswala','sohitkaswalaspgw2023@gmail.com','63511 58583','Sahajanand Precision Grinding works','India','364240','Surfce grindder wnat','Call','','2024-07-17'),(95,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(96,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(97,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(98,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(99,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(100,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(101,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(102,'Milan','jvengineering1993@gmail.com','96624 41948','JV ENGINEERING ','India','361005','S&T EXCETEK CNC Wire EDM EX40','','','2024-07-17'),(103,'Vinodhkumar','vinodhkumar.veluchamy@zf.com','08754 04674','ZF','India','641062','YCM Turning Center TC36','I am writing to request a comprehensive technical and budgetary offer for the TC - 36 model. Please include detailed specifications, pricing, and any additional services or support that are available. Your prompt response will be greatly appreciated as it is crucial for our upcoming project planning. Thank you for your cooperation.','','2024-07-17'),(104,'Siva','sivasasi7274@gmail.com','06382 22937','Uno ','India','605757','SKITEK CNC Panel Bending Machine SK PB 2000P+','','','2024-07-19'),(105,'D MADHAVARAJ','madha89@hyundai-steelpipe.com','97863 28424','HYUNDAI STEEL PIPE INDIA PVT LTD','india','602002','Skitek Lathe Machine All geared Lathe ST-800','Already we have ST-4100 lathe machine ,we quote for ST-600 & ST-800 lathe machine\n\nkindly send quotation to her mentioned mail id madha89@hyundai-steelpipe.com','','2024-07-19'),(106,'D MADHAVARAJ','madha89@hyundai-steelpipe.com','97863 28424','HYUNDAI STEEL PIPE INDIA PVT LTD','india','602002','Skitek Lathe Machine All geared Lathe ST-800','Already we have ST-4100 lathe machine ,we quote for ST-600 & ST-800 lathe machine\n\nkindly send quotation to her mentioned mail id madha89@hyundai-steelpipe.com','','2024-07-19'),(107,'RAJ NANDAN','nandan@ellarmetalparts.com','70929 12523','E','India','600117','S&T Engineers Vertex Precision Drill Grinder VDG-13A','','','2024-07-20'),(108,'Pedavegi Kumar devi vara prasad','deviprasad2002@gmail.com','92465 64031','Self','India','500085','Skitek Vertical Turret Milling Machine B-420','','','2024-07-20'),(109,'Pedavegi Kumar devi vara prasad','deviprasad2002@gmail.com','92465 64031','Self','India','500085','Skitek Vertical Turret Milling Machine B-420','','','2024-07-20'),(110,'Pedavegi Kumar devi vara prasad','deviprasad2002@gmail.com','92465 64031','Self','India','500085','S&T Engineers Vertex Super Indexing Spacer CS-6/8','','','2024-07-20'),(111,'Pedavegi Kumar devi vara prasad','deviprasad2002@gmail.com','92465 64031','Self','India','500085','S&T Engineers Vertex Super Indexing Spacer CS-6/8','','','2024-07-20'),(112,'Ravindra Borse','ravindraborse49@gmail.com','77670 81367','TECHNOWORLD SOLUTIONS ','India','424101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-21'),(113,'Ravindra Borse','ravindraborse49@gmail.com','77670 81367','TECHNOWORLD SOLUTIONS ','India','424101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-21'),(114,'Sirenjeevi R','sirenjeevi9700@gmail.com','95007 39532','PPR INDUSTRIALEQUIPMENTS','Indian','641025','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-21'),(115,'Raaj','raajshaikh7@gmail.com','98817 86500','Lemonbull','India','412207','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-21'),(116,'John','ashwinhitechsolution@gmail.com','98946 30664','Ashwin Hi Tech Solution ','India','605110','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Wood and Metal cnc design ','','2024-07-22'),(117,'John','ashwinhitechsolution@gmail.com','98946 30664','Ashwin Hi Tech Solution ','India','605110','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Wood and Metal cnc design ','','2024-07-22'),(118,'John','ashwinhitechsolution@gmail.com','98946 30664','Ashwin Hi Tech Solution ','India','605110','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Wood and Metal cnc design ','','2024-07-22'),(119,'John','ashwinhitechsolution@gmail.com','98946 30664','Ashwin Hi Tech Solution ','India','605110','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Wood and Metal cnc design ','','2024-07-22'),(120,'John','ashwinhitechsolution@gmail.com','98946 30664','Ashwin Hi Tech Solution ','India','605110','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Wood and Metal cnc design ','','2024-07-22'),(121,'John','ashwinhitechsolution@gmail.com','98946 30664','Ashwin Hi Tech Solution ','India','605110','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Wood and Metal cnc design ','','2024-07-22'),(122,'Harivardhan S','harivardhan.s77@gmail.com','77952 20734','saraswathi Innovative Enterprises ','INDIA','560091','SKITEK CNC Milling Machine SKCNC900','Hi','','2024-07-22'),(123,'Harivardhan S','harivardhan.s77@gmail.com','77952 20734','saraswathi Innovative Enterprises ','INDIA','560091','SKITEK CNC Milling Machine SKCNC900','Hi','','2024-07-22'),(124,'Harivardhan S','harivardhan.s77@gmail.com','77952 20734','saraswathi Innovative Enterprises ','INDIA','560091','SKITEK CNC Milling Machine SKCNC900','Hi','','2024-07-22'),(125,'Harivardhan S','harivardhan.s77@gmail.com','77952 20734','saraswathi Innovative Enterprises ','INDIA','560091','SKITEK CNC Milling Machine SKCNC900','Hi','','2024-07-22'),(126,'dola ramesh','dola.ramesh@hal-india.co.in','95134 93634','hindustan aeronautics limited','india','763002','centreless grinding machine','please send us different types of centerless grinding machine catalogue with techno commercial budgetary quotation.','','2024-07-22'),(127,'Annmick Ruphesh','iannmickruphesh@gmail.com','94444 57256','Little ','India','629401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-22'),(128,'Annmick Ruphesh','iannmickruphesh@gmail.com','94444 57256','Little ','India','629401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-22'),(129,'Annmick Ruphesh','iannmickruphesh@gmail.com','94444 57256','Little ','India','629401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-22'),(130,'Annmick Ruphesh','iannmickruphesh@gmail.com','94444 57256','Little ','India','629401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-22'),(131,'Annmick Ruphesh','iannmickruphesh@gmail.com','94444 57256','Little ','India','629401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-22'),(132,'Annmick Ruphesh','iannmickruphesh@gmail.com','94444 57256','Little ','India','629401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-22'),(133,'KV KARTHIKEYAN ','contactskst@gmail.com','98427 15015','HI FLY KNITS ','India','638301','Laser ','Need laser cutting machine for fabric (textile ) with projector for positioning ','','2024-07-22'),(134,'Rachan Kamath','orionengineers@gmail.com','98867 28613','Orion Engineers ','India','562123','SKITEK CNC Milling Machine SKCNC900','','','2024-07-23'),(135,'Rachan Kamath','orionengineers@gmail.com','98867 28613','Orion Engineers ','India','562123','SKITEK CNC Milling Machine SKCNC900','','','2024-07-23'),(136,'Syed Asif','syedasif7957@gmail.com','99865 07957','Bee metal works ','India','560053','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-23'),(137,'Syed Asif','syedasif7957@gmail.com','99865 07957','Bee metal works ','India','560053','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','','2024-07-23'),(138,'Nikhil','woodpecker2158@gmail.com','90374 24985','Woodpecker ','India','673010','Cnc press break','Nc. & cnc. 10 feet. 80 ton quote ','','2024-07-23'),(139,'Nikhil','woodpecker2158@gmail.com','90374 24985','Woodpecker ','India','673010','Cnc press break','Nc. & cnc. 10 feet. 80 ton quote ','','2024-07-23'),(140,'Safi','mohamedsafi62@gmail.com','75028 17061','mohamedsafi','IN','609608','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I want price details and specifications','','2024-07-24'),(141,'Allabakash ','mtechmas@gmail.com','83100 85847','M Tech','I','560091','S&T EXCETEK CNC Wire EDM EX40','Give me feedback ','','2024-07-24'),(142,'Allabakash ','mtechmas@gmail.com','83100 85847','M Tech','I','560091','S&T EXCETEK CNC Wire EDM EX40','Give me feedback ','','2024-07-24'),(143,'shubham sharma ','Rangvo.locks081@gmail.com','63963 04514','RANGVO ENTERPRISES ','india','202001',' SKITEK CNC Bending Machine SKCNC300T3200','i want to purchase within 3 months \n','','2024-07-24'),(144,'shubham sharma ','Rangvo.locks081@gmail.com','63963 04514','RANGVO ENTERPRISES ','india','202001',' SKITEK CNC Bending Machine SKCNC300T3200','i want to purchase within 3 months \n','','2024-07-24'),(146,'Vikas Belure','om.9226222544@gmail.com','92262 22544','Om Industries','India','413501','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2 kw','','2024-07-24'),(147,'Vikas Belure','om.9226222544@gmail.com','92262 22544','Om Industries','India','413501','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2 kw','','2024-07-24'),(148,'R GIRIBABU','giribabur@hyundai-steelpipe.com','91826 48821','Hyundai steel pipe india pvt ltd','india','602002','Skitek Lathe Machine All geared Lathe ST-410','need Quotation for this machine','','2024-07-25'),(149,'Varunkumar Kuppan','varunkumark570@gmail.com','99003 16794','Sri Vaishnavi industries ','India','560090','SKITEK CNC Milling Machine SKCNC900','','','2024-07-25'),(150,'amal','amal@gmail.com','98456 32111','amal co','India','895623','YCM CNC Vertical Machining Center FV56T','enquiry','','2024-07-25'),(151,'arya','arya@gmail.com','85236 97411','arya','india','654123','','','','2024-07-25'),(152,'jesina','jesina@gmail.com','98562 31477','company','india','852963','','','','2024-07-25'),(153,'kumar','kk@hm.com','85858 58585','eccom','dsad','789456','tttttttttrey','reyeyew','','2024-07-25'),(154,'kumar','oppio@gmail.com','86987 67967','eccom','dsad','789456','','','','2024-07-25'),(155,'Hariharan','stengineersppc@gmail.com','73970 75888','STM','INDIA','641103','YCM CNC Vertical Machining Center FV56T','Please send Quote','','2024-07-26'),(161,'testing p','pp@gmail.com','85236 97444','pcom','india','650002','','','','2024-07-26'),(165,'aakash','aakash@gmail.com','85236 97747','abc','India','6500001','','','ST Engineers - Blogs','2024-07-26'),(181,'Alisha ','aishashree98@gmail.com','98942 81344','ABC Company ','INDIA','641102','YCM Vertical Machining Center i5','','YCM Vertical Machining Center i5','2024-07-26'),(193,'M sajar','lazyshahz@gmail.com','72598 67281','Ah&s','India','585128','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-26'),(194,'M sajar','lazyshahz@gmail.com','72598 67281','Ah&s','India','585128','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-26'),(196,'Harmeet Singh','harjeetengg@yahoo.com','98962 20312','Harjeet engg works','India','132116','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-27'),(197,'neeraj khurana','wellsteam129@gmail.com','98115 08263','well steam systems','India','121003','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','looking 3 kw fiber laser cutting machine','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-27'),(198,'Vivek Dnyaneshwar you ','vivekp210994@gmail.com','91584 00401','Vishwakarma engineering ','India','443001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-27'),(199,'Vivek Dnyaneshwar you ','vivekp210994@gmail.com','91584 00401','Vishwakarma engineering ','India','443001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-27'),(200,'Jagelal','jage7800784300@gmail.com','91798 52562','Shiv Steel interprises','Raebareli','229001','Ss','','Buy STM CNC laser cutting machines from best supplier S&T','2024-07-28'),(201,'Dharmendra kumar Vishwakarma','vishalenterprises23788@gmail.com','99367 31574','Vishal rooling shutters company ','UP','221503','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-28'),(202,'Iftikhar Ahmed khan ','iftikharkhan5302@gmail.com','90275 31545','The Fabricator','India','244221','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-28'),(203,'Iftikhar Ahmed khan ','iftikharkhan5302@gmail.com','90275 31545','The Fabricator','India','244221','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-28'),(204,'Anuj Sharma','njsharma936@gmail.com','99997 20338','Anuj industries ','India','110032',' SKITEK CNC Press Brake Machine SKCNC160T4000','',' SKITEK CNC Press Brake Machine SKCNC160T4000','2024-07-28'),(230,'Vishal','vishalasdf@gmail.com','98964 54133','Bhatia enterprises ','India','132001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Urjent need','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-07-29'),(254,'RAVI','mahadevservices99@gmail.com','09030 21967','MAHADEV SERVICES ','India','521001','S&T Engineers Vertex ER Spring Collet Chuck System V-231-250','We want Vertex ER 20 Spring Collet Chuck System','S&T Engineers Vertex ER Spring Collet Chuck System V-231-250','2024-07-29'),(258,'chetan sadashiv deore','chetan.deore@legrand.com','09881 84358','NEDS PVT LTD','India','422003','S&T Engineers Vertex Punch Grinder V-PGA','send the quote for the same','S&T Engineers Vertex Punch Grinder V-PGA','2024-07-29'),(259,'Keerthana Mohanraj','keerthana.stengineers@gmail.com','98765 43210','STM','India','641039','VL610','Test','','2024-07-29'),(306,'test','testuser@gmail.com','88888 88888','test','test','641666','YCM Vertical Machining Center i5','dad','YCM Vertical Machining Center i5','2024-07-31'),(310,'SRINIVASAN R','standparts@rediffmail.com','90665 91095','STAND PARTS','india','560062','EFFCO DRILLING MACHINE','Sir, we need 1 inch EFFCO drilling machine.','ST Engineers - Contact Us','2024-08-01'),(311,'Abhijeet Kumar','Abhijeet.Kumar@in.panasonic.com','00000 00000','Panasonic Life Solutions India Pvt. Ltd.','India','396210','S&T Engineers Vertex Air Die Tool VAG-605','Please send me quote for this air tool.\nThanks.','S&T Engineers Vertex Air Die Tool VAG-605','2024-08-01'),(312,'Mohanraj Lakshmanan','maklan_2009@yahoo.in','97504 40029','Maklan engineering ','IN','641051','Skitek Lathe Machine All geared Lathe ST-660','','ST Engineers | Skitek Lathe Machine All geared Lathe ST-660','2024-08-02'),(313,'Chetan sadashiv deore ','chetan.deore@legrand.com','98818 43584','NEDS pvt Ltd','India','422003','SKITEK Universal Industrial Milling Machine PM4KS','Send me quotation ','SKITEK Universal Industrial Milling Machine PM4KS','2024-08-03'),(314,'Tamilmozhi','asugpy@falfl.com','93600 92188','Digital keys machine tools&automation','India','614716','Requirements 3 Jaw powerful camlock type self-centering chuck 250 mm, D1-8 Recommended brands: VERTEX, AJAX','Requirements\n3 Jaw powerful camlock type self-centering chuck \n250 mm, D1-8\n\nRecommended brands: VERTEX, AJAX','S&T Engineers - Range of Lathe Machining Tools | Accessories','2024-08-03'),(317,'kumar','kk@hm.com','98898 98989','eccom','india','695001','SKITEK DRO Milling Machine PM500','test','SKITEK DRO Milling Machine PM500 - S&T Engineers','2024-08-05'),(318,'kumar','kk@hm.com','45989 89989','eccom','india','695001','SKITEK DRO Milling Machine PM500','test','SKITEK DRO Milling Machine PM500 - S&T Engineers','2024-08-05'),(322,'test','testerabc360@gmail.com','07894 56123','test','India','639852','STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','','ST Engineers | STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','2024-08-05'),(328,'MAHMOUD','mahmoud.kamel@pangulfvalves.com','54 000 0512','PGVM & GSW','KSA','12345','Looking for Backup for S&T VTL-160 with Siemens 810d','Can you support us for your machine , \nwe are searching for the backup , since the machine breakdown before 2 months ','','2024-08-07'),(329,'MAHMOUD','mahmoud.kamel@pangulfvalves.com','54 000 0512','PGVM & GSW','KSA','12345','Looking for Backup for S&T VTL-160 with Siemens 810d','Can you support us for your machine , \nwe are searching for the backup , since the machine breakdown before 2 months ','','2024-08-07'),(330,'Kesavan','r17201321kesavan@gmail.com','78688 18865','Abc interiors','Madurai','630611','SF3015G fiber laser cutting','What does this machine need to cut steel?\n','ST Engineers','2024-08-08'),(331,'Kesavan','r17201321kesavan@gmail.com','78688 18865','ABC Interiors','Madurai','630611','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','What does this machine need to cut steel?','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-08-08'),(332,'Ravichandra murakatnal','ravichandrapmnttf22@gmail.com','83204 37086','Craftsman innovations pvt ltd ','India','411014','Universal Type Angle Head for Milling Machine','','ST Engineers | Universal Type Angle Head for Milling Machine','2024-08-08'),(333,'Varun M','varunaphyd@gmail.com','96664 54045','Applied hydraulic systems ','India','500042','MST Universal Angular Head','\n\n','ST Engineers | MST Universal Angular Head','2024-08-09'),(334,'Vignesh Ravichandiran','vigneshrv001@gmail.com','09600 36400','vg tool tecch','India','635109','YCM Vertical Machining Center i5','','YCM Vertical Machining Center i5','2024-08-09'),(335,'Thomas ','ste.engg28821@gmail.com','74061 19929','St Thomas engineering works ','India','560099','SKITEK DRO Milling Machine PM500','With all accessories \nBrand vertex please send the quotation ','SKITEK DRO Milling Machine PM500 - S&T Engineers','2024-08-09'),(336,'sabari','s.babu@spectrumes.com','63824 26396','spectrum engineering chennai','india','600050','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','i need CK Clamping kit 52pcs','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','2024-08-10'),(337,'Narayan nalluri','nrcaerospace@gmail.com','94935 88880','Nrc aerospace','India','500072','MST Universal Angular Head','Unit cost of angular head, please send quote to nrcaerospace@gmail.com and need delivery time as well','ST Engineers | MST Universal Angular Head','2024-08-10'),(338,'H Kumar ','21hkumar1979@gmail.com','88258 34506','New','India','600011','SKITEK CNC Milling Machine SKCNC900','Quote ','SKITEK CNC Milling Machine SKCNC900','2024-08-10'),(339,'Dhananjay','sparkengineers2@gmail.com','73493 87785','Spark engineers','KA','590006','MST Corporation Mini Type Extre Compact Head','','ST Engineers | MST Corporation Mini Type Extre Compact Head','2024-08-10'),(340,'Naveen S K','naveen@naveenam.com','99448 90719','Naveenam Tech Private Limited ','India','641062','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-08-10'),(341,'Devang Navinchandra Rathod','devprecisionengineers@yahoo.com','98795 74372','Dev Precision Engineers','India','360002','S&T EXCETEK CNC Wire EDM EX40','We would like to know probable rate and delivery schadule for the machine','ST Engineers | S&T EXCETEK CNC Wire EDM EX40','2024-08-11'),(342,'Horace dsouza','info@safaridesigns.in','99019 00065','Safari designs','India','560068','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-08-11'),(343,'RONAK SINGH BHURJI ','bmtgrinder@gmail.com','98101 93871','BHURJI MACHINE TOOLS ','INDIA','121006','SURFACE GRINDING MACHINE ','Dear Sirs\nWe Are Reputed Manufacturer Of Precision Hydraulic And Manual Surface Grinders Since 1969\n\nBHURJI MACHINE TOOLS\n\nPLEASE CONTACT US ON OUR OFFICIAL PHONE NUMBER ---- 9818439150 \nIF YOU HAVE ANY REQUIREMENT FOR HYDRAULIC AND MANUAL SURFACE GRINDER MACHINE \n\nEmail - bmtgrinder@gmail.com \n','','2024-08-11'),(344,'RONAK SINGH BHURJI ','bmtgrinder@gmail.com','98101 93871','BHURJI MACHINE TOOLS ','INDIA','121006','SURFACE GRINDING MACHINE ','Dear Sirs\nWe Are Reputed Manufacturer Of Precision Hydraulic And Manual Surface Grinders Since 1969\n\nBHURJI MACHINE TOOLS\n\nPLEASE CONTACT US ON OUR OFFICIAL PHONE NUMBER ---- 9818439150 \nIF YOU HAVE ANY REQUIREMENT FOR HYDRAULIC AND MANUAL SURFACE GRINDER MACHINE \n\nEmail - bmtgrinder@gmail.com \n','','2024-08-11'),(345,'N Santhosh Kumar ','santhoshkumarpdm@gmail.com','88388 84071','Lakshmi Gases ','India','641664','Oxygen cylinders ','I have enquiry on supplying oxygen and other cylinders ','ST Engineers','2024-08-12'),(346,'Santosh N S','acmadiecasting@gmail.com','94489 27383','Acma die casting ','IN','560077','S&T Engineers Vertex Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK','Required HSK40 adopter ','S&T Engineers Vertex Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK','2024-08-13'),(347,'Aliasgar Pardawala','pardaengg@yahoo.com','08308 81902','Parda Dies and Taps','India','411048','SKITEK CNC Milling Machine SKCNC900','Need machine PCD drilling, pocket Milling and Thread Grinding.','SKITEK CNC Milling Machine SKCNC900','2024-08-13'),(348,'Aravind S','aravinds2015@gmail.com','94868 39259','Suci automation ','India','641031','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-08-13'),(349,'S PRAKASH','esd_blr1@craftsmanautomation.com','91139 91093','craftsman automation ltd','INDIA','560105','YCM CNC Vertical Machining Center DV30T','DEAR SIR/MADAM,\n For Our Needs spindle between centers Distance drawing for DV30T Model.','ST Engineers | YCM CNC Vertical Machining Center DV30T','2024-08-14'),(350,'Abrar Ahmed Nadaf','karthikengg4@gmail.com','90088 45735','Karthik engineering works ','IN','580030','MST Corporation Mini Type Extre Compact Head','','ST Engineers | MST Corporation Mini Type Extre Compact Head','2024-08-14'),(351,'Sriram KALLEPALLI','sreeram0337@gmail.com','90005 36062','Keerthana cnc Technologies ','India','530012','','','S&T Engineers - MST Angular heads and shrink fit machines','2024-08-15'),(352,'Ujwal Pawar','ujwalp433@gmail.com','78920 30521','Fujiyama mould tech ','India','560068','MST Universal Angular Head','Hfg','ST Engineers | MST Universal Angular Head','2024-08-15'),(353,'LATHEEF N M crescent house VALLAKKADAVU PO Trivandrum','n.mlatheef@yahoo.com','94475 86405','Spacecraft Engineers ','Trivandrum','695008','Universal Angular head','Provide me your best offer','S&T Engineers - MST Angular heads and shrink fit machines','2024-08-15'),(354,'Sameer Deshpande','varadindustries22@gmail.com','99701 32907','VARAD INDUSTRIES ','India','411065','Universal Angular Head','','S&T Engineers - MST Angular heads and shrink fit machines','2024-08-16'),(355,'Sridhar nayan ','siddunayn@gmail.com','99630 82224','SKM TOOLS PRIVATE LTD','India','501510','MST Corporation Mini Type Extre Compact Head','I need the above angular head attachment with HSK63 adapter ','ST Engineers | MST Corporation Mini Type Extre Compact Head','2024-08-16'),(356,'Sudhakar Babu','sudhakaryerva@gmail.com','98409 49815','Four i Technologies ','India','600050','Mst Corporation Angular Head 90 degree Type','','ST Engineers | Mst Corporation Angular Head 90 degree Type','2024-08-16'),(357,'Vignesh','vmengineering2022@gmail.com','63748 18419','V m engineering ','Tamilnadu','600096','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-18'),(358,'Amshuman Devaraj','aveisenengineering@gmail.com','99728 90913','Av eisen engineering ','India','560058','S&T Engineers MST Heavy Duty Angle Head','Iso50 \n','ST Engineers | S&T Engineers MST Heavy Duty Angle Head','2024-08-19'),(359,'Ganesh','ganeshmoto67@gmail.com','94861 62323','ZUUKI TECHNOLOGIES','India','600050','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-08-19'),(360,'Lakshmanan','dhanalakshmiengg@gmail.com','98945 34011','Dhanalakshmi Engineering Works ','India','632001','MST Universal Angular Head','Send the quote if ISO40 universal Angular head','ST Engineers | MST Universal Angular Head','2024-08-19'),(361,'Jayant Arbune','jayantarbune19@gmail.com','73504 01747','Laser works','India','411046',' SKITEK CNC Bending Machine SKCNC300T3200','Please share quote','ST Engineers | SKITEK CNC Bending Machine SKCNC300T3200','2024-08-20'),(362,'Jayant Arbune','jayantarbune19@gmail.com','7650401747','Laser works','India','411046','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','Please send quotes ','ST Engineers | STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','2024-08-20'),(363,'Prashanth ','prashanth_sd7@yahoo.co.in','88257 37684','SD bros engg','India','641010','S&T Engineers Vertex High Precision Boring Head Set VBH620','Vertex boring bar quotation ','S&T Engineers Vertex High Precision Boring Head Set VBH620','2024-08-20'),(364,'S Leo ','emailforth@gmail.com','73050 02880','TH Tooling ','India','600032','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','VHO6\n','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','2024-08-21'),(365,'Manju','smcnctech@gmail.com','91960 68182','smcnctech','India','560091','S&T Engineers MST Cutting tool shrink fitting Machine','','ST Engineers | S&T Engineers MST Cutting tool shrink fitting Machine','2024-08-21'),(366,'Azhagendran s','sazhagendran8@gmail.com','91787 13121','Ars Engineering ','India','600044','YCM CNC Horizontal Machining Center H500B','Send me the price for HMC 4 Axis','ST Engineers | YCM CNC Horizontal Machining Center H500B','2024-08-23'),(367,'Azhagendran s','sazhagendran8@gmail.com','91787 13121','Ars Engineering ','India','600044','YCM CNC Horizontal Machining Center NH800B','Give me the price.','ST Engineers | YCM CNC Horizontal Machining Center NH800B','2024-08-23'),(368,'Panduranga Rao','rao@hnsenterprises.in','96866 81227','HNS Enterprises','India','560096','SKITEK DRO Milling Machine PM500','Please let me have the catalogue and quotation for Lather machine and semi-automatic Milling machine','SKITEK DRO Milling Machine PM500 - S&T Engineers','2024-08-23'),(369,'shanmugam sundaram','v.shanmugasundaram1988@gmail.com','97898 01667','hare krishna tool&dies','India','600124','vmc','bed size vmc machine 800x600x600.i have quotation sir ','','2024-08-23'),(370,'VIRAJ OAK','office@voakengineers.com','96193 68244','v oak engineers pvt ltd','india','421601','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','Respected Sir/Madam,\n\nWe are into manufacturing of Shell and tube heat exchangers and are looking for a VMC for drilling of tubesheets at high feed and speed,\nOur hole sizes are 9.5 mm and 19 mm\nMaterial to be drilled : M.S\nThickness :25-35 mm\n\nMax tubesheet OD : 500 mm\n\nKindly suggest and quote your best suitable model for the same.\n','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','2024-08-23'),(371,'Nitin','plasticmachinery@ymail.com','90330 30685','Plastic Machinery','India','390010','S&T Engineers Vertex Base Plate Series HBP-4060 - 50100T','Please share your techno commercial offer with no regret pricing for the HBP-4060 clamping plate','S&T Engineers Vertex Base Plate Series HBP-4060 - 50100T','2024-08-23'),(372,'Shiva Kumar B','shivakumarb416@gmail.com','95057 79691','Sri lakshmi venkateshwara wood carvings ','India','517424','Universal grinding machine','Venkatagirikota','','2024-08-23'),(373,'Prakash ','pp5333589@gmail.com','88704 37380','Awf','Ptf','122','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-25'),(374,'Karim Bouslama','operations@upgradefactory.net','28 658 214','Upgrade Factory','Tunisie','8011','SKITEK Medium Speed CNC Wire EDM SR-400/G','Dear Sir or Madam, \nWe are looking for a meduim speed wire edm machine with a workpiece dimension of max 500 x 500mm. \nbest regards, \nBouslama Karim. ','ST Engineers | SKITEK Medium Speed CNC Wire EDM SR-400/G','2024-08-26'),(375,'Vishal','vishal@hexamech.com','93767 67682','Hexamech','India','382430','Conventional Milling machine','We are in the process of upgrading our toolroom capabilities and are interested in acquiring a conventional milling machine. Given your reputation for providing high-quality machinery, we would like to request a quotation for a suitable model that meets the following specifications:\n\nMachine Type: Conventional milling machine\nApplication: Mold manufacturing Toolroom (precision work)','','2024-08-26'),(376,'Sanjay','k.sanjaysanjay2004@gmail.com','77085 59743','AK engg works','India','635126','SKITEK Universal Industrial Milling Machine PM4KS','Just needed quotation ','SKITEK Universal Industrial Milling Machine PM4KS','2024-08-27'),(377,'Shakhawat Hossain','technicalaid29@gmail.com','0191-128313','Technical Aid','Bangladesh','1704','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','Please give me price quotation with purchase detail and training','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','2024-08-28'),(378,'Vipul vikas kapse','Krishmetalcorp@gmail.com','9921 066212','Krish metal corporation ','IN','411026 ','SKITEK CNC Milling Machine SKCNC900','Vmc ','SKITEK CNC Milling Machine SKCNC900','2024-08-29'),(379,'Ananda Devekar','technoservehyd@gmail.com','88283 43976','Technoserve Bolting Services ','India','410218','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-29'),(380,'Ananda Devekar','technoservehyd@gmail.com','88283 43976','Technoserve Bolting Services ','India','410218','SKITEK CNC Milling Machine SKCNC900','Quote for SKCNC900 machine','SKITEK CNC Milling Machine SKCNC900','2024-08-29'),(381,'Ananda Devekar','technoservehyd@gmail.com','88283 43976','Technoserve Bolting Services','India','410218','SKITEK CNC Milling Machine SKCNC900','Quote for SKCNC900 machine','SKITEK CNC Milling Machine SKCNC900','2024-08-29'),(382,'Kumar Somashekar ','anjanaenterprises@ymail.com','95355 77601','Anjana Enterprises','India','560091','S&T Engineers Vertex Magnetic Tools VMH-62','Qty 1 no','S&T Engineers Vertex Magnetic Tools VMH-62','2024-08-29'),(383,'Kumar Somashekar ','anjanaenterprises@ymail.com','95355 77601','Anjana Enterprises','India','560091','S&T Engineers Vertex Magnetic Tools VMH-62','Qty 1 no','S&T Engineers Vertex Magnetic Tools VMH-62','2024-08-29'),(384,'Kumar Somashekar ','anjanaenterprises@ymail.com','95355 77601','Anjana Enterprises','India','560091','S&T Engineers Vertex Magnetic Tools VMH-62','Qty 1 no','S&T Engineers Vertex Magnetic Tools VMH-62','2024-08-29'),(385,'Kumar Somashekar ','anjanaenterprises@ymail.com','95355 77601','Anjana Enterprises','India','560091','S&T Engineers Vertex Magnetic Tools VMH-62','Code no - 2015-623\nQty 1 no','S&T Engineers Vertex Magnetic Tools VMH-62','2024-08-29'),(386,'Kumar Somashekar ','anjanaenterprises@ymail.com','95355 77601','Anjana Enterprises','India','560091','S&T Engineers Vertex Magnetic Tools VML-B/C','Qty 1 no','S&T Engineers Vertex Magnetic Tools VML-B/C','2024-08-29'),(387,'rajesh cr','stecraind@gmail.com','70384 32766','Steel Craft India ','India','411062','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(388,'rajesh cr','stecraind@gmail.com','70384 32766','Steel Craft India ','India','411062','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(389,'rajesh cr','stecraind@gmail.com','70384 32766','Steel Craft India ','India','411062','SKITEK CNC Milling Machine SKCNC900','Please send quote ','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(390,'rajesh cr','stecraind@gmail.com','70384 32766','Steel Craft India ','India','411062','SKITEK CNC Milling Machine SKCNC900','Please send quote ','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(391,'Kumar Somashekar','anjanaenterprises@ymail.com','95355 77601','Anjana enterprises','India','560091','S&T Engineers Vertex Magnetic Tools VMH-62','Qty 1 no','S&T Engineers Vertex Magnetic Tools VMH-62','2024-08-30'),(392,'Mayur kore','itechsol2023@gmail.com','95037 46885','I tech solutions','India','416216','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(393,'Mayur kore','itechsol2023@gmail.com','95037 46885','I tech solutions','India','416216','SKITEK CNC Milling Machine SKCNC900','Machine details','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(394,'Mayur kore','itechsol2023@gmail.com','95037 46885','I tech solutions','India','416216','SKITEK CNC Milling Machine SKCNC900','Need machine details','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(395,'Mayur kore','itechsol2023@gmail.com','95037 46885','I tech solutions','India','416216','SKITEK CNC Milling Machine SKCNC900','Need machine details','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(396,'Mayur kore','itechsol2023@gmail.com','95037 46885','I tech solutions','India','416216','SKITEK CNC Milling Machine SKCNC900','Need machine details','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(397,'Mayur kore','itechsol2023@gmail.com','95037 46885','I tech solutions','India','416216','SKITEK CNC Milling Machine SKCNC900','Need machine details','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(398,'Suraj','suraj13enterprise@gmail.com','99603 69715','Suraj ent','India','414111','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-08-30'),(399,'Rohit Lipare','rlipare93@gmail.com','73042 63457','Md ','IN','400067','YCM CNC Vertical Machining Center NXV1020A','','ST Engineers | YCM CNC Vertical Machining Center NXV1020A','2024-08-31'),(400,'Rohit Lipare','rlipare93@gmail.com','73042 63457','Md ','IN','400067','YCM CNC Vertical Machining Center NXV1020A','','ST Engineers | YCM CNC Vertical Machining Center NXV1020A','2024-08-31'),(401,'rahul sutar','rahulsutar@sumasonssai.com','94226 22541','Sumasons Sai','India','416122','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-01'),(402,'rahul sutar','rahulsutar@sumasonssai.com','94226 22541','Sumasons Sai','India','416122','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-01'),(403,'Kevin Koradiya','applemachinetools@gmail.com','83207 79162','Apple machine tools ','India','395004','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','Required vertical machining chuck for vmc.','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','2024-09-01'),(404,'Kevin Koradiya','applemachinetools@gmail.com','83207 79162','Apple machine tools ','India','395004','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','Required vertical machining chuck for vmc.','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','2024-09-01'),(405,'Kevin Koradiya','applemachinetools@gmail.com','83207 79162','Apple machine tools ','India','395004','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','Required vertical machining chuck for vmc.','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','2024-09-01'),(406,'Kevin Koradiya','applemachinetools@gmail.com','83207 79162','Apple machine tools ','India','395004','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','Required vertical machining chuck for vmc.','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','2024-09-01'),(407,'Kevin Koradiya','applemachinetools@gmail.com','83207 79162','Apple machine tools ','India','395004','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','Required vertical machining chuck for vmc.','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','2024-09-01'),(408,'Ajay Panchal','mla.grp@gmail.com','90280 40777','Mechwell ','INDIA','422007','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(409,'Ajay Panchal','mla.grp@gmail.com','90280 40777','Mechwell ','INDIA','422007','SKITEK CNC Milling Machine SKCNC900','Cost and controler details ','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(410,'Ajay Panchal','mla.grp@gmail.com','90280 40777','Mechwell ','INDIA','422007','SKITEK CNC Milling Machine SKCNC900','Cost and controler details ','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(411,'Ajay Panchal','mla.grp@gmail.com','90280 40777','Mechwell ','INDIA','422007','SKITEK CNC Milling Machine SKCNC900','Cost and controler details ','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(412,'Karthik','karthik@nagman.com','73977 02748','Nagman Instruments','India','600123','Mini-CNC/VMC/Milling','We are interested in the subject machines. please depute your engineer for detailed discussion on our components for selecting correct model','','2024-09-02'),(413,'Karthik','karthik@nagman.com','73977 02748','Nagman Instruments','India','600123','Mini-CNC/VMC/Milling','We are interested in the subject machines. please depute your engineer for detailed discussion on our components for selecting correct model','','2024-09-02'),(414,'Omkar Powar','adityayindustries101@gmail.com','87939 01650','Adityay industries ','Ind','411026','SKITEK CNC Milling Machine SKCNC900','…','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(415,'Omkar Powar','adityayindustries101@gmail.com','87939 01650','Adityay industries ','Bharat','411026','SKITEK CNC Milling Machine SKCNC900','…','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(416,'Omkar Powar','adityayindustries101@gmail.com','87939 01650','Adityay industries ','Bharat','411026','SKITEK CNC Milling Machine SKCNC900','…','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(417,'Omkar Powar','adityayindustries101@gmail.com','87939 01650','Adityay industries ','Bharat','411026','SKITEK CNC Milling Machine SKCNC900','…','SKITEK CNC Milling Machine SKCNC900','2024-09-02'),(418,'Deepak Shinde','deepakshinde313918@gmail.com','99607 57201','Prime fixtures','India','400059','SKITEK CNC Milling Machine SKCNC900','I want machine ','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(419,'Deepak Shinde','deepakshinde313918@gmail.com','99607 57201','Prime fixtures','India','400059','SKITEK CNC Milling Machine SKCNC900','I want machine ','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(420,'Deepak Shinde','deepakshinde313918@gmail.com','99607 57201','Prime fixtures','India','400059','SKITEK CNC Milling Machine SKCNC900','I want machine ','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(421,'Deepak Shinde','deepakshinde313918@gmail.com','99607 57201','Prime fixtures','India','400059','SKITEK CNC Milling Machine SKCNC900','I want','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(422,'Sandeep Kolhe','sandeep.profab@gmail.com','07798 80115','PROFAB ENGINEERS ','India','412207','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(423,'Sandeep Kolhe','sandeep.profab@gmail.com','07798 80115','PROFAB ENGINEERS ','India','412207','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(424,'Sandeep Kolhe','sandeep.profab@gmail.com','07798 80115','PROFAB ENGINEERS ','India','412207','SKITEK CNC Milling Machine SKCNC900','Please quote ','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(425,'Sandeep Kolhe','sandeep.profab@gmail.com','07798 80115','PROFAB ENGINEERS ','India','412207','SKITEK CNC Milling Machine SKCNC900','Please quote ','SKITEK CNC Milling Machine SKCNC900','2024-09-03'),(426,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(427,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(428,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(429,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(430,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(431,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(432,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(433,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(434,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it- amardas@flairpens.com','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(435,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it- amardas@flairpens.com','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(436,'amar kumar das','amardas@flairpens.com','97251 93678','flair writing ltd','india','396215','Skitek Lathe Machine All geared Lathe ST-410','Please send quot on it- amardas@flairpens.com','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(437,'Manas','business@tenacitilab.com','07428 12567','Tenaciti Lab','India','122015','Skitek Lathe Machine All geared Lathe ST-410','Looking for precision lathes for primarily aluminum alloy machining along with some steel work. No production, for RnD use. Size constraint of 5.5x2.5 feet (entrance).\n','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(438,'Manas','business@tenacitilab.com','74281 25678','Tenaciti Lab','India','122015','Skitek Lathe Machine All geared Lathe ST-410','Looking for precision lathes for primarily aluminum alloy machining along with some steel work. No production, for RnD use. Size constraint of 5.5x2.5 feet (entrance).\n','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-09-04'),(439,'Manas','business@tenacitilab.com','74281 25678','Tenaciti Lab','India','122015','','Looking for precision lathes for primarily aluminum alloy machining along with some steel work. No production, for RnD use. Size constraint of 5.5x2.5 feet (entrance).','','2024-09-04'),(440,'Manas','business@tenacitilab.com','74281 25678','Tenaciti Lab','India','122015','ENQUIRY','Looking for precision lathes for primarily aluminum alloy machining along with some steel work. No production, for RnD use. Size constraint of 5.5x2.5 feet (entrance).','','2024-09-04'),(441,'Thyagarajan','contact@sisiradesigns.com','99462 51234','Sisira Designs Pvt Ltd','India','683574','cnc cutting machine','Sir We are looking for a CNC cutting machine ','','2024-09-05'),(442,'Thyagarajan','contact@sisiradesigns.com','99462 51234','Sisira Designs Pvt Ltd','India','683574','cnc cutting machine','Sir We are looking for a CNC cutting machine ','','2024-09-05'),(443,'Santosh Patil','santosh@sgepuin.com','84119 71188','Shree Gajanan Enterprises ','India','411036','YCM CNC Vertical Machining Center NXV1270A','','ST Engineers | YCM CNC Vertical Machining Center NXV1270A','2024-09-05'),(444,'Santosh Patil','santosh@sgepuin.com','84119 71188','Shree Gajanan Enterprises ','India','411036','YCM CNC Vertical Machining Center NXV1270A','','ST Engineers | YCM CNC Vertical Machining Center NXV1270A','2024-09-05'),(445,'Santosh Patil','santosh@sgepuin.com','84119 71188','Shree Gajanan Enterprises ','India','411036','YCM CNC Vertical Machining Center NXV1270A','','ST Engineers | YCM CNC Vertical Machining Center NXV1270A','2024-09-05'),(446,'Santosh Patil','santosh@sgepuin.com','84119 71188','Shree Gajanan Enterprises ','India','411036','YCM CNC Vertical Machining Center NXV1270A','','ST Engineers | YCM CNC Vertical Machining Center NXV1270A','2024-09-05'),(447,'Santosh Patil','santosh@sgepuin.com','84119 71188','Shree Gajanan Enterprises ','India','411036','YCM CNC Vertical Machining Center NXV1270A','','ST Engineers | YCM CNC Vertical Machining Center NXV1270A','2024-09-05'),(448,'Santosh Patil','santosh@sgepuin.com','84119 71188','Shree Gajanan Enterprises ','India','411036','YCM CNC Vertical Machining Center NXV1270A','','ST Engineers | YCM CNC Vertical Machining Center NXV1270A','2024-09-05'),(449,'Deep Bhende','deepbhende@gmail.com','83291 97666','Precitek Engineers ','India','403706','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-06'),(450,'Deep Bhende','deepbhende@gmail.com','83291 97666','Precitek Engineers ','India','403706','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-06'),(451,'Deep Bhende','deepbhende@gmail.com','83291 97666','Precitek Engineers ','India','403706','SKITEK CNC Milling Machine SKCNC900','Mail your offer on deepbhende@gmail.com','SKITEK CNC Milling Machine SKCNC900','2024-09-06'),(452,'Deep Bhende','deepbhende@gmail.com','83291 97666','Precitek Engineers ','India','403706','SKITEK CNC Milling Machine SKCNC900','Mail your offer on deepbhende@gmail.com','SKITEK CNC Milling Machine SKCNC900','2024-09-06'),(453,'Deep Bhende','deepbhende@gmail.com','83291 97666','Precitek Engineers ','India','403706','SKITEK CNC Milling Machine SKCNC900','Mail your offer on deepbhende@gmail.com','SKITEK CNC Milling Machine SKCNC900','2024-09-06'),(454,'Dhaval Patel','pateldhaval1807@gmail.com','08320 76096','MKD','India','380026','SKITEK CNC Panel Bending Machine SK PB 2000P+','','SKITEK CNC Panel Bending Machine SK PB 2000 P+','2024-09-07'),(455,'Dhaval Patel','pateldhaval1807@gmail.com','08320 76096','MKD','India','380026','SKITEK CNC Panel Bending Machine SK PB 2000P+','','SKITEK CNC Panel Bending Machine SK PB 2000 P+','2024-09-07'),(456,'GULAB YADAV','info@sunicranes.com','09705 54033','SUNI CRANES CONTROLS','India','401208','SKITEK CNC Milling Machine SKCNC900','Please send technical details \nMachin diamention and collect size ','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(457,'GULAB YADAV','info@sunicranes.com','09705 54033','SUNI CRANES CONTROLS','India','401208','SKITEK CNC Milling Machine SKCNC900','Please send technical details \nMachin diamention and collect size ','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(458,'GULAB YADAV','info@sunicranes.com','09705 54033','SUNI CRANES CONTROLS','India','401208','SKITEK CNC Milling Machine SKCNC900','Please send technical details \nMachin diamention and collect size ','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(459,'GULAB YADAV','info@sunicranes.com','09705 54033','SUNI CRANES CONTROLS','India','401208','SKITEK CNC Milling Machine SKCNC900','Please send technical details \nMachin diamention and collect size ','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(460,'ALEEM','diesorbit@gmail.com','58 242 8643','ABC','KSA','16272','YCM 5-Axis Machining Center UV650','PRICE ','ST Engineers | YCM 5-Axis Machining Center UV650','2024-09-08'),(461,'ALEEM','diesorbit@gmail.com','58 242 8643','ABC','KSA','16272','YCM 5-Axis Machining Center UV650','PRICE ','ST Engineers | YCM 5-Axis Machining Center UV650','2024-09-08'),(462,'SACHIN','umenterprises2012@gmail.com','94223 40669','U M ENTERPRISES','INDIA','411039','SKITEK CNC Milling Machine SKCNC900','PL GIVE BEST OF ALL MODELS','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(463,'SACHIN','umenterprises2012@gmail.com','94223 40669','U M ENTERPRISES','INDIA','411039','SKITEK CNC Milling Machine SKCNC900','PL GIVE BEST OF ALL MODELS','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(464,'SACHIN','umenterprises2012@gmail.com','94223 40669','U M ENTERPRISES','INDIA','411039','SKITEK CNC Milling Machine SKCNC900','PL GIVE BEST OF ALL MODELS','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(465,'Bhushan Choudhary','vpsales2812@gmail.com','91587 55575','Vp sales','India','411039','SKITEK CNC Milling Machine SKCNC900','Please share details brochure ','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(466,'Bhushan Choudhary','vpsales2812@gmail.com','91587 55575','Vp sales','India','411039','SKITEK CNC Milling Machine SKCNC900','Please share details brochure ','SKITEK CNC Milling Machine SKCNC900','2024-09-08'),(467,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','7097 19918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(468,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','7097 19918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(469,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','7097 19918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(470,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','7097 19918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(471,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(472,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(473,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(474,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(475,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(476,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(477,'Kathryn Hendricks','Kathryn.Hendricks@eco-prozestechnik.com','4970 9719918','ECO Prozesstechnik GmbH','Germany','74906','RFQ','Inquire quotes.','','2024-09-09'),(478,'sureshkumar','sureshkumar.u@epsilonengg.in','89259 58022','EPSILON ENGINEERING','INDIA','600096','MST Corporation Solid Type Angular Head','Dear sir.\n We are using a HAAS VF4 machine and require technical details regarding this device....','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-09'),(479,'sureshkumar','sureshkumar.u@epsilonengg.in','89259 58022','EPSILON ENGINEERING','INDIA','600096','MST Corporation Solid Type Angular Head','Dear sir.\n We are using a HAAS VF4 machine and require technical details regarding this device....','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-09'),(480,'sureshkumar','sureshkumar.u@epsilonengg.in','89259 58022','EPSILON ENGINEERING','INDIA','600096','MST Corporation Solid Type Angular Head','Dear sir.\n We are using a HAAS VF4 machine and require technical details regarding this device....','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-09'),(481,'Ravi Panchal','panchalravi1220@outlook.com','82002 90253','Allied engineering company','India','382345','Universal Type Angle Head for Milling Machine','Urgent Quatition','ST Engineers | Universal Type Angle Head for Milling Machine','2024-09-10'),(482,'Ravi Panchal','panchalravi1220@outlook.com','82002 90253','Allied engineering company','India','382345','Universal Type Angle Head for Milling Machine','Urgent Quatition','ST Engineers | Universal Type Angle Head for Milling Machine','2024-09-10'),(483,'Ravi Panchal','panchalravi1220@outlook.com','82002 90253','Allied engineering company','India','382345','Universal Type Angle Head for Milling Machine','Urgent Quatition','ST Engineers | Universal Type Angle Head for Milling Machine','2024-09-10'),(484,'Ravi Panchal','panchalravi1220@outlook.com','82002 90253','Allied engineering company','India','382345','Universal Type Angle Head for Milling Machine','Urgent Quatition','ST Engineers | Universal Type Angle Head for Milling Machine','2024-09-10'),(485,'Abhi goswami ','abhigoswami5770@gmail.com','99987 74793','Abhishek ','India','360024','MST Universal Angular Head','Price and details ','ST Engineers | MST Universal Angular Head','2024-09-10'),(486,'Vindu V','vindu.v@in.panasonic.com','72932 27144','Panasonic','India','396210','Skitek Vertical Turret Milling Machine PM550V','Please share quotation for machine as soon as possible.','ST Engineers | Skitek Vertical Turret Milling Machine PM550V','2024-09-10'),(487,'Vindu V','vindu.v@in.panasonic.com','72932 27144','Panasonic','India','396210','Skitek Vertical Turret Milling Machine PM550V','Please share quotation for machine as soon as possible.','ST Engineers | Skitek Vertical Turret Milling Machine PM550V','2024-09-10'),(488,'Vindu V','vindu.v@in.panasonic.com','72932 27144','Panasonic','India','396210','Skitek Vertical Turret Milling Machine PM550V','Please share quotation for machine as soon as possible.','ST Engineers | Skitek Vertical Turret Milling Machine PM550V','2024-09-10'),(489,'rajkumar ','rajomtechnology1987@gmail.com','82855 77183','omtechnology','india','202137','die end mold cutting','vmc machine pet botal cutting die ','','2024-09-10'),(490,'rajkumar ','rajomtechnology1987@gmail.com','82855 77183','omtechnology','india','202137','die end mold cutting','vmc machine pet botal cutting die ','','2024-09-10'),(491,'rajkumar ','rajomtechnology1987@gmail.com','85868 11058','omtechnology','india','202137','vmc machine','vmc machine pet botal cutting die ','','2024-09-10'),(492,'rajkumar ','rajomtechnology1987@gmail.com','85868 11058','omtechnology','india','202137','vmc machine','vmc machine pet botal cutting die ','','2024-09-10'),(493,'rajkumar ','rajomtechnology1987@gmail.com','85868 11058','omtechnology','india','202137','vmc machine','vmc machine pet botal cutting die ','','2024-09-10'),(494,'rajkumar ','rajomtechnology1987@gmail.com','85868 11058','omtechnology','india','202137','vmc machine','vmc machine pet botal cutting die ','','2024-09-10'),(495,'Sandip Dhaigude','pmsindustries24@gmail.com','84464 33258','Pms','India','410507','SKITEK CNC Milling Machine SKCNC900','Quote with atc ','SKITEK CNC Milling Machine SKCNC900','2024-09-10'),(496,'Sandip Dhaigude','pmsindustries24@gmail.com','84464 33258','Pms','India','410507','SKITEK CNC Milling Machine SKCNC900','Quote with atc ','SKITEK CNC Milling Machine SKCNC900','2024-09-10'),(497,'Ashu Solanki','solanky5496@gmail.com','91999 97703','Teksmithe Steel Solutions ','UP','201310','Mst Corporation Angular Head 90 degree Type','VMC','ST Engineers | Mst Corporation Angular Head 90 degree Type','2024-09-10'),(498,'Ashu Solanki','solanky5496@gmail.com','91999 97703','Teksmithe Steel Solutions ','UP','201310','Mst Corporation Angular Head 90 degree Type','VMC','ST Engineers | Mst Corporation Angular Head 90 degree Type','2024-09-10'),(499,'Ashu Solanki','solanky5496@gmail.com','91999 97703','Teksmithe Steel Solutions ','India','201310','Mst Corporation Angular Head 90 degree Type','VMC','ST Engineers | Mst Corporation Angular Head 90 degree Type','2024-09-10'),(500,'Lokesh Sharma','cam@geamguns.com','79766 80175','Ghaziabad Engine and Machine Pvt Ltd','India','251001','BT40 holders','Buy','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-11'),(501,'Lokesh Sharma','cam@geamguns.com','79766 80175','Ghaziabad Engine and Machine Pvt Ltd','India','251001','BT40 holders','Buy','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-11'),(502,'Wasim Sayyed','creativetechnology.ltr@gmail.com','94036 70551','Creative technology ','India','411039','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-11'),(503,'Wasim Sayyed','creativetechnology.ltr@gmail.com','94036 70551','Creative technology ','India','411039','SKITEK CNC Milling Machine SKCNC900','Please give me quotation ','SKITEK CNC Milling Machine SKCNC900','2024-09-11'),(504,'Wasim Sayyed','creativetechnology.ltr@gmail.com','94036 70551','Creative technology ','India','411039','SKITEK CNC Milling Machine SKCNC900','Please give me quotation ','SKITEK CNC Milling Machine SKCNC900','2024-09-11'),(505,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit','ST Engineers - Contact Us','2024-09-11'),(506,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit','ST Engineers - Contact Us','2024-09-11'),(507,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit','ST Engineers - Contact Us','2024-09-11'),(508,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit.','ST Engineers - Contact Us','2024-09-11'),(509,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit.','ST Engineers - Contact Us','2024-09-11'),(510,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit.','ST Engineers - Contact Us','2024-09-11'),(511,'Yogesh Borude','purchasr.aurangabad@metalyst.co.in','84118 84285','Metalyst forging ltd','India','431136','Adaptor','Shrink fit unit.','ST Engineers - Contact Us','2024-09-11'),(512,'Rosaline','sales10@runma.hk','136 0235 6155','Runma robot','China','523460','robot','Hi! This is Rosaline from Runma robot. I was browsing through your website and thought our products might get your interest. Looking forward to your reply. Website: https://www.runmarobot.com/ Email: sales10@runma.hk WhatsApp: 8613602356155 We are strong enough to be your partner. Contact me to get your exclusive extra discount.','','2024-09-12'),(513,'Rosaline','sales10@runma.hk','136 0235 6155','Runma robot','China','523460','robot','Hi! This is Rosaline from Runma robot. I was browsing through your website and thought our products might get your interest. Looking forward to your reply. Website: https://www.runmarobot.com/ Email: sales10@runma.hk WhatsApp: 8613602356155 We are strong enough to be your partner. Contact me to get your exclusive extra discount.','','2024-09-12'),(514,'Rosaline','sales10@runma.hk','136 0235 6155','Runma robot','China','523460','robot','Hi! This is Rosaline from Runma robot. I was browsing through your website and thought our products might get your interest. Looking forward to your reply. Website: https://www.runmarobot.com/ Email: sales10@runma.hk WhatsApp: 8613602356155 We are strong enough to be your partner. Contact me to get your exclusive extra discount.','','2024-09-12'),(515,'Sumeet Gattewar','sumeetgattewar@gmail.com','98815 41240','Pye Technologies India','India','440015','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-12'),(516,'Sumeet Gattewar','sumeetgattewar@gmail.com','98815 41240','Pye Technologies India','India','440015','SKITEK CNC Milling Machine SKCNC900','Req quote','SKITEK CNC Milling Machine SKCNC900','2024-09-12'),(517,'Yuthistaran T','srivinayagatechagency@gmail.com','95666 55944','Sri Rajapriya Industries','tamilnadu','635109','YCM Turning Center NTC2000LSY','Enquiry','ST Engineers | YCM Turning Center NTC2000LSY','2024-09-12'),(518,'Yuthistaran T','srivinayagatechagency@gmail.com','95666 55944','Sri Rajapriya Industries','tamilnadu','635109','YCM Turning Center NTC2000LSY','Enquiry','ST Engineers | YCM Turning Center NTC2000LSY','2024-09-12'),(519,'Yuthistaran T','srivinayagatechagency@gmail.com','95666 55944','Sri Rajapriya Industries','Hosur','635109','YCM Turning Center NTC2000LSY','Enquiry','ST Engineers | YCM Turning Center NTC2000LSY','2024-09-12'),(520,'Er Kishan Meghani','meghanikishan1@gmail.com','08758 74888','Shree gel aai enterprise','India','360004','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','Enquiry','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','2024-09-12'),(521,'Kishan Meghani','meghanikishan1@gmail.com','08758 74888','Shree gel aai enterprise','India','360004','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','Enquiry','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','2024-09-12'),(522,'Shanthosh','spm@harisons.org','91500 79661','Harisons Automation & Mould','India','602025','SKITEK Milling Machine PM200','','ST Engineers | SKITEK Milling Machine PM200','2024-09-12'),(523,'Shanthosh','spm@harisons.org','91500 79661','Harisons Automation & Mould','India','602025','SKITEK Milling Machine PM200','I need quote','ST Engineers | SKITEK Milling Machine PM200','2024-09-12'),(524,'Shanthosh','spm@harisons.org','91500 79661','Harisons Automation & Mould','India','602025','SKITEK Milling Machine PM200','I need quote','ST Engineers | SKITEK Milling Machine PM200','2024-09-12'),(525,'Shanthosh','spm@harisons.org','91500 79661','Harisons Automation & Mould','India','602025','SKITEK Milling Machine PM200','we need cost','ST Engineers | SKITEK Milling Machine PM200','2024-09-12'),(526,'Rahul Sharma','Rahulsharma3582@gmail.com','87506 06025','Sarvashakti Engineering Works','India','110041','S&T Engineers MST Heavy Duty Angle Head','','ST Engineers | S&T Engineers MST Heavy Duty Angle Head','2024-09-12'),(527,'Rahul Sharma','Rahulsharma3582@gmail.com','87506 06025','Sarvashakti Engineering Works','India','110041','S&T Engineers MST Heavy Duty Angle Head','','ST Engineers | S&T Engineers MST Heavy Duty Angle Head','2024-09-12'),(528,'SUJIT BIRADAR','abhinavtools1996@gmail.com','98909 44498','Abhinav Tools','INDIYA','411026','Modular Type Angle Head - MST Corporation','','ST Engineers | Modular Type Angle Head - MST Corporation','2024-09-12'),(529,'SUJIT BIRADAR','abhinavtools1996@gmail.com','98909 44498','Abhinav Tools','INDIYA','411026','Modular Type Angle Head - MST Corporation','Quotation please','ST Engineers | Modular Type Angle Head - MST Corporation','2024-09-12'),(530,'SUJIT BIRADAR','abhinavtools1996@gmail.com','98909 44498','Abhinav Tools','INDIYA','411026','Modular Type Angle Head - MST Corporation','Quotation please','ST Engineers | Modular Type Angle Head - MST Corporation','2024-09-12'),(531,'SUJIT BIRADAR','abhinavtools1996@gmail.com','98909 44498','Abhinav Tools','INDIYA','411026','Modular Type Angle Head - MST Corporation','Quotation please','ST Engineers | Modular Type Angle Head - MST Corporation','2024-09-12'),(532,'Jaydeep','arkmoukdtech@gmail.com','90330 42062','Ark Mouldtech Solutions','India','382170','YCM CNC Vertical Machining Center NXV1380A','YCM machine centre','ST Engineers | YCM CNC Vertical Machining Center NXV1380A','2024-09-13'),(533,'Jaydeep','arkmoukdtech@gmail.com','90330 42062','Ark Mouldtech Solutions','India','382170','YCM CNC Vertical Machining Center NXV1380A','YCM machine centre','ST Engineers | YCM CNC Vertical Machining Center NXV1380A','2024-09-13'),(534,'Jaydeep','arkmoukdtech@gmail.com','90330 42062','Ark Mouldtech Solutions','India','382170','YCM CNC Vertical Machining Center NXV1380A','YCM machine centre','ST Engineers | YCM CNC Vertical Machining Center NXV1380A','2024-09-13'),(535,'SAGAR PURAV','sktechnologies004@yahoo.com','98197 13568','SKTECHNOLOGIES','INDIA','400067','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-09-13'),(536,'SAGAR PURAV','sktechnologies004@yahoo.com','98197 13568','SKTECHNOLOGIES','INDIA','400067','SKITEK CNC Milling Machine SKCNC900','A','SKITEK CNC Milling Machine SKCNC900','2024-09-13'),(537,'SAGAR PURAV','sktechnologies004@yahoo.com','98197 13568','SKTECHNOLOGIES','INDIA','400067','SKITEK CNC Milling Machine SKCNC900','A','SKITEK CNC Milling Machine SKCNC900','2024-09-13'),(538,'SAGAR PURAV','sktechnologies004@yahoo.com','98197 13568','SKTECHNOLOGIES','INDIA','400067','SKITEK CNC Milling Machine SKCNC900','A','SKITEK CNC Milling Machine SKCNC900','2024-09-13'),(539,'Umesh','Quality@forcasimpex.net','74994 36141','Forcas Umpex','INDIA','414003','Valves','','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-13'),(540,'Umesh','Quality@forcasimpex.net','74994 36141','Forcas Umpex','INDIA','414003','Valves','ENQ','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-13'),(541,'Umesh Gunjal','Quality@forcasimpex.net','74994 36141','Forcas Umpex','INDIA','414003','Valves','ENQ of tool holders','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-13'),(542,'praveen mistry','praveenmistry038@gmail.com','91576 66800','Ganesh machine tools ','India','382725','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-13'),(543,'praveen mistry','praveenmistry038@gmail.com','91576 66800','Ganesh machine tools ','India','382725','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-13'),(544,'praveen mistry','praveenmistry038@gmail.com','91576 66800','Ganesh machine tools ','India','382725','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-13'),(545,'Vishwajeet Fartade','vishwajeetfartade.2000@gmail.com','94203 61235','V K INDUSTRIES ','India','422010','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','Please share quote to our mentioned email ','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','2024-09-13'),(546,'Vishwajeet Fartade','vishwajeetfartade.2000@gmail.com','94203 61235','V K INDUSTRIES ','India','422010','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','Please share quote to our mentioned email ','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','2024-09-13'),(547,'Vishwajeet Fartade','vishwajeetfartade.2000@gmail.com','94203 61235','V K INDUSTRIES ','India','422010','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','Please share quote to our mentioned email ','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','2024-09-13'),(548,'Vishwajeet Fartade','vishwajeetfartade.2000@gmail.com','94203 61235','V K INDUSTRIES ','India','422010','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','Please share quote to our mentioned email ','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','2024-09-13'),(549,'Vishwajeet Fartade','vishwajeetfartade.2000@gmail.com','94203 61235','V K INDUSTRIES ','India','422010','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','Please share quote to our mentioned email ','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','2024-09-13'),(550,'Aamir Shaikh','alifmechanical1@gmail.com','98691 94104','Alif Mechanical Works ','India','400008','MST Universal Angular Head','Please get me reasonable price of this universal holder for BT 40','ST Engineers | MST Universal Angular Head','2024-09-14'),(551,'Aamir Shaikh','alifmechanical1@gmail.com','98691 94104','Alif Mechanical Works ','India','400008','MST Universal Angular Head','Please get me reasonable price of this universal holder for BT 40','ST Engineers | MST Universal Angular Head','2024-09-14'),(552,'Aamir Shaikh','alifmechanical1@gmail.com','98691 94104','Alif Mechanical Works ','India','400008','MST Universal Angular Head','Please get me reasonable price of this universal holder for BT 40','ST Engineers | MST Universal Angular Head','2024-09-14'),(553,'zoco','zocoprinting@gmail.com','95571 76918','zoco','india','248002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','looking for sheet metal laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-14'),(554,'zoco','zocoprinting@gmail.com','95571 76918','zoco','india','248002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','looking for sheet metal laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-14'),(555,'zoco','zocoprinting@gmail.com','95571 76918','zoco','india','248002','laser sheet metal cutting ','laser sheet metal cutting ','ST Engineers - Contact Us','2024-09-14'),(556,'Abhijeet Wagh','asa.engineers@hotmail.com','97653 97939','ASA Engineers ','India','410501','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-14'),(557,'Abhijeet Wagh','asa.engineers@hotmail.com','97653 97939','ASA Engineers ','India','410501','MST Universal Angular Head','send me quotation for angle head BT40','ST Engineers | MST Universal Angular Head','2024-09-14'),(558,'Abhijeet Wagh','asa.engineers@hotmail.com','97653 97939','ASA Engineers ','India','410501','MST Universal Angular Head','send me quotation for angle head BT40','ST Engineers | MST Universal Angular Head','2024-09-14'),(559,'praveen mistry','praveenmistry038@gmail.com','91576 66800','Ganesh machine tools','Gujrat','382725','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-14'),(560,'praveen mistry','praveenmistry038@gmail.com','91576 66800','Ganesh machine tools','Gujrat','382725','MST Universal Angular Head','Hi','ST Engineers | MST Universal Angular Head','2024-09-14'),(561,'praveen mistry','praveenmistry038@gmail.com','91576 66800','Ganesh machine tools','Gujrat','382725','MST Universal Angular Head','Hi','ST Engineers | MST Universal Angular Head','2024-09-14'),(562,'Saurabh ','inglesaurabh3@gmail.com','99757 68264','TlP','India','442001','SKITEK CNC Milling Machine SKCNC900','Hii please share details ','SKITEK CNC Milling Machine SKCNC900','2024-09-14'),(563,'Saurabh ','inglesaurabh3@gmail.com','99757 68264','TlP','India','442001','SKITEK CNC Milling Machine SKCNC900','Hii please share details ','SKITEK CNC Milling Machine SKCNC900','2024-09-14'),(564,'Saurabh ','inglesaurabh3@gmail.com','99757 68264','TlP','India','442001','SKITEK CNC Milling Machine SKCNC900','Hii please share details ','SKITEK CNC Milling Machine SKCNC900','2024-09-14'),(565,'Saurabh ','inglesaurabh3@gmail.com','99757 68264','TlP','India','442001','SKITEK CNC Milling Machine SKCNC900','Hii please share details ','SKITEK CNC Milling Machine SKCNC900','2024-09-14'),(566,'Vijendra Sharma','info@tawniaauto.in','91666 27777','Tawnia Auto Electronic Products Co','India','334006','MST Corporation Solid Type Angular Head','Please send us quotation for 90 degree BT-40 taper head for cutter Upto 18 mm. ','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-14'),(567,'Vijendra Sharma','info@tawniaauto.in','91666 27777','Tawnia Auto Electronic Products Co','India','334006','MST Corporation Solid Type Angular Head','Please send us quotation for 90 degree BT-40 taper head for cutter Upto 18 mm. ','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-14'),(568,'Nitin','nitindhim@gmail.com','99990 85912','M V ENGINEERING WORKS','HR','121005','MST Corporation Solid Type Angular Head','Please quote for heavy duty angular head','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-15'),(569,'Nitin','nitindhim@gmail.com','99990 85912','M V ENGINEERING WORKS','HR','121005','MST Corporation Solid Type Angular Head','Please quote for heavy duty angular head','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-15'),(570,'Nitin','nitindhim@gmail.com','99990 85912','M V ENGINEERING WORKS','HR','121005','MST Corporation Solid Type Angular Head','Please quote for heavy duty angular head','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-15'),(571,'vikas','vikas@magnussteels.com','98159 71046','magnus steels','india','160059','MST Universal Angular Head','please quote for right angle and universal head with specs with bt 50 taper','ST Engineers | MST Universal Angular Head','2024-09-15'),(572,'vikas','vikas@magnussteels.com','98159 71046','magnus steels','india','160059','MST Universal Angular Head','please quote for right angle and universal head with specs with bt 50 taper','ST Engineers | MST Universal Angular Head','2024-09-15'),(573,'Gagan Datta','gd.28031996@gmail.com','74000 03838','Prisha Enterprises','India','400606','SKITEK CNC Milling Machine SKCNC900','Required quotation','SKITEK CNC Milling Machine SKCNC900','2024-09-15'),(574,'Gagan Datta','gd.28031996@gmail.com','74000 03838','Prisha Enterprises','India','400606','SKITEK CNC Milling Machine SKCNC900','Required quotation\nPlease provide best offer','SKITEK CNC Milling Machine SKCNC900','2024-09-15'),(575,'RAHUL SALUNKHE','mauliind.mfg@gmail.com','96040 91397','MAULI industries','India','422010','MST Universal Angular Head',' Required Universal Angular Head','ST Engineers | MST Universal Angular Head','2024-09-15'),(576,'RAHUL SALUNKHE','mauliind.mfg@gmail.com','96040 91397','MAULI industries','India','422010','MST Universal Angular Head',' Required Universal Angular Head','ST Engineers | MST Universal Angular Head','2024-09-15'),(577,'RAHUL SALUNKHE','mauliind.mfg@gmail.com','96040 91397','MAULI industries','India','422010','MST Universal Angular Head',' Required Universal Angular Head','ST Engineers | MST Universal Angular Head','2024-09-15'),(578,'Devraj ','macmill.industries85@gmail.com','85100 04221','Macmill industries ','India','122001','MST Corporation Solid Type Angular Head','Quotation ','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-15'),(579,'Devraj ','macmill.industries85@gmail.com','85100 04221','Macmill industries ','India','122001','MST Corporation Solid Type Angular Head','Quotation ','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-15'),(580,'Devraj ','macmill.industries85@gmail.com','85100 04221','Macmill industries ','India','122001','MST Corporation Solid Type Angular Head','Quotation ','ST Engineers | MST Corporation Solid Type Angular Head','2024-09-15'),(581,'Deepak Gandhi','purchase@rohitpolishers.com','98902 20999','ROHIT POLISHERS','IN','401601','Mst Corporation Angular Head 90 degree Type','Please Whatsapp all Details, Catalogue, Photos, Videos, We are Interested in Angular Heads','ST Engineers | Mst Corporation Angular Head 90 degree Type','2024-09-16'),(582,'Paresh Panchal','pareshpanchal14@gmail.com','87803 59091','Narayan auto repowering ','India','383001','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-16'),(583,'Paresh Panchal','pareshpanchal14@gmail.com','87803 59091','Narayan auto repowering ','India','383001','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-16'),(584,'Paresh Panchal','pareshpanchal14@gmail.com','87803 59091','Narayan auto repowering ','India','383001','MST Universal Angular Head','','ST Engineers | MST Universal Angular Head','2024-09-16'),(585,'Shahid Basheer','vickyalig@gmail.com','82187 97217','Golden Engineering Works ','IN','202001','MST Universal Angular Head','I want Universal Angular head in ISO 40 taper.','ST Engineers | MST Universal Angular Head','2024-09-16'),(586,'Shahid Basheer','vickyalig@gmail.com','82187 97217','Golden Engineering Works ','IN','202001','MST Universal Angular Head','I want Universal Angular head in ISO 40 taper.','ST Engineers | MST Universal Angular Head','2024-09-16'),(587,'Shahid Basheer','vickyalig@gmail.com','82187 97217','Golden Engineering Works ','IN','202001','MST Universal Angular Head','I want Universal Angular head in ISO 40 taper.','ST Engineers | MST Universal Angular Head','2024-09-16'),(588,'Smit patel','creativetechnology0023@gmail.com','96015 35489','Creative technology ','India','382449','Angular head price','','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-16'),(589,'Smit patel','creativetechnology0023@gmail.com','96015 35489','Creative technology ','India','382449','Angular head price','Angular head quotation for bt40 holder\n','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-16'),(590,'Smit patel','creativetechnology0023@gmail.com','96015 35489','Creative technology ','India','382449','Angular head price','Angular head quotation for bt40 holder\n','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-16'),(591,'Smit patel','creativetechnology0023@gmail.com','96015 35489','Creative technology ','India','382449','Angular head price','Angular head quotation for bt40 holder\n','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-16'),(592,'Smit patel','creativetechnology0023@gmail.com','96015 35489','Creative technology ','India','382449','Angular head price','Angular head quotation for bt40 holder\n','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-16'),(593,'Smit patel','creativetechnology0023@gmail.com','96015 35489','Creative technology ','India','382449','','Angular head quotation for bt40 holder\n','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-16'),(594,'Sathya','sathya3mech@gmail.com','99679 88422','Sj engineering works','India','400604','MST Universal Angular Head','Please quote for most universal angular head','ST Engineers | MST Universal Angular Head','2024-09-17'),(595,'Sathya','sathya3mech@gmail.com','99679 88422','Sj engineering works','India','400604','MST Universal Angular Head','Please quote for most universal angular head','ST Engineers | MST Universal Angular Head','2024-09-17'),(596,'Sathya','sathya3mech@gmail.com','99679 88422','Sj engineering works','India','400604','MST Universal Angular Head','Please quote for most universal angular head','ST Engineers | MST Universal Angular Head','2024-09-17'),(597,'Sathya','sathya3mech@gmail.com','99679 88422','Sj engineering works','India','400604','MST Universal Angular Head','Please quote','ST Engineers | MST Universal Angular Head','2024-09-17'),(598,'Sathya','sathya3mech@gmail.com','99679 88422','Sj engineering works','India','400604','MST Universal Angular Head','Please quote','ST Engineers | MST Universal Angular Head','2024-09-17'),(599,'manoj surjan','mksurjan@gmail.com','91156 66052','SURJAN SONS','PB','141003','MST Universal Angular Head','send me video or price ','ST Engineers | MST Universal Angular Head','2024-09-17'),(600,'Akash','akash.khokhariya2137@gmail.com','84604 15419','Param precision ','India','385009','','','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-17'),(601,'Akash','akash.khokhariya2137@gmail.com','84604 15419','Param precision ','India','385009','','','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-17'),(602,'Akash','akash.khokhariya2137@gmail.com','84604 15419','Param precision ','India','385009','','','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-17'),(603,'Akash','akash.khokhariya2137@gmail.com','84604 15419','Param precision ','India','385009','Vmc product','Casting ','S&T Engineers - MST Angular heads and shrink fit machines','2024-09-17'),(604,'Dhaval patel','gururajthakkar@gmail.com','99741 02075','Ansi engineering ','India','382418','Universal Type Angle Head for Milling Machine','90dgree angel head','ST Engineers | Universal Type Angle Head for Milling Machine','2024-09-18'),(605,'Dhaval patel','gururajthakkar@gmail.com','99741 02075','Ansi engineering ','India','382418','Universal Type Angle Head for Milling Machine','90dgree angel head','ST Engineers | Universal Type Angle Head for Milling Machine','2024-09-18'),(608,'Hariharan','test@gmail.com','12345 67891','stm','india','641103','YCM Vertical Machining Center i5','YCM VMC','YCM Vertical Machining Center i5','2024-09-18'),(611,'Keerthana Mohanraj','keerthana.stengineers@gmail.com','00000 00000','ST Engineers','India','641039','VL610','dfgfbcv','','2024-09-18'),(613,'mstest','ms@gmail.com','88556 69966','testms','Test','652333','Test','test','ST Engineers','2024-09-18'),(614,'Ajay Rana','ajaynet883@gmail.com','88940 52071','National Engineering works','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement of laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(615,'Ajay Rana','ajaynet883@gmail.com','88940 52071','National Engineering works','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement of laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(616,'Ajay Rana','ajaynet883@gmail.com','88940 52071','National Engineering works','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement of laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(617,'RAJITH K U','rajithkalarikkal123@gmail.com','97460 10338','ESSAR TECHINS','KL','686669','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(618,'RAJITH K U','rajithkalarikkal123@gmail.com','97460 10338','ESSAR TECHINS','KL','686669','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(619,'RAJITH K U','rajithkalarikkal123@gmail.com','97460 10338','ESSAR TECHINS','KL','686669','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(620,'RAJITH K U','rajithkalarikkal123@gmail.com','97460 10338','ESSAR TECHINS','KL','686669','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(621,'Durgadas M','durgadasmanghat@gmail.com','88930 65193','HMT Machine Tools Limited','India','683503','S&T EXCETEK CNC Wire EDM EX40','Quotation for CNC Wire EDM\n','ST Engineers | S&T EXCETEK CNC Wire EDM EX40','2024-09-18'),(622,'Durgadas M','durgadasmanghat@gmail.com','88930 65193','HMT Machine Tools Limited','India','683503','S&T EXCETEK CNC Wire EDM EX40','Quotation for CNC Wire EDM\n','ST Engineers | S&T EXCETEK CNC Wire EDM EX40','2024-09-18'),(623,'Rethan Kumar','rethanjack2002@gmail.com','63746 57305','Vel','India','624615','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(624,'Sivakumar thalluru','sivakumar.sns33@gmail.com','90637 08350','sss','India','524101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-18'),(626,'Sourav anand','souravicku@gmail.com','82528 26462','Anand doors','India','812002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price & specification for 1.5kw','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-19'),(627,'Sourav anand','souravicku@gmail.com','82528 26462','Anand doors','India','812002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price & specification for 1.5kw','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-19'),(628,'SUJIN ','sujinmech91@gmail.com','98947 39676','STER','India','600106','VERTEX','VISE AND CLAMP','','2024-09-19'),(629,'SUJIN ','sujinmech91@gmail.com','98947 39676','STER','India','600106','VERTEX','VISE AND CLAMP','','2024-09-19'),(630,'SUJIN ','sujinmech91@gmail.com','98947 39676','STER','India','600106','VERTEX','VISE AND CLAMP','','2024-09-19'),(631,'SUJIN ','sujinmech91@gmail.com','98947 39676','STER','India','600106','VERTEX','VISE AND CLAMP','','2024-09-19'),(632,'SUJIN ','sujinmech91@gmail.com','98947 39676','STER','India','600106','VERTEX','VISE AND CLAMP','','2024-09-19'),(633,'SUJIN ','sujinmech91@gmail.com','98947 39676','STER','India','600106','VERTEX','VISE AND CLAMP','','2024-09-19'),(634,'Bipin kumar vishwakarma Vishwakarma','bipinsharma460@gmail.com','70036 24296','Vishwakarma enterpriese ','WB','711107','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I want your product ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-19'),(635,'Bipin kumar vishwakarma Vishwakarma','bipinsharma460@gmail.com','70036 24296','Vishwakarma enterpriese ','WB','711107','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I want your product ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-19'),(636,'Sumeet Gattewar','sumeetgattewar@gmail.com','98815 41240','Pye','India','440015','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-19'),(637,'Vijay','vijaykumar.rpatil@gmail.com','88926 08725','Mech Agri Tech','India','560024','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please share the quote ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(638,'Vijay','vijaykumar.rpatil@gmail.com','88926 08725','Mech Agri Tech','India','560024','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please share the quote ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(639,'Mohamed yousuf raja ','rajapyas@gmail.com','89256 25985','Mf ejection pins','India','600-122','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','Quotation ','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','2024-09-20'),(640,'Mohamed yousuf raja ','rajapyas@gmail.com','89256 25985','Mf ejection pins','India','600-122','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','Quotation ','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','2024-09-20'),(641,'Mohamed yousuf raja ','rajapyas@gmail.com','89256 25985','Mf ejection pins','India','600-122','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','Quotation ','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','2024-09-20'),(642,'Mohamed yousuf raja ','rajapyas@gmail.com','89256 25985','Mf ejection pins','India','600-122','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','Quotation ','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','2024-09-20'),(643,'Rajnee Ranjan','skepoles@gmail.com@gmail.com','92164 84696','S K ENGINEERING ','India','303007','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quote','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(644,'Rajnee Ranjan','skepoles@gmail.com@gmail.com','92164 84696','S K ENGINEERING ','India','303007','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quote','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(645,'Ajay Rana','ajaynet883@gmail.com','88940 52071','National Engineering works ','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement of laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(646,'Ajay Rana','ajaynet883@gmail.com','88940 52071','National Engineering works ','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement of laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(647,'Ajay Rana','ajaynet883@gmail.com','88940 52071','National Engineering works ','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement of laser cutting machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-20'),(648,'Surendar','Snkeng@outlook.com','87547 10271','Snk Engineering ','India','600016',' SKITEK NC Press Brake Machine SKNC100T3200','','ST Engineers | SKITEK NC Press Brake Machine SKNC100T3200','2024-09-20'),(649,'Surendar','Snkeng@outlook.com','87547 10271','Snk Engineering ','India','600016',' SKITEK NC Press Brake Machine SKNC100T3200','Pls send offer','ST Engineers | SKITEK NC Press Brake Machine SKNC100T3200','2024-09-20'),(650,'R JAMALUDEEN','purchase@vertexautos.com','08870 15005','VERTEX RESEARCH CENTRE PRIVATE LIMITED','India','641664','Skitek Band Saw Machine SK-300HA','KINDLY SHARE QUOTE FOR THIS MODEL AND STOCK AVAILABILITY.','ST Engineers | Skitek Band Saw Machine SK-300HA','2024-09-21'),(651,'R JAMALUDEEN','purchase@vertexautos.com','08870 15005','VERTEX RESEARCH CENTRE PRIVATE LIMITED','India','641664','Skitek Band Saw Machine SK-300HA','KINDLY SHARE QUOTE FOR THIS MODEL AND STOCK AVAILABILITY.','ST Engineers | Skitek Band Saw Machine SK-300HA','2024-09-21'),(652,'Prakash Sharma','compupark2000@gmail.com','99319 95511','COMPUPARK ','IN','854105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please Rate with details ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(653,'Prakash Sharma','compupark2000@gmail.com','99319 95511','COMPUPARK ','IN','854105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please Rate with details ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(654,'Prakash Sharma','compupark2000@gmail.com','99319 95511','COMPUPARK ','IN','854105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please Rate with details ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(655,'Prakash Sharma','compupark2000@gmail.com','99319 95511','COMPUPARK ','IN','854105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please Rate with details ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(656,'Prakash Sharma','compupark2000@gmail.com','99319 95511','COMPUPARK ','IN','854105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please Rate with details ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(657,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(658,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(659,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(660,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(661,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(662,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(663,'Ram Prasad sahu ','ramoprasadsahu@ymail.com','80185 91690','Pragati auto engineering ','IN','764020 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quotations please more videos WhatsApp number 8018591690 ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(664,'Vinay Kumar','rishika.equips.services@gmail.com','94912 95191','Rishika Indusrial Equipments and Services','India','500055','CNC Laser Cutting & Press Brake','','S&T Engineers | Finest CNC metal forming machine supplier','2024-09-22'),(665,'Vinay Kumar','rishika.equips.services@gmail.com','94912 95191','Rishika Indusrial Equipments and Services','India','500055','CNC Laser Cutting & Press Brake','We wanted to know more about CNC Laser Cutting & Press Brake machines, since we are finalizing the products by next month mid, we want to put your proposals for comparison','S&T Engineers | Finest CNC metal forming machine supplier','2024-09-22'),(666,'SHISHANT MEHTA','shishantmehta27@gmail.com','70673 27148','Shopcasm','India','497001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(667,'SHISHANT MEHTA','shishantmehta27@gmail.com','70673 27148','Shopcasm','India','497001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(668,'SHISHANT MEHTA','shishantmehta27@gmail.com','70673 27148','Shopcasm','India','497001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Enquiry for price','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-22'),(669,'Vinay Kumar','rishika.equips.services@gmail.com','94912 95191','Rishika Indusrial Equipments and Services','India','500055','CNC Laser Cutting & Press Brake','We wanted to know more about CNC Laser Cutting & Press Brake machines, since we are finalizing the products by next month mid, we want to put your proposals for comparison','S&T Engineers | Finest CNC metal forming machine supplier','2024-09-23'),(670,'Vinay Kumar','rishika.equips.services@gmail.com','94912 95191','Rishika Indusrial Equipments and Services','India','500055','CNC Laser Cutting & Press Brake','We wanted to know more about your CNC Laser Cutting & Press Brake machines, as we are about to finalize by Oct mid, we will consider your proposal & compare.','','2024-09-23'),(671,'Vinay Kumar','rishika.equips.services@gmail.com','94912 95191','Rishika Indusrial Equipments and Services','India','500055','CNC Laser Cutting & Press Brake','We wanted to know more about your CNC Laser Cutting & Press Brake machines, as we are about to finalize by Oct mid, we will consider your proposal & compare.','','2024-09-23'),(672,'Jayarangaswamy r Jayanna','Jay1977.jj@gmail.com','91646 24694','LAKSHAN precisions component ','Bangalore','560058','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(673,'Jayarangaswamy r Jayanna','Jay1977.jj@gmail.com','91646 24694','LAKSHAN precisions component ','Bangalore','560058','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Pls send me quate ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(674,'Jayarangaswamy r Jayanna','Jay1977.jj@gmail.com','91646 24694','LAKSHAN precisions component ','India','560058','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Pls send me quate ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(675,'Jayarangaswamy r Jayanna','Jay1977.jj@gmail.com','91646 24694','LAKSHAN precisions component ','Bharath','560058','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Pls send me quate ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(676,'Mohammad','bezawada.enterprises2@gmail.com','93914 75915','Bezawada Enterprises ','AP','520007','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Looking for Laser cutting and bending machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(677,'Mohammad','bezawada.enterprises2@gmail.com','93914 75915','Bezawada Enterprises ','AP','520007','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Looking for Laser cutting and bending machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(678,'Shailesh Pipaliya','Shailesh@riddhidisplay.com','90990 37307','Riddhi display equipment ','IN','360311 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','(1) laser cutting machine \n 3 kw max source duel palate open body max source raytools head 111 also same \n(2) 3kw max source tube cutting machine raytools head 111 \n(3) welding machine 2kw max source raytools controller\n\n','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(679,'Shailesh Pipaliya','Shailesh@riddhidisplay.com','90990 37307','Riddhi display equipment ','IN','360311 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','(1) laser cutting machine \n 3 kw max source duel palate open body max source raytools head 111 also same \n(2) 3kw max source tube cutting machine raytools head 111 \n(3) welding machine 2kw max source raytools controller\n\n','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-23'),(680,'Danish Qureshi ','danishqureshi2506@gmail.com','62603 78559','danish rendering studio','India','466001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Just inquiry please tell me price of machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(681,'Danish Qureshi ','danishqureshi2506@gmail.com','62603 78559','danish rendering studio','India','466001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Just inquiry please tell me price of machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(682,'Danish Qureshi ','danishqureshi2506@gmail.com','62603 78559','danish rendering studio','India','466001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Just inquiry please tell me price of machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(683,'Danish Qureshi ','danishqureshi2506@gmail.com','62603 78559','danish rendering studio','India','466001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Hello me quotation price','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(684,'Danish Qureshi ','danishqureshi2506@gmail.com','62603 78559','danish rendering studio','India','466001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Hello me quotation price','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(685,'Danish Qureshi ','danishqureshi2506@gmail.com','62603 78559','danish rendering studio','India','466001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Hello me quotation price','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(686,'Keerthana Mohanraj','keerthana.stengineers@gmail.com','98457 62312','STM','India','641103','YCM CNC Horizontal Machining Center H500B','test','ST Engineers | YCM CNC Horizontal Machining Center H500B','2024-09-24'),(687,'Sambireddy','sambigeetha@gmail.com','98481 74101','Sai rupainteriors','INDiA','522501','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(688,'Sambireddy','sambigeetha@gmail.com','98481 74101','Sai rupainteriors','INDiA','522501','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1500w','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(689,'SANDEEP SHINDE','sandeep2020shinde@gmail.com','94220 37224','SANDIS elevators','IN','411041','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(690,'SANDEEP SHINDE','sandeep2020shinde@gmail.com','94220 37224','SANDIS elevators','IN','411041','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(691,'SANDEEP SHINDE','sandeep2020shinde@gmail.com','94220 37224','SANDIS elevators','IN','411041','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Gghh','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(692,'Raju Anandas','viip.india@gmail.com','98504 59997','Vijayshree industrial infra projects ','IN','411043','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(693,'Raju Anandas','viip.india@gmail.com','98504 59997','Vijayshree industrial infra projects ','IN','411043','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(694,'Raju Anandas','viip.india@gmail.com','98504 59997','Vijayshree industrial infra projects ','IN','411043','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please send specification and quote ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(695,'Raju Anandas','viip.india@gmail.com','98504 59997','Vijayshree industrial infra projects ','IN','411043','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please send specification and quote ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(696,'Shashwat khurana','shashwatkhurana2121@gmail.com','99969 12994','Ambalika industries ','India','132001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(697,'Shashwat khurana','shashwatkhurana2121@gmail.com','99969 12994','Ambalika industries ','India','132001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(698,'Shashwat khurana','shashwatkhurana2121@gmail.com','99969 12994','Ambalika industries ','India','132001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Cnc laser cutting machine required ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(699,'Shashwat khurana','shashwatkhurana2121@gmail.com','99969 12994','Ambalika industries ','India','132001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Cnc laser cutting machine required ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-24'),(700,'Rupa','rupa.m@dozco.com','96422 25135','DOZCO (INDIA) PVT LTD','india','530012','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','Expecting best discounted prices.','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','2024-09-25'),(701,'Rupa','rupa.m@dozco.com','96422 25135','DOZCO (INDIA) PVT LTD','INDIA','530012','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','Expecting best discounted prices.','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','2024-09-25'),(702,'Rupa','rupa.m@dozco.com','96422 25135','DOZCO (INDIA) PVT LTD','INDIA','530012','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','Expecting best discounted prices.','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','2024-09-25'),(703,'Rupa','rupa.m@dozco.com','96422 25135','DOZCO (INDIA) PVT LTD','INDIA','530012','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','Expecting best discounted prices.','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','2024-09-25'),(704,'Arun kumar ','arun17031@gmail.com','80154 43314','Maruthi Industries ','India','628617','Skitek Surface Grinding Machines SK4080ADS','','Skitek Surface Grinding Machines SK4080ADS - S&T Engineers','2024-09-25'),(705,'Arun kumar ','arun17031@gmail.com','80154 43314','Maruthi Industries ','India','628617','Skitek Surface Grinding Machines SK4080ADS','','Skitek Surface Grinding Machines SK4080ADS - S&T Engineers','2024-09-25'),(706,'Arun kumar ','arun17031@gmail.com','80154 43314','Maruthi Industries ','India','628617','Skitek Surface Grinding Machines SK4080ADS','','Skitek Surface Grinding Machines SK4080ADS - S&T Engineers','2024-09-25'),(707,'Arun kumar ','arun17031@gmail.com','80154 43314','Maruthi Industries ','India','628617','Skitek Surface Grinding Machines SK4080ADS','I want surface grinding machine ','Skitek Surface Grinding Machines SK4080ADS - S&T Engineers','2024-09-25'),(708,'Pravin Chavan','pravinchavan3699@gmail.com','19186 68381','pravin son\'s and grandson\'s','India','423301','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-26'),(709,'Pravin Chavan','pravinchavan3699@gmail.com','19186 68381','pravin son\'s and grandson\'s','India','423301','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-26'),(710,'Chandresh Vinubhai Dholariya Dholariya','chandresh.dholariya123@gmail.com','91927 45474','Its','IN','360002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-26'),(711,'Chandresh Vinubhai Dholariya Dholariya','chandresh.dholariya123@gmail.com','91927 45474','Its','IN','360002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-26'),(712,'Chandresh Vinubhai Dholariya Dholariya','chandresh.dholariya123@gmail.com','91927 45474','Its','IN','360002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G',' Dhdkfk','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-26'),(713,'Rizwan','Rizwansf9@gmail.com','74174 44786','RA engineering works ','INDIA','250002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(714,'Rizwan','Rizwansf9@gmail.com','74174 44786','RA engineering works ','INDIA','250002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(715,'Rizwan','Rizwansf9@gmail.com','74174 44786','RA engineering works ','INDIA','250002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Lesser cutting','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(716,'Rizwan','Rizwansf9@gmail.com','74174 44786','RA engineering works ','INDIA','250002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Lesser cutting','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(717,'Hariharan M','test@gmail.com','73970 75888','S&T Machinery Private Limited','India','641005','pm200','test','','2024-09-27'),(718,'Aman Sharma','ajangir28112001@gmail.com','93511 49923','Shri Nandji Machine Tools ','India','305001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(719,'Gurwinder','guri64988@gmail.com','95014 64988','Walding ','Punjab','151212','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(720,'Gurwinder','guri64988@gmail.com','95014 64988','Walding ','Punjab','151212','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(721,'Gurwinder','guri64988@gmail.com','95014 64988','Walding ','Punjab','151212','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(722,'Gurwinder','guri64988@gmail.com','95014 64988','Walding ','Punjab','151212','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(723,'Gurwinder','guri64988@gmail.com','95014 64988','Walding ','Punjab','151212','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-27'),(724,'suresh','suresh.babu@dvbdesign.com','76610 68800','DVB Design + Engineering','india','500090','angle milling vise','Pl. send quote for VWT-4B and VWT-LB 2 way angle milling milling vise , and the lead time for the same.','','2024-09-28'),(725,'Rajendara Rout','rajendra@easyagrotech.com','94386 31976','EASY AGROTECH','India','751010','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-28'),(726,'Rajendara Rout','rajendra@easyagrotech.com','94386 31976','EASY AGROTECH','India','751010','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','.','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-28'),(727,'Gyana Ranjan Mohanty','bebmfd@yahoo.com','09437 05376','CORROSION PROTECTION (P)LTD','India','751006','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','PLEASEQUOTE US FOR PS-65','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','2024-09-28'),(728,'Gyana Ranjan Mohanty','bebmfd@yahoo.com','09437 05376','CORROSION PROTECTION (P)LTD','India','751006','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','PLEASEQUOTE US FOR PS-65','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','2024-09-28'),(729,'Birju','birju0076@gmail.com','70736 86555','Self','India','301705','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-28'),(730,'Birju','birju0076@gmail.com','70736 86555','Self','India','301705','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-28'),(731,'Anil bharti Goswami','anilbhartigoswami4@gmail.com','90329 61008','Puja steel ','IN','533001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(732,'Anil bharti Goswami','anilbhartigoswami4@gmail.com','90329 61008','Puja steel ','IN','533001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(733,'Anil bharti Goswami','anilbhartigoswami4@gmail.com','90329 61008','Puja steel ','In','533001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Whats prise ss laser cutting sir send me qute pls','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(734,'Anil bharti Goswami','anilbhartigoswami4@gmail.com','90329 61008','Puja steel ','In','533001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Whats prise ss laser cutting sir send me qute pls','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(735,'Anil bharti Goswami','anilbhartigoswami4@gmail.com','90329 61008','Puja steel ','In','533001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Whats prise ss laser cutting sir send me qute pls','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(736,'RANA ram','ranaramchoudhary75357@gmail.com','70923 09721','JAGADAMBA STEEL CORPORTION ','Bharat','600050','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(737,'RANA ram','ranaramchoudhary75357@gmail.com','70923 09721','JAGADAMBA STEEL CORPORTION ','Bharat','600050','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-29'),(738,'Avinash Padwar','earthwaytllp@gmail.com','96370 50222','Earthway technologies llp ','India','444601','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(739,'Avinash Padwar','earthwaytllp@gmail.com','96370 50222','Earthway technologies llp ','India','444601','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5kw','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(740,'Avinash Padwar','earthwaytllp@gmail.com','96370 50222','Earthway technologies llp ','India','444601','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5kw','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(741,'Yogesh Shrungarpawar','yogeshshrungarpawar@gmail.com','95118 63223','SHRUNGARPAWAR FABRICATION AND WORK\'S ','INDIA','442401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(742,'Yogesh Shrungarpawar','yogeshshrungarpawar@gmail.com','95118 63223','SHRUNGARPAWAR FABRICATION AND WORK\'S ','INDIA','442401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Send Quotation ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(743,'Yogesh Shrungarpawar','yogeshshrungarpawar@gmail.com','95118 63223','SHRUNGARPAWAR FABRICATION AND WORK\'S ','INDIA','442401','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Send Quotation ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(744,'Mohammad Ali ','alimuhamaad61@gmail.com','84600 94988','BETHLEHEM ELEVATOR ','India','395003','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','.....I want quotation ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(745,'Mohammad Ali ','alimuhamaad61@gmail.com','84600 94988','BETHLEHEM ELEVATOR ','India','395003','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','.....I want quotation ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-09-30'),(746,'test','testuser@gmail.com','88555 55555','testtt','test','641663','test','test','','2024-10-01'),(747,'test','testuser@gmail.com','88555 55555','test','test','641555','test','test','','2024-10-01'),(748,'Buta singh Ratan pal','s.k.industry99@gmail.com','93555 60899','S k industries ','India','125120','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2000 x 4000 machine max source raytool had bs06\nWith ups compreser exjost etc','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-01'),(749,'Rajendara Rout','rajendra@easyagrotech.com','94386 31976','EASY AGROTECH','India','751010','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-01'),(750,'Mohammed idris','Mohammedidris750@gmail.com','97403 16320','Q fab engineers ','India','570015','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-01'),(751,'Satish Lad','shriyash77@gmail.com','98800 11897','Shriyash Enterprise ','India','590008','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-01'),(752,'sushant dhamija','Tooling.sts@gmail.com','89503 92670','Shreyshth Tooling Systems ','India','134003','S&T Engineers Vertex High Precision Boring Head Set VBH2084','Dear Sir\n\nWe need a BT50 Vertex High Precision Boring Head Set VBH2084 alon with insert for Hard part boring.\n\nKindly send quotation for the same please.\n\nThanks and Regards \n\nSushant Dhamija\nFor Shreyshth Tooling Systems ','S&T Engineers Vertex High Precision Boring Head Set VBH2084','2024-10-02'),(753,'Aakash Sonkar','globalautomation4@gmail.com','70002 47649','Global automation ','India','492001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-02'),(754,'Surendar Nandha','snkeng@outlook.com','87547 10271','Snk','India','600016','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','','ST Engineers | STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','2024-10-02'),(755,'Thangaraj','onlinesupport@stengineers.com','94880 37553','stm','india','641103','YCM Vertical Machining Center i5','test','YCM Vertical Machining Center i5','2024-10-03'),(756,'Vipin Gaur','vgaur@unominda.com','92660 53736','Minda Industries Limited','India','121002','Sprex Die Spotting Press','I want a full detail of die spotting machine.','ST Engineers | Sprex Die Spotting Press','2024-10-03'),(757,'Avi Biradar','avinashpatil8256@gmail.com','98503 15112','Abhinav tools ','India','411026','Mst Corporation Angular Head 90 degree Type','','ST Engineers | Mst Corporation Angular Head 90 degree Type','2024-10-03'),(758,'RISHAD K','rishadbinhamza@gmail.com','86061 64375','Malabar ','India','679322','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-03'),(759,'Gourav Anand','gouravanandbgp@gmail.com','82528 26462','Anand Doors','India','812002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(760,'Siddharth','skenggworks03@gmail.com','98205 52314','S K Engineering works','India','400072','SKITEK Universal Industrial Milling Machine PM4KS','Please quote for Milling machine','SKITEK Universal Industrial Milling Machine PM4KS','2024-10-04'),(761,'Akash','akashav0000@gmail.com','70070 78471','Neeraj','India','401208','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(762,'Karan Vala','karanvala8252@gmail.com','98985 39842','Kartavy Fabrication And Engineering ','GJ','360002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I want pipe and sheets combo Laser machine 3kw 1500*3000','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(763,'Manish Chhabra','manish.chhabra.50@gmail.com','90343 06313','Jai durga','India','132001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5kw','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(764,'Haroon Khan','starengineeringworks0108@gmail.com','97609 00576','Star Engineering Works ','IN','250623','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(765,'Praveen ','Baluswamyfuels@gmail.com','99943 07002','Baluswamy Fuels Private Limited ','India','625020','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(766,'Urjesh Rai','info@urjexboilers.net','93122 54919','Urjexboilers ','India','110092','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(767,'Arijit Banik','arijit.banik1@gmail.com','82505 52906','Akriti','India','731224','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-04'),(768,'Yadwinder Singh','singhyadwinder641@gmail.com','62390 20462','No','India','140406','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Requirement ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-05'),(769,'Abhishek Sarkar','maxxfurniture@gmail.com','95640 09309','Maxx Furniture','India','734006','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-05'),(770,'Vimal Taparia','tapariavimal1986@gmail.com','99289 94668','Shivoham ','India','344001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-06'),(771,'Jeevakumar','jeetec2010@gmail.com','70455 43453','Jeshyan Electric LLP','India','600064','CNC laser cutting M/c and CNC Press brake ','We are in the process of put up Electrical Panel Board Manufacturing unit at Uthangarai SIDCO Industroial Estate, Krishnagiri District, Tamil Nadu.\n\nSo please give us your best Offer for the following machines\n\n1) CNC Laser Cutting Machine - ST3015G / 3KW\n2) CNC Press Brake - SKCNC63T 2500\n3) Laser Welding Machine - 0.5 mm to 4 mm MS, SS and Alu.\n\nCompany waiting for LLP incorporation and GST No.\n ','','2024-10-07'),(772,'ASHOK KUMAR','adityashrikrishna123@gmail.com','83829 85505','adity ashri krishna','Gorakhpur','273004','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-07'),(773,'Amin Alam','mailbymom@gmail.com','98396 56086','Modern art','India','231001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser faiber','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-07'),(774,'Sujit kumar sahoo','sujit.sahoo@lohiagroup.com','91510 18319','lohia','india','208022','Power vice','Need to procure','ST Engineers','2024-10-08'),(775,'Pavan Kumar','alpha.es1205@gmail.com','94571 32356','ALPHA ELECTRO M SOLUTIONS','India','202001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-08'),(776,'Rajesh Shaw','rktradingco12@gmail.com','98307 46043','R K TRADING Co','India','711101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','20mm thk capacity ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-08'),(777,'Deepshikha','Purchase.Mttl@motherson.com','09311 16602','Motherson','India','201301','Vertex Chuck','Precision-Universal-Angle-Chuck\nMODEL:- VUA-100J (2003-060)\n','ST Engineers - Products','2024-10-09'),(778,'RAJESH DINKAR GADGIL','rajesh.gadgil@vishay.com','83800 19945','VISHAY COMPONENTS INDIA PVT LIMITED','India','412201','ATER COOLED HANDHELD LASER WELDING - 1..5 KW & 3.0KW ','Please quote for ATER COOLED HANDHELD LASER WELDING - 1..5 KW & 3.0KW with Catalog & lead time for Budget Purpose .\n\nRajesh Gadgil\n08380019945','','2024-10-09'),(779,'Sandeep','punjab.agri9@gmail.com','93582 33669','Punjab Agricultural Implements pvt ltd ','India','247001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine required ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-09'),(780,'Mohd Anas','anasansari1899@gmail.com','9012735796','Mark Graphics','IN','244001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-09'),(781,'Suresh','arlaserfabs@gmail.com','98526 34185','RTY','India','637003','Makino 3-Axis CNC HMC Machine A61NX','','Makino 3-Axis CNC HMC Machine A61NX','2024-10-10'),(782,'Nirmal','sales.sparklecontrols@gmail.com','98244 37644','Sparkle ','India','382415','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser Machine 1.5kw & 3Kw price required. \nOpen platform Table 1500×3000mm','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-10'),(783,'ganesh bhakare','ganeshbhakare13@gmail.com','77098 88653','Wagheshwari glass and Steel furniture ','India','414106',' SKITEK CNC Press Brake Machine SKCNC63T2500','','ST Engineers | SKITEK CNC Press Brake Machine SKCNC63T2500','2024-10-11'),(784,'Jinadev','Jinujinadev@gmail.com','99462 79812','SIGNMEDIA ENTERPRISES ','India','680511','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-13'),(785,'Manish Agrawal','manishbka@gmail.com','75885 00102','Agrawal Agenciea ','India','444105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-13'),(786,'Mohsin Saifi','famousenterprise783@gmail.com','96908 88808','Famous enterprises','India','250002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price quatition','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-13'),(787,'Hameed khan','khanhameed92@yahoo.com','81427 30527','Desiresignage','India','500029','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Pls provide the technical specifications and price with terms and conditions','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-13'),(788,'Aayush Gupta','Ayushgupta994@gmail.com','82794 46942','Shree enterprises','IN','251001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-14'),(789,'Rizwan Khalil','rizwankhalil39@gmail.com','99972 76646','Aglo sales','India','202002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Steel','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-14'),(790,'Pratik Tudyekar','pratiktudayekar11@gmail.com','95132 70864','Tudyekar Arts','IN','590014','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-14'),(791,'luke','sales03@cnlasermax.com','158 0667 6852','gold mark ','china','250000','Laser cutting machine','Dear sir\n\nI am Luke, the general manager of Laser Max and Gold Mark in Asia. I learned some information about your company when I went to India last month. Your company has had long-term cooperation with Chinese laser equipment. I am very happy about this and I would like to introduce my business.\n\nAs a production and sales manager with more than 10 years of experience, I have high-quality machines certified around the world. I have agents in India, Thailand, Vietnam, Singapore and other places. I still know the laser equipment market in Southeast Asia very well.\n\nhttps://www.goldmarklaser.com/This is the official website of my company. I hope to get the contact information of your boss at the management and decision-making level. Thank you.\n\nJinan Laser Max Machinery Tech Co., Ltd\nEmail: sales03@cnlasermax.com\nwebsite:https://www.goldmarklaser.com/\nwechat/whatsapp:+8615806676852\n','','2024-10-14'),(792,'luke','sales03@cnlasermax.com','158 0667 6852','gold mark ','china','250000','Laser cutting machine','Dear sir\n\nI am Luke, the general manager of Laser Max and Gold Mark in Asia. I learned some information about your company when I went to India last month. Your company has had long-term cooperation with Chinese laser equipment. I am very happy about this and I would like to introduce my business.\n\nAs a production and sales manager with more than 10 years of experience, I have high-quality machines certified around the world. I have agents in India, Thailand, Vietnam, Singapore and other places. I still know the laser equipment market in Southeast Asia very well.\n\nhttps://www.goldmarklaser.com/This is the official website of my company. I hope to get the contact information of your boss at the management and decision-making level. Thank you.\n\nJinan Laser Max Machinery Tech Co., Ltd\nEmail: sales03@cnlasermax.com\nwebsite:https://www.goldmarklaser.com/\nwechat/whatsapp:+8615806676852\n','','2024-10-14'),(793,'Jai parkash','saitechnoindustries@gmail.com','98990 22295','Sai techno industries ','India','121001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3000/1500\n10mm ms\n6mm ss','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-16'),(794,'Bhoomika ','bhoomikashetty396@gmail.com','79758 99318','Xxx','India','123456','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-16'),(795,'Dipu','dipujosephk@gmail.com','63748 41721','Ahd ','India','600062','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3kw','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-16'),(796,'Zabi','zabiza7866@gmail.com','91135 56540','Unique fabrication','India','563101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Fiber Laser cutting machine price','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-17'),(797,'Raj Kumar','superelmech@yahoo.co.in','98111 29576','Super Elmech Engineers pvt ltd ','IN','122 001 ','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','We are interested ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-17'),(798,'Abhishek Bidawat ','nashikpropertyguru@gmail.com','95793 28487','Nashik Property Guru ','India','422013','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-17'),(799,'Dharmender prajapat','dharmenderprajapat393@gmail.com','96644 29865','Bhavyansh ART and CRAFTS ','India','342005','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-18'),(800,'Dipak Punjiram Naikwadi','deepaknaikwadi77@gmail.com','75078 28207','Dipak agro services','India','422601','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Cutting 12-16mm on laser & machine with oxyfuel torch','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-20'),(801,'ARvind Jangid','mandlyojangid@gmail.com','82375 47749','Aj','India','332001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Only forward on whatsapp \nNo call’s ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-20'),(802,'Avinash Kumar','rao.abinash@gmail.com','77177 90208','Audio house','IN','814101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-20'),(803,'Durgesh ','durgeshmahale234@gmail.com','91832 92678','Shree arts','India','424206','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-20'),(804,'Tausif Khan','tauseefali242@gmail.com','99532 14119','Unitech engineering ','India','201301','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I m interested in this machine ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-20'),(805,'Biswaksen Acharya','babuacharya69@gmail.com','93483 86047','Taruna polymers ','India','760004','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-21'),(806,'Ram Prasad sahu','ramoprasadsahu@ymail.com','80185 91690','PRAGATI AUTO ENGINEERING ','India','764020','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-21'),(807,'Shubham Makwana','shubhammkawana@icloud.com','99096 91204','Shree Ashish cnc leaser cutting ','Gujarat','362665','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-21'),(808,'Surjeet Yadav','surjeet.yadav@rediffmail.com','88001 22589','Mechatronics Systems ','India','121001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-22'),(809,'Mahesh Rathod','ravirajlasercutting@gmail.com','98535 37676','chamunda engineering co','India','364002','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','We need to buy 6kw laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-22'),(810,'durgesh kumar','kumardurgeshbug@gmail.com','91629 91513','Goldenmixer','India','845105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please contact me fast','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-22'),(811,'durgesh kumar','kumardurgeshbug@gmail.com','6299 151 309','Goldenmixer','India','845105','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-22'),(812,'MINO FERLISH','ferlish@gmail.com','09789 01456','ferl inc','India','600053','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','Surface grinding punch forming','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','2024-10-22'),(813,'Juan Lara','juan.lara@jitbase.com','43822 36583','JITbase','Canada','438','','Hello,\n\nI hope you’re doing well. My name is Juan, and I’m the marketing coordinator at JITbase, where we specialize in CNC scheduling software and workforce management.\n\nI’ve been following your blog, and I think I could contribute a relevant article on production planning or workforce management. Do you accept guest posts? and is this something your audience would be interested in?\n\nLooking forward to hearing from you.\n\nBest regards,','','2024-10-22'),(814,'Biswajit Hait','dynamicsalesservice50@gmail.com','96745 65111','Dynamic Sales & Service','India','700056','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','We want price of laser cutting machine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-23'),(815,'pratik panchal','ramasonsco@gmail.com','07801 81165','RAMA & SONS CORPORATION ','India','382415','SKITEK Universal Industrial Milling Machine PM4KS','NEW MACHINE ','SKITEK Universal Industrial Milling Machine PM4KS','2024-10-25'),(816,'Abhishek Dwivedi','abhishekdwivedi1221@gmail.com','77220 60668','Berlin Machine Crporation','India','412114','S&T Engineers Vertex C-Type Boring Head VBC-2','','S&T Engineers Vertex C-Type Boring Head VBC-2','2024-10-26'),(817,'imran shaikh ','imrashaikh60334@gmail.com','95272 60676','Sk Lasers ','america','411039','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Regarding Price inquiry ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-10-27'),(818,'MIDHUN VICTOR','midhunvictor@gmail.com','81292 09444','Industron ','India','695572','Skitek Mini Mill Drill Machine STMD31','Please give quotation ','ST Engineers | Skitek Mini Mill Drill Machine STMD31','2024-10-30'),(819,'Ravi Pagare','purchase@ap.apexinternational.com','88888 99719','Apex Asia Pacific Pvt Ltd ','India','422101','S&T Engineers Vertex Magnetic Separator MC-20-60','Magneteic separator , type MC 60 1 Nos \n','S&T Engineers Vertex Magnetic Separator MC-20-60','2024-10-31'),(820,'Rajeshkannan','rajeshkannan@grobgroup.com','79979 79833','GROB MACHINE TOOLS INDIA PVT LTD','INDIA','515122','','Looking for surface grinding machine with X-Axis Travel 1,500 to 1,850 mm\nY-Axis Travel 600 mm, Z-Axis Travel 500 to 700 mm with required accessories and auto feed attachment.','','2024-11-04'),(821,'madhusudan','prayag_gairola@yahoo.com','97699 30243','prayag engineering industries','india','421301','mini angle head','','','2024-11-04'),(822,'Amit Nama','1amit.nama@gmail.com','81040 58159','North Western Railway Ajmer','India','305001','EXCETEK CNC Wire EDM V400G Plus','Please provide detailed quotation for the above EDM machine ','ST Engineers | EXCETEK CNC Wire EDM V400G Plus','2024-11-05'),(823,'April Hollenbeck','April.Hollenbeck@schnelldorfer-machinenbau.de','1766 1647728','Schnelldorfer-Machinenbau','Germany','91625','','Greetings,\n\nKindly advise if you can export to Germany.\nOn your confirmation technical specification will be issued\n\nThanks\n','','2024-11-06'),(824,'Pratik Bhosale','pratik.b@axis-india.com','95945 20225','Axis Electrical Components Pvt Ltd','India','400067','Tapping Machine ','Requirement of horizontal Tapping machine for Rod Tapping ','','2024-11-07'),(825,'JASVINDER SINGH','jasvinder@pte-india.com','98731 40655','PRECISION TECH ENTERPRISIES','INDIA','122107','Skitek Lathe Machine All geared Lathe ST-410','WE REQUIRED 2 LATHE MACHINES ST-410','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-11-07'),(826,'Pandian','SKSPANDIAN1972@GMAIL.COM','08667 84211','MICRO TECH INDUSTRIES','India','600096','S&T Engineers Vertex Super Open Vise VJ-400/500/600','Please send me a quotation for VJ-500 VISE','S&T Engineers Vertex Super Open Vise VJ-400/500/600','2024-11-07'),(827,'SUNDAR D','sundart@ord.gov.in','94456 54482','HVF AVADI CHENNAI','India','600054','S&T Engineers Vertex Tilting Rotary Table VUT-6','It is requested to give your best price for Rotary Tilting Table (180 deg rotation and 90 deg tilt) for our Jig boring machine. Job holding capacity 750mm or more. You shall give your catalogue with work ranges','S&T Engineers Vertex Tilting Rotary Table VUT-6','2024-11-09'),(828,'Saurabh ','kushaqtechnology10@gmail.com','95827 70742','Kushaq Technology','India','121004','S&T EXCETEK CNC Wire EDM EX40','Please provide Quotation for wirecut for bed Size 400x300','ST Engineers | S&T EXCETEK CNC Wire EDM EX40','2024-11-09'),(829,'Johinder','johinder995@gmail.com','95977 00237','Tekton presstool engineering pvt ltd','India','641006','YCM Turning Center TC16LB','Can i get price details','ST Engineers | YCM Turning Center TC16LB','2024-11-11'),(830,'Rahul S','rahulsutar@sumasonssai.com','94226 22541','Self Employed','India','416005','S&T Engineers Vertex Air Power Drawbar PD-150/200','','S&T Engineers Vertex Air Power Drawbar PD-150/200','2024-11-11'),(831,'Shubham','info@jbdspower.com','09289 46655','JBDS','India','122050','S&T Engineers Vertex Mine Tool Maker Vise VMV-10','Please quote 2 units of vertex VMV - 10','S&T Engineers Vertex Mine Tool Maker Vise VMV-10','2024-11-12'),(832,'Keshav Chavan','Keshav.sve@gmail.com','09341 24927','S. V. Enterprises','India','560058','Magnatic Vee Block ','Pls share the price list for Magnatic vee Block .\nBest Regards \nS.V ENTERPRISES \nBANGALORE -58.\n','ST Engineers','2024-11-13'),(833,'Keshav Chavan','Keshav.sve@gmail.com','09341 24927','S. V. Enterprises','India','560058','S&T Engineers Vertex Magnetic V Block VCP-26','Pls share the price and availability for VCP26 &VCP27\nMagnetic V Block.\nThank you ','S&T Engineers Vertex Magnetic V Block VCP-26','2024-11-13'),(834,'Ahmed Farooq','ahmedfarooq16@gmail.com','033 5790000','Premier CNC Technologies','Pakistan','75500','YCM 5-Axis Machining Center NFX400A','','ST Engineers | YCM 5-Axis Machining Center NFX400A','2024-11-15'),(835,'Murali','muralin@dynamictools.co.in','98497 53179','Dynamic tools pvt ltd','India','500037','Skitek Swivel Head Milling Machine Milling Machine SK1612','Please send the quotation ','ST Engineers | Skitek Swivel Head Milling Machine Milling Machine SK1612','2024-11-16'),(836,'Jayesh Saboo','Lalits53@rediffmail.com','85519 60711','MAA RANABAI INDUSTRIES','India','431136','S&T Engineers Vertex Precision Drill Grinder VDG-13A','','S&T Engineers Vertex Precision Drill Grinder VDG-13A','2024-11-17'),(837,'N D Prakash','tenbrinkindia@gmail.com','98453 86109','Ten brink engineering India Private Limited','India','560091','We are manufacturer of machineries for food industry','We are looking for Milling machine and drilling machine. Pls sahre catalogue with model details to choose ','','2024-11-19'),(838,'Shrishail shivanand Malshetti','shrishail@mechmeister.com','81779 53396','MECHMEISTER ENGINEERING SOLUTION','india','412105',' SKITEK NC Press Brake Machine SKNC80T3200','','ST Engineers | SKITEK NC Press Brake Machine SKNC80T3200','2024-11-19'),(839,'Sanket','divyawirecut@gmail.com','95372 33418','Divya wirecut ','India','382418','SKITEK Medium Speed CNC Wire EDM SR-500/G','Reusable machine hight 500mm','ST Engineers | SKITEK Medium Speed CNC Wire EDM SR-500/G','2024-11-19'),(840,'D Anandalakshmi','ishdurairaj@gmail.com','98846 31701','Susi Murugan Illam','India','600122','S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5','• This set comes complete with everything as shown, as listed below:\nDividing Head\n6″ 3 Jaw Chuck, with inside and outside jaws, and chuck wrench\nAdjustable Tailstock\nDividing Plates (3 plates Total)\nSpindle Center\nDog Driver (For use when turning between centers)\n\n• Main Specifications:\nCenter Height: 5″\nSwing: 10″\nSpindle Bore (Clear Through): .787″\nSpindle Mount: 1-1/2″ x 8 TPI\nSpindle Taper Runout: .0006″\nGear Ratio: 40:1\nSpindle Taper BS-9\n\nMain Features:\n• 3 Jaw Chuck Included\n• Complete Set, with chuck, tailstock, and more\n• Head tilts 10 degrees down, and 90 degrees in the vertical direction, (Chuck pointing straight up) so it can be used for any angle needed. Quick indexing feature, for fast indexing without dividing plates, in 15 degree increments (24 positions) makes quick work of simple tasks such as machining hex shaped bolt heads\n• (3) Dividing Plates cover almost any divisions you would ever need\n• Hardened Worm Gear for longer life\n','S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5','2024-11-20'),(841,'Akash','akighongane@gmail.com','94043 96060','Sky sign','India','413102','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-20'),(842,'Mayur Panchal','mayurpanchal917252@gmail.com','91725 29789','Mayur steel art ','India','401208','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','\n\n\n\n\n\nHsjd\n','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-20'),(843,'Salim lal mohamad','123456789salim@gmail.com','97233 29971','Abad steel agro','Ahmedabad','380028','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Ms cutting','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-20'),(844,'Khandelwal','empirederabassi@yahoo.com','98102 14528','Empire fasteners','India','201010','SKITEK EDM Small Hole Drill ST430X','Need one machine','SKITEK EDM Small Hole Drill ST430X','2024-11-21'),(845,'Gaurav chawla ','gauravchawla490@gmail.com','92123 99903','Saawan industries ','India','110015','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please send the address where your machine is installed and operating ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-21'),(846,'Bella','bella@bidinggroup.com','151 1215 4652','Zibo Biding Henlong Mechanical Technology Co., Limited','China','255200','CNC machining','Hello，\n\nHave a Good day！\n\nWe have dedicated to providing high-quality CNC machining services since ten years，Shall we have a chance to make a quote for your reference?\n\nIf any further inquiry please feel free contact me.\n\nBest regards,\nBella\nBiding Group\nZibo Biding Henlong Mechanical Technology Co., Limited\nEmail: bella@bidinggroup.com\nWeb: www.bidinggroup.com','','2024-11-21'),(847,'Sumit davda','sumit.davda.nnn@gmail.con','76981 95359','Cut out cnc technology ','India','364710','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-21'),(848,'Sumit davda','sumit.davda.nnn@gmail.con','76981 95359','Cut out cnc technology ','India','364710','Laser cutting machine','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-21'),(849,'Akashdeep','ats.adlp@gmail.com','96433 37890','Advanced tooling solutions','India','121004','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2024-11-21'),(850,'NAGARAJAN','nagarajmech73@gmail.com','97150 37982','FOXCONN','India','602105','S&T Engineers Vertex Angular Permanent Magnetic Plate VG-407-1224','','S&T Engineers Vertex Angular Permanent Magnetic Plate VG-407-1224','2024-11-22'),(851,'HARDEEP SINGH','shardeep19@gmail.com','98820 07789','GS INDUSTRIES ','India','160055','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','..','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-22'),(852,'Mayank Sharma','mayanks121@gmail.com','97848 42505','Shri ram ancellary','India','305001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-22'),(853,'Uvaraj M','uvaraj.m@sunplower.in','90032 76267','SUNPLOWER','INDIA','500075','BAND SAW','Hi Team,\n\nMy name is UVARAJ, I am interested in purchasing a horizontal & vertical bandsaw machine from your company.\n\nI would appreciate any brochures, catalogs, or detailed documents that could help me better understand the machine. Additionally, if possible, I would like to schedule a call or meeting to discuss this further.\n\nLooking forward to hearing from you','','2024-11-22'),(854,'Sunil Kumar','saikripa.hp@gmail.com','98828 77672','Saikripa Enterprises ','India','173205','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-24'),(855,'Satish Potdar','satishpotdar21@gmail.com','99223 36514','Potdar steel furniture works','IN','416101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-24'),(856,'G Durai','durai.gopalan@uiappl.com','97899 86464','United Industries Automotive Plastics Private Limited','India','515122','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','Need quote','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','2024-11-25'),(857,'MAHESH','MK@VIBZORB.COM','92069 33023','VIBZORB SYSTMS PVT LTD','INDIA','560062','SKITEK CNC Milling Machine SKCNC900','KINDLY QUOTE FOR THE SKITEK CNC Milling Machine SKCNC900','SKITEK CNC Milling Machine SKCNC900','2024-11-25'),(858,'Jijish pk','pkjijish@gmail.com','94474 39160','Everlight industries','Kerala','670645','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5 kv','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-26'),(859,'Lisa Muradzicua','lisa.muradzicua@inoxmecc.co.mz','86 302 1389','Inox Mecc Moçambique','Mozambique','1100','S&T Engineers Vertex Bull Nose Pipe Center VLC','Good day, May you kindly send a quotation for the Pipe centre VLC-454.... Quant:1.\n\nHope to hear from you soon.','S&T Engineers Vertex Bull Nose Pipe Center VLC','2024-11-26'),(860,'SURESH VB','vasugielectricalsindia@gmail.com','09740 81767','VASUGI ELECTRICALS','India','560049','SKITEK Milling Machine PM200','Qty 01','ST Engineers | SKITEK Milling Machine PM200','2024-11-26'),(861,'M Shanmugham','sjkengg@gmail.com','99401 43678','India','India','603209','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-27'),(862,'Naveen Patel','nsindustries2011@gmail.com','98801 52315','N Square Engineerings ','India','560091','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-11-27'),(863,'Mahendra Singh ','mahendraramgadiya@gmail.com','97643 50657','M tech ','India','431001',' SKITEK NC Bending Machine SKNC300T3200','3 MTR ','ST Engineers | SKITEK NC Bending Machine SKNC300T3200','2024-11-27'),(864,'AFIFA FATHIMA','galaxymarketing90@gmail.com','89258 41531','GALAXY MINERALS','INDIA','610000','GARNET SAND','Dear Sir,Good day!Greetings from GLR Mines and Minerals Pvt Ltd!\n\nWe GLR Mines and Minerals are one of the largest manufacturers and suppliers of Garnet from India.We have two states of art licensed Garnet Processing units, one in the state of Odisha, India and the other in the state of Rajasthan, India.\n\nWe can supply any quantity and we also would like to inform you that we have the strongest profile for Garnet supply from India.As\n\nwe are a licensed manufacturer and supplier of Garnet, you need not have to face any issues with regards to supply. All throughout the year we can supply without any hurdles.\n\nWe would like to know if you have any good requirements for Garnet from India.\n\nWe can supply the below mesh sizes:Mesh 0-12,Mesh 12-24,Mesh 20-40,Mesh 30-60,Mesh 80& Mesh 120 \n\nLooking forward to working with you.\n\n\nThank you.\nJ. AFIFA FATHIMA','','2024-11-28'),(865,'AFIFA FATHIMA','galaxymarketing90@gmail.com','89258 41531','GALAXY MINERALS','INDIA','610000','GARNET SAND','Dear Sir,Good day!Greetings from GLR Mines and Minerals Pvt Ltd!\n\nWe GLR Mines and Minerals are one of the largest manufacturers and suppliers of Garnet from India.We have two states of art licensed Garnet Processing units, one in the state of Odisha, India and the other in the state of Rajasthan, India.\n\nWe can supply any quantity and we also would like to inform you that we have the strongest profile for Garnet supply from India.As\n\nwe are a licensed manufacturer and supplier of Garnet, you need not have to face any issues with regards to supply. All throughout the year we can supply without any hurdles.\n\nWe would like to know if you have any good requirements for Garnet from India.\n\nWe can supply the below mesh sizes:Mesh 0-12,Mesh 12-24,Mesh 20-40,Mesh 30-60,Mesh 80& Mesh 120 \n\nLooking forward to working with you.\n\n\nThank you.\nJ. AFIFA FATHIMA','','2024-11-28'),(866,'udhayamoorthy','production@shashti.co.in','82202 64826','Shashti Techno Products','india','641407','mc power vice','requirement','','2024-11-29'),(867,'balaji','BALAJI184A@GMAIL.COM','09790 66376','Karan engineering works','India','632404','SKITEK Medium Speed CNC Wire EDM SR-500/G','Enquiry about edm mould wire cutting machine','ST Engineers | SKITEK Medium Speed CNC Wire EDM SR-500/G','2024-11-29'),(868,'Vignesh Kemminje','vkemminje@gmail.com','80951 84649','Central Manufacturing Technology Institute','India','560022','Skitek Lathe Machine All geared Lathe ST-800','','ST Engineers | Skitek Lathe Machine All geared Lathe ST-800','2024-11-29'),(869,'Ankit Singh','ankit@rosatech.in','70045 47496','Rosa Tech','India','831013','Skitek Surface Grinding Machines SK50100ADS','I need all data sheet of machine and quotation too.','Skitek Surface Grinding Machines SK50100ADS','2024-12-02'),(870,'Harsh panchal','mahafab8@gmail.com','81690 72540','Mfc','India','400603',' SKITEK CNC Press Brake Machine SKCNC110T3200','','ST Engineers | SKITEK CNC Press Brake Machine SKCNC110T3200','2024-12-04'),(871,'Tirth Bhojani','promechinternational@gmail.com','90547 75489','India ','India','380050',' SKITEK CNC Press Brake Machine SKCNC63T2500','CNC PB 63T x 2500','ST Engineers | SKITEK CNC Press Brake Machine SKCNC63T2500','2024-12-04'),(872,'Tanishq Dedhia','tanishq@vistaengg.co.in','07710 90800','VISTA ENGINEERING','India','400604','Skitek Radial Drilling Machine RD1280H','Kindly quote\n1)Price\n2)Detailed catalogue\n3)Delivery time\n\n','ST Engineers | Skitek Radial Drilling Machine RD1280H','2024-12-06'),(873,'amit kumar mishra ','vistaengineering21@gmail.com','76661 86064','vista engineering ','india','400604','Skitek Radial Drilling Machine RD1280H','Dear sir , \nI hope this email finds you well. I am writing to inquire about the prices for [Skitek Radial Drilling Machine RD1280H] that your company offers. It would be greatly appreciated if you could send me the details as soon as possible','ST Engineers | Skitek Radial Drilling Machine RD1280H','2024-12-06'),(874,'Anu','hello@hellolandmark.com','94452 88888','Medical Device Industrial Park,','INDIA','600095','Manufacturing of Medical Devices','Do you want to Start your Factory in Oragadam Medical Industrial Park in TN ?\n\nWe provide From Start-to-Completion support and services for Industrial Development.\n\nSpecialized Project Location:\n---------------------------\nMedical Device Industrial Park,\nOragadam, (Chennai, Tamil Nadu)\n\nOnly Limited Plots Available.\n\nAdvantages:\n------------\n1. Govt. Subsidy Available for Land.\n2. Govt. Subsidy Available for Stamp Duty.\n3. Govt. Subsidy Available for Machinery.\n4. Lowest Maintenance & Water Cost.\n5. Availablity of Bank Loan, TIIC Loan.\n6. Applicable Industrial EB Tariff.\n7. International Standard Utilities.\n8. Surrounding Greenery Area.\n9. Industrial Classification.\n10. Fastest Govt. Supports.\n\nEligible Industries:\n-----------------\nManufacturing of Medical Devices\n\nOur Support: (All Professionals are under one roof)\n------------\n1. Guidance Support.\n2. Project Support.\n3. Financial Support.\n4. Factory Setup Support.\n5. Subsidy Support.\n6. Statutory Support.\n7. Engineering Support.\n8. VAS Support.\n\nAbout the MIP:\n-----------\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kanchipuram-district-tamil-nadu/\n\nFor More Details Reach Us:\nmail@veritasbio.com\nAdvisor: +91 94452 88888\nWhatsApp: https://wa.me/919445288888\nWebsite: www.hellolandmark.com\nFacebook: fb.com/HelloLandMarkIndia','','2024-12-06'),(875,'Babul Garai','babulgarai1997@gmail.com','07584 92049','Raicam automotive pvt Ltd','India','713145','Job','Kindly help me job if your Company therefore my family saved. ','ST Engineers - Careers','2024-12-07'),(876,'Anu','hello@hellolandmark.com','94452 88888','Medical Device Industrial Park,','INDIA','600095','Manufacturing of Medical Devices','Do you want to Start your Factory in Oragadam Medical Industrial Park in TN ?\n\nWe provide From Start-to-Completion support and services for Industrial Development.\n\nSpecialized Project Location:\n---------------------------\nMedical Device Industrial Park,\nOragadam, (Chennai, Tamil Nadu)\n\nOnly Limited Plots Available.\n\nAdvantages:\n------------\n1. Govt. Subsidy Available for Land.\n2. Govt. Subsidy Available for Stamp Duty.\n3. Govt. Subsidy Available for Machinery.\n4. Lowest Maintenance & Water Cost.\n5. Availablity of Bank Loan, TIIC Loan.\n6. Applicable Industrial EB Tariff.\n7. International Standard Utilities.\n8. Surrounding Greenery Area.\n9. Industrial Classification.\n10. Fastest Govt. Supports.\n\nEligible Industries:\n-----------------\nManufacturing of Medical Devices\n\nOur Support: (All Professionals are under one roof)\n------------\n1. Guidance Support.\n2. Project Support.\n3. Financial Support.\n4. Factory Setup Support.\n5. Subsidy Support.\n6. Statutory Support.\n7. Engineering Support.\n8. VAS Support.\n\nAbout the MIP:\n-----------\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kanchipuram-district-tamil-nadu/\n\nFor More Details Reach Us:\nmail@veritasbio.com\nAdvisor: +91 94452 88888\nWhatsApp: https://wa.me/919445288888\nWebsite: www.hellolandmark.com\nFacebook: fb.com/HelloLandMarkIndia','','2024-12-07'),(877,'Anu','hello@hellolandmark.com','94452 88888','Medical Device Industrial Park,','INDIA','600095','Manufacturing of Medical Devices','Do you want to Start your Factory in Oragadam Medical Industrial Park in TN ?\n\nWe provide From Start-to-Completion support and services for Industrial Development.\n\nSpecialized Project Location:\n---------------------------\nMedical Device Industrial Park,\nOragadam, (Chennai, Tamil Nadu)\n\nOnly Limited Plots Available.\n\nAdvantages:\n------------\n1. Govt. Subsidy Available for Land.\n2. Govt. Subsidy Available for Stamp Duty.\n3. Govt. Subsidy Available for Machinery.\n4. Lowest Maintenance & Water Cost.\n5. Availablity of Bank Loan, TIIC Loan.\n6. Applicable Industrial EB Tariff.\n7. International Standard Utilities.\n8. Surrounding Greenery Area.\n9. Industrial Classification.\n10. Fastest Govt. Supports.\n\nEligible Industries:\n-----------------\nManufacturing of Medical Devices\n\nOur Support: (All Professionals are under one roof)\n------------\n1. Guidance Support.\n2. Project Support.\n3. Financial Support.\n4. Factory Setup Support.\n5. Subsidy Support.\n6. Statutory Support.\n7. Engineering Support.\n8. VAS Support.\n\nAbout the MIP:\n-----------\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kanchipuram-district-tamil-nadu/\n\nFor More Details Reach Us:\nmail@veritasbio.com\nAdvisor: +91 94452 88888\nWhatsApp: https://wa.me/919445288888\nWebsite: www.hellolandmark.com\nFacebook: fb.com/HelloLandMarkIndia','','2024-12-07'),(878,'Anu','hello@hellolandmark.com','94452 88888','Medical Device Industrial Park,','INDIA','600095','Manufacturing of Medical Devices','Do you want to Start your Factory in Oragadam Medical Industrial Park in TN ?\n\nWe provide From Start-to-Completion support and services for Industrial Development.\n\nSpecialized Project Location:\n---------------------------\nMedical Device Industrial Park,\nOragadam, (Chennai, Tamil Nadu)\n\nOnly Limited Plots Available.\n\nAdvantages:\n------------\n1. Govt. Subsidy Available for Land.\n2. Govt. Subsidy Available for Stamp Duty.\n3. Govt. Subsidy Available for Machinery.\n4. Lowest Maintenance & Water Cost.\n5. Availablity of Bank Loan, TIIC Loan.\n6. Applicable Industrial EB Tariff.\n7. International Standard Utilities.\n8. Surrounding Greenery Area.\n9. Industrial Classification.\n10. Fastest Govt. Supports.\n\nEligible Industries:\n-----------------\nManufacturing of Medical Devices\n\nOur Support: (All Professionals are under one roof)\n------------\n1. Guidance Support.\n2. Project Support.\n3. Financial Support.\n4. Factory Setup Support.\n5. Subsidy Support.\n6. Statutory Support.\n7. Engineering Support.\n8. VAS Support.\n\nAbout the MIP:\n-----------\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kanchipuram-district-tamil-nadu/\n\nFor More Details Reach Us:\nmail@veritasbio.com\nAdvisor: +91 94452 88888\nWhatsApp: https://wa.me/919445288888\nWebsite: www.hellolandmark.com\nFacebook: fb.com/HelloLandMarkIndia','','2024-12-07'),(879,'Kishore Kumar R','kishore.kumarr@tataelectronics.co.in','09500 65520','Tata Electronics - Hosur','India','635109','Skitek Lathe Machine All geared Lathe ST-410','','ST Engineers | Skitek Lathe Machine All geared Lathe ST-410','2024-12-09'),(880,'AMAN','aman.chagar@gmail.com','98783 75795','ENDURANCE','INDIA','160002','S&T EXCETEK CNC Wire EDM EX40','','ST Engineers | S&T EXCETEK CNC Wire EDM EX40','2024-12-10'),(881,'ALPA SHAH','bhavesh261976@yahoo.com','98447 13666','M/S/ MANYA ENTERPRISES','india','560002','Vise VDV-30 Jaw Opening: 75mm (2.95\") VERTEX, 8\"C CLAMP, AND GS 8.0\" x 10.0\" (Opening) Model No. GS810 Precision Milling Machine Vise ','ABOVE ITEM QUOTE REQUIRED FOR RESELLING.','','2024-12-10'),(882,'ALPA SHAH','bhavesh261976@yahoo.com','98447 13666','M/S/ MANYA ENTERPRISES','india','560002','Vise VDV-30 Jaw Opening: 75mm (2.95\") VERTEX, 8\"C CLAMP, AND GS 8.0\" x 10.0\" (Opening) Model No. GS810 Precision Milling Machine Vise ','ABOVE ITEM QUOTE REQUIRED FOR RESELLING.','','2024-12-10'),(883,'Arulanandan k','arulkrish02@smail.iitm.ac.in','98414 28700','IIT Madras','India','600036','SKITEK Medium Speed CNC Wire EDM SR-400/G','Is it wire re usable or Consumable?\nCost of the machine?','ST Engineers | SKITEK Medium Speed CNC Wire EDM SR-400/G','2024-12-12'),(884,'Wael kriem','Wael@uf-jo.com','7 9558 5290','Union foundry ','Jordan','00962','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','Dear sir \nLooking for vertex end milling grinding machine VEG 13A \nPlease send us details and prices ','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','2024-12-12'),(885,'SANJAY GUPTA','Creativemold92@gmail.com','88104 46186','CREATIVE MOLD','india','201301','Skitek Surface Grinding Machines SK4080ADS','','Skitek Surface Grinding Machines SK4080ADS - S&T Engineers','2024-12-13'),(886,'RAVINDRA TIWARI','ravindra.tiwari@omniatoys.in','84119 70069','OMNIA TOYS INDIA PVT LTD','INDIA','410501','EDM MACHINE ZNC SERIES','EDM MACHINE REQUIREMENT OF ZNC SERIES: Work Tank - 900*550*375, Work Table - 600*400, Shut Height - 135, Max. job weight - 500, Max. job Height - 325.','','2024-12-14'),(887,'RAJESH LAD','mouldtech@rediffmail.com','98205 87498','MOULD TECH ENGINEERS','india','400 064','Skitek Swivel Head Milling Machine Milling Machine SK1612','inquiry for convectional milling machine ','ST Engineers | Skitek Swivel Head Milling Machine Milling Machine SK1612','2024-12-14'),(888,'Srijan Garoida','aarnavpowertech@gmail.com','74629 02620','Aarnav Powertech','India','835103','NC Press Break','Interested in NC Press Brake machine OF 160T','','2024-12-14'),(889,'Rahul telke','expertwirecutsolution@gmail.com','77092 90876','Expert Wirecut Solution','India','431136','Mediolim speed wire EDM Machine','Send quactation and details','S&T Engineers - High quality wire cut EDM machine | EXCETEK','2024-12-15'),(890,'Rushikesh Taras','purchase.cl.engineers@gmail.com','99231 97023','CL.ENGINEERS','India','4121401','Makino VMC','Looking For makino VMC Machine With Heigh Aquries','','2024-12-16'),(891,'Rahul Yadav','rahul@jayprecision.com','08108 93813','Jay Precision Products India Pvt. Ltd','India','401107','SpreX Die Spotting Press 80YC/800YC','Hello Sir, Madam\n\nMy name is Rahul & our company name is Jay Precision Products India Pvt.Ltd , we are based in Mumbai\n\nWe have a requirement of Die Spotting Press, please share your best Quote ,Leadtime and technical specifications for the same.\n\nBest Regards,\nRahul\n+91-8108938135','SpreX Die Spotting Press 80YC/800YC','2024-12-16'),(892,'Oblesh MG','tools@ibexengineering.com','99805 42352','Hcm ibex engineering pvt ltd','india','560082','SPREX Die Spotting Press 200TUS/350TUS','Dear sir/Madam,\nkinldy provide your best offer for die spooting press ,required tonnage 150-200T qty 1no\n\nThank &Regards,\nOblesh M G\nMobile:9980542352\nHcm ibee engineering pvt ltd\n111/1 somanahalli village \nkanakapura main \nBangalore:560082\n','SPREX Die Spotting Press 200TUS/350TUS','2024-12-16'),(893,'Dipesh','dipesh.p1703@gmail.com','89800 49127','Amart Engineering ','India','384534','YCM Vertical Machining Center i5','Give Me Details Of YCM i5 Vmc Machine and Also Give Me Price.!','YCM Vertical Machining Center i5','2024-12-18'),(894,'VIGNESH KUMAR SB','vigneshmech7696@gmail.com','97504 65413','ANGAYARKANNI MANUFACTURING WORKS ','India','625201','YCM Turning Center TC16LA','','ST Engineers | YCM Turning Center TC16LA','2024-12-21'),(895,'Sathiyaraj p','Sakthiram1990@gmail.com','96880 60734','Kalaivani Engineering ','India','614716',' SKITEK NC Press Brake Machine SKNC100T3200','Need 110 T machine quotation ','ST Engineers | SKITEK NC Press Brake Machine SKNC100T3200','2024-12-23'),(896,'Ahmed Zakaria','Accahmedzakaria1@gmail.com','53 068 0404','Lahzet abdaa','Riyadh','11343','YCM Vertical Machining Center i5','Need quotation for that machine with cargo to riyadh ','YCM Vertical Machining Center i5','2024-12-24'),(897,'Shailendra Trivedi','shailendra@connectwell.com','98190 21463','Connectwell Industries Pvt Ltd','india','421204','Electrical Terminal Block','We are looking for twin colour Injection Moulding machine with marbelling effect. Pattern should be as random as possible.\nMould will have only one input.','','2024-12-24'),(898,'Arvind Kumar','creativetechnotools@gmail.com','98991 99632','Creative techno tools','India','301201','SKITEK DRO Milling Machine PM500','Quote','SKITEK DRO Milling Machine PM500 - S&T Engineers','2024-12-25'),(899,'Nandanandan P','adhiparashakthiindustries@gmail.com','98400 59202','Adhi Parashakthi Industries','India','600039','Hydraulic Machine Vise','','','2024-12-26'),(900,'Amit Aradhye','amit.aradhye@precicut.com','99220 92700','Precicut Engineers','India','431136','Laser Welding','We are looking for good quality handheld laser welding machine','','2024-12-26'),(901,'Karuppasamy Subramani','karuppasamy.s@tataelctronics.co.in','90870 89099','Tataelectronics','India','635109','S&T Engineers Vertex Tool Makers Vise VDV-20-40','Hi,\n\nWe required Vertex VDV -20 model vise 4 No','S&T Engineers Vertex Tool Makers Vise VDV-20-40','2024-12-27'),(902,'Magesh','arjunnaahitecfurnitures@gmail.com','98849 00630','ArjunaaHiTecFurnitures ','India','600019',' SKITEK NC Press Brake Machine SKNC40T2500','Job requirements bending \nMs -0.35~1.8mm\nKindly share the quote with details','ST Engineers | SKITEK NC Press Brake Machine SKNC40T2500','2024-12-27'),(903,'Ajay Sharma ','shree.durga6623@gmail.com','70183 84962','Shree Durga Fabricator','India','174103','STM Fiber Laser Welding Machine ST1000HWM','','STM Fiber Laser Welding Machine ST1000HWM','2024-12-28'),(904,'MAYOOR ENGINEERING WORKS','mayoorengineeringworks@gmail.com','08983 39467','Mayoor engineering','India','411026','Skitek Swivel Head Milling Machine Milling Machine SK1612','','ST Engineers | Skitek Swivel Head Milling Machine Milling Machine SK1612','2024-12-29'),(905,'Anna Zhang','anna.zhang@lionshell.com.cn','136 2327 6014','Lionshell Machinery (Cangzhou) Co., Ltd','China','061000','machine protective bellow covers ','We produce bellow covers and drag chains for different machines, from basic requirements like dust/water proof, to very critical application like high temp service, heavy air blasting and etc..\nPlease feel free to contact me when you have any requirement for these products, I will offer you top quality at very competitive price.','','2024-12-30'),(906,'Anna Zhang','anna.zhang@lionshell.com.cn','136 2327 6014','Lionshell Machinery (Cangzhou) Co., Ltd','China','061000','machine protective bellow covers ','We produce bellow covers and drag chains for different machines, from basic requirements like dust/water proof, to very critical application like high temp service, heavy air blasting and etc..\nPlease feel free to contact me when you have any requirement for these products, I will offer you top quality at very competitive price.','','2024-12-30'),(907,'Chirag Mistry','chiragvilasmistry@gmail.com','80878 78712','Chirag engineering ','India','414111','STM Fiber Laser Welding Machine ST1000HWM','More info on product and quote ','STM Fiber Laser Welding Machine ST1000HWM','2024-12-30'),(908,'Ashit Sarkar','ashitkumarsarkar21@gmail.com','88128 68906','Aanav enterprise ','India','781025','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Urgent ','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2024-12-30'),(909,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(910,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(911,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(912,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(913,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(914,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(915,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(916,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(917,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(918,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(919,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','161-483-4662','OLAN PLASTICS INC.','USA','43110','PLASTIC INJECTION MOULDING MACHINE','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2024-12-31'),(920,'Sathishkumar','cyphercircuits@gmail.com','87547 94454','Cypher Circuits','India','641035','YCM CNC Vertical Machining Center FV56T','','ST Engineers | YCM CNC Vertical Machining Center FV56T','2024-12-31'),(921,'Sarvatha Krishnan','sarvatha@mestari.com','16-342 5242','Mestari Adjusters Sdn Bhd','Malaysia','77000','YCM CNC Vertical Machining Center FV56T','May I have the estimated price of the machine?','ST Engineers | YCM CNC Vertical Machining Center FV56T','2025-01-02'),(922,'RichField','richfield.pohbri@amritcement.in','84159 00676','Amrit Cement Ltd','India','793200','Skitek Lathe Machine All geared Lathe ST-800','Kindly send us the quotation of the lathe machine','ST Engineers | Skitek Lathe Machine All geared Lathe ST-800','2025-01-03'),(923,'Jitendra Shah','jmshah37@icloud.com','98204 35753','West coast engineering works pvt ltd.','IN','400016','Dener Hydraulic Press Brake Machine','Please Sumit offer for 100 ton hydraulic brake press ','ST Engineers | Dener Hydraulic Press Brake Machine','2025-01-03'),(924,'Maheswaran ','maheswaran.m16@gmail.com','89032 37538','Maheswaran ','India','635126','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','2025-01-04'),(925,'Guru','ashwathyentps@outlook.com','88844 99933','Ashwathy Enterprises','India','560054','VMC Hydraulic Machine Vise - Vertex make -VH-6L -1 No ','Kindly send your offer ','','2025-01-06'),(926,'Guru','ashwathyentps@outlook.com','88844 99933','Ashwathy Enterprises','India','560054','VMC Hydraulic Machine Vise - Vertex make -VH-6L -1 No ','Kindly send your offer ','','2025-01-06'),(927,'S PAPITHA','arengineering2109@gmail.com','09789 56071','AR ENGINEERING','India','600069','3 kw max source',' i need 3 kw max source please send to your best prise','','2025-01-06'),(928,'S PAPIYHA','arengineering2109@gmail.com','96001 55450','AR ENGINEERING','India','600069','3 KW MAX SOURCE',' I NEED 3 KW MAX SOURCE PLEASE SEND ME YOUR BEST PRISE','ST Engineers - Thank You','2025-01-06'),(929,'Santosh Gaikwad','project1@ronchabsolutetools.com','92734 07067','Roch Absolute tool\'s PVT LTD','indiA','411057','SPREX Die Spotting Press 200TUS/350TUS','Kindly share the catalogue and Quotation ','SPREX Die Spotting Press 200TUS/350TUS','2025-01-06'),(930,'Rohit Aroda','enterprises.ujjawal@gmail.com@gmail.com','99271 76421','Ujjawal Enterprises','India','263148','Tederic Toggle Injection Moulding Machine NEO-T Series','','ST Engineers | Tederic Toggle Injection Moulding Machine NEO-T Series','2025-01-06'),(931,'Hieu Vo Trung','hieu.votrung2305@hcmut.edu.vn','09 417 29 03','HCM University of Technology','Vietnam','00700','S&T Engineers Vertex Dead center VLC-112/113/114/115/116','Dear \nI am Trung Hieu Vo, a student at Ho Chi Minh City University of Technology, currently working on my graduation project.\nI am interested in using the 3D model for my project with studying purposes.\nCould you please provide me with the 3D model file?\nThank you for your assistance.\nBest regards,\nTrung Hieu Vo\n','S&T Engineers Vertex Dead center VLC-112/113/114/115/116','2025-01-08'),(932,'Nisar Ahamed A','na2333750@gmail.com','09036 36687','s&T','India','577001','','any vacancy for iti and diploma students ','','2025-01-09'),(933,'pvs rao','pvsrao@casttechindia.com','09849 03777','tyche casttech pvt ltd','India','524121','S&T Engineers Vertex Rods Cutting Off Unit VEC-20/300G','send quotation for rightangel ejecter pin parting and grinding ','S&T Engineers Vertex Rods Cutting Off Unit VEC-20/300G','2025-01-09'),(934,'Shirsih Rao','shirishbrao@am-ace.com','09844 39556','amace solutions pvt. ltd.','India','560058','CNC Wire cut EDM Machine','','','2025-01-10'),(935,'Vipul Pitroda','bmwswasticgrinders@gmail.com','99250 04333','Shree Butbhavani Mechanic Works','India','363001','Vertex Brand Magnetic Sine Bar ','','','2025-01-10'),(936,'Irfan Saiyad ','creativeenterprise023@gmail.com','94272 59008','Creative Enterprise ','India','360004','S&T Engineers Vertex Sine Bar with Magnetic V-S50M/S100M','Inquiry of Sine bar with magnetic \nI have stockist and trading of measuring instruments and gauges at Rajkot, Gujarat','S&T Engineers Vertex Sine Bar with Magnetic V-S50M/S100M','2025-01-10'),(937,'Ellen Jacquelyn','ellen.jacquelyn@olanplasticsinc.com','614-834-6626','OLAN PLASTICS INC.','USA','43110','plastic injection molding machine','Hello sales\n\nWe are interested in your product, please send me more details about your company product prices and catalogue\n\nLooking forward to your quick reply\n\nBest Regards\n\nEllen Jacquelyn\n\nOffice of the managing Director/General manager\nOLAN PLASTICS INC.\n\nAddress; 550 Olan Drive, Canal Winchester, OH 43110\n\nFax; (614) 834.5536\nToll Free: 888.803.4645\n\nEmail: ellen.jacquelyn@olanplasticsinc.com\n','','2025-01-10'),(938,'Banu','Bagavath2007@gmail.com','90920 30007','Sri Bagavath engineering ','India','641006','Makino (3-Axis CNC VMC Machine) - SLIM3N Compact Machining Center','','Makino (3-Axis CNC VMC Machine) - SLIM3N Compact Machining Center','2025-01-11'),(939,'Thiyagarajan','danishdev1607@gmail.com','88078 88455','Standred Roofs','India','638012','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I need this mechine','ST Engineers | STM Laser Cutting Machines Metal Sheet Cutting ST3015G','2025-01-12'),(940,'ahmad bitar','ahmad@bitar-ind.com','07956 92029','Bitar for metal industry & marine services','Jordan','77110','EXCETEK CNC Wire EDM Machines VG850 G Plus','send me commercial offer and technical offer please ','ST Engineers | EXCETEK CNC Wire EDM Machines VG850 G Plus','2025-01-13'),(941,'Vinoth Kanna ','vinoth.k@nestgroup.net','99629 92757','SFO TECHNOLOGY ','India','560099','Pronix Electric Tapping Machine PNX-WH-36','Please send quote for the Tapping machine ','Pronix Electric Tapping Machine PNX-WH-36','2025-01-13'),(942,'Rajiv kumar jain','rj096290@gmail.com','97586 69375','Business ','India','205265','','','Events- Join S&T Engineers At IMTEX 2025 – Explore Cutting-Edge Machine Tool Solutions','2025-01-15'),(943,'VINAY','VINAY@THEIAKSHI.COM','99903 33838','THEIAKSHI ENTERPRISES','INDIA','110028','S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5','PLS ASK LOCAL SALES PERSON TO CONTACT.','S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5','2025-01-17'),(944,'Bhagyesh Poyekar','bhagyeshpoyekar@gmail.com','09029 11741','Bhagyesh Enterprises','India','400610','S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540','quote for 300x 600 mm ','S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540','2025-01-18'),(945,'Ramarajan G','ramarajan@quatools.com','97734 91780','Qua tools private ltd','India','560099','Hydraulic vice','Hi','ST Engineers','2025-01-21'),(946,'NAVEEN KUMAR ','naveencws6@gmail.com','96549 24520','IIT','IIT','517619','EDN','Reusable EDM MACHINE','S&T Engineers | CNC electrical discharge machining - EDM Machine','2025-01-21'),(947,'Senthil kumar','senthilkumarice08@gmail.com','84894 33525','Na','India','641035','YCM Vertical Machining Center i5','Quote','YCM Vertical Machining Center i5','2025-01-21'),(948,'Ramesh','ramesh.rajput0082@gmail.com','99965 07569','Hero','India','122001','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','2025-01-22'),(949,'Kanwaljit Singh','kbwire@hotmail.com','98728 19762','KB Engineering Works ','India','141003','Machinery','Contact me ','','2025-01-23'),(950,'Tarsem Sharma','mainsatk@gmail.com','09816 08835','Mainsa Engg. Works','India','173205','Milling vice','Hi Vertex Team,\nI want to buy on milling vice of 150mm pl. advise me how to procced.\n','','2025-01-23'),(951,'baskaran','baskarankpk2018@gmail.com','09384 20106','MUDHRA FINE BLANC PVT LTD','India','632508','Skitek Radial Drilling Machine RD750','let me have the quote\n','ST Engineers | Skitek Radial Drilling Machine RD750','2025-01-24'),(952,'Jaganathan','srihariengg@hotmai.com','97902 21100','Sri Hari engineering','india','641020','S&T Engineers Vertex Tilting Rotary Table VUT-6','Dear Sir,\nPlease submit the quote for Tilting Rotary Table VUT-6.\nQty- 1no\nTHanks.','S&T Engineers Vertex Tilting Rotary Table VUT-6','2025-01-25'),(953,'Prakaash','r8237284@gmail.com','09483 53759','Vishnu engineering','India','562111','SKITEK CNC Milling Machine SKCNC900','','SKITEK CNC Milling Machine SKCNC900','2025-01-26'),(954,'Raza','ahmedrazajeewat786@gmail.com','02262 36458','Samsha','Maharashtra','400102','STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','Send me brochure and details','ST Engineers | STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','2025-01-28'),(955,'S PAPITHA','arengineering2109@gmail.com','96001 55450','AR ENGINEERING','India','600069','Dener Electric Press Brake Machine DDM5020 ','','ST Engineers | Dener Electric Press Brake Machine DDM5020 ','2025-01-29'),(956,'saravana kumar','bsk.milestone@gmail.com','78128 81128','milestone','india','600044','SKITEK Deep Hole Drilling Machine SKN 600','','SKITEK Deep Hole Drilling Machine SKN 600','2025-01-30'),(957,'Arun Raj','avtech9395@gmail.com','79042 94127','AV TECH','India','641006','S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540','Magnetic bed ','S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540','2025-01-31'),(958,'Hannah Camille Manatad','CIMCpurchaser@gmail.com','917 770 1140','Cebu Industrial Machineries Corp.','Philippines','6015','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M',' I would like to request a quotation for Vertex Magnetic Sine Plate V-47M (2015-020)','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','2025-01-31'),(959,'Fortune Lakshmi','sales@ogpnets.com','914-408-8523','OGP (Optical Gaging Products)','USA','14621','Deep Hole Drilling Machine//CNC Turning Center','Hello, we are interested in purchasing the products listed in the attached document. Could you please provide us with a quote at your earliest convenience?','','2025-01-31'),(960,'Fortune Lakshmi','sales@ogpnets.com','914-408-8523','OGP (Optical Gaging Products)','USA','14621','Deep Hole Drilling Machine//CNC Turning Center','Hello, we are interested in purchasing the products listed in the attached document. Could you please provide us with a quote at your earliest convenience?','','2025-01-31'),(961,'KALAISELVAN','admin@indiantechnologies.co.in','90258 58360','INDIAN TECHNOLOGIES','India','641035','Drilling Machine','Basic drilling Machine required. \njob Height 500 mm','','2025-02-01'),(962,'KALAISELVAN','admin@indiantechnologies.co.in','90258 58360','INDIAN TECHNOLOGIES','India','641035','Drilling Machine','Basic drilling Machine required. \njob Height 500 mm','','2025-02-01'),(963,'KALAISELVAN','admin@indiantechnologies.co.in','90258 58360','INDIAN TECHNOLOGIES','India','641035','Drilling Machine','Basic drilling Machine required. \njob Height 500 mm','','2025-02-01'),(964,'KALAISELVAN','admin@indiantechnologies.co.in','90258 58360','INDIAN TECHNOLOGIES','India','641035','Drilling Machine','Basic drilling Machine required. \njob Height 500 mm','','2025-02-01'),(965,'Satheesh P R','info@hardchrome.in','73734 79891','Geco Chrome','India','641201','Hard chrome Plating','Dear sir/madam,\n\nWe are GECO Chrome, specializing in high-quality hard chrome plating services. Our advanced facility ensures superior surface finishing, durability, and precision for a wide range of industrial applications.\n\nWe would like to inquire if your company currently has any requirements or projects where hard chrome plating could add value to your manufacturing process. We are confident that our expertise and commitment to quality can meet and exceed your expectations.\n\nPlease let us know if there is an opportunity to collaborate or if we can provide further details about our services.\n\nLooking forward to your response.\n\nThanks & Regards,\nP. R. Satheesh - Production,\nGeco Chrome ,\n7373479891.','','2025-02-04'),(966,'Karthick Kumar','karthick.m@tvsss.co.in','97878 70178','TVS Sensing Solutions Pvt, Ltd.','India','625122','S&T Engineers Vertex Demagnetizer VDM-14','Please send the quote for Demagnetizer all sizes.','S&T Engineers Vertex Demagnetizer VDM-14','2025-02-05'),(967,'Vinoth','versatileengineeringproducts@gmail.com','72994 42282','Versatile Engineering Products','India','631604','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','Vertex Rotary Table HV 8','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','2025-02-05'),(968,'Manoj Prabakaran','manoj@emachineshop.in','08838 52056','emachineshop','India','600032','YCM Vertical Machining Center i5','','YCM Vertical Machining Center i5','2025-02-05'),(969,'subramanya M','subramanya_m@jasubhai.com','94800 61808','Jasubhai Engineering','india','560058','Skitek Surface Grinding Machines SK4080ADS','Quotation','Skitek Surface Grinding Machines SK4080ADS - S&T Engineers','2025-02-05'),(970,'Ashish Gondalia','ashish@pateltech.in','75750 51519','Patel technomation','india','360001','SKITEK Deep Hole Drilling Machine SKN 600','Dip drilling machine','SKITEK Deep Hole Drilling Machine SKN 600','2025-02-06'),(971,'Santosh Mahadeo Pachpute','spachpute@sigma-engineered.com','09922 90233','Sigma Electric PVT LTD','India','410501','Skitek CNC Die Sinking EDM Machines Twin Head-SN1200C-2H','','ST Engineers | Skitek CNC Die Sinking EDM Machines Twin Head-SN1200C-2H','2025-02-06'),(972,'Santosh Mahadeo Pachpute','spachpute@sigma-engineered.com','09922 90233','Sigma Electric PVT LTD','India','410501','Skitek CNC Die Sinking EDM Machines-SN800C','','ST Engineers | Skitek CNC Die Sinking EDM Machines-SN800C','2025-02-06'),(973,'Bhushan Choudhary','vpsales2812@gmail.com','91587 55575','Vp sales ','India','411039','SKITEK CNC Milling Machine SKCNC900','Please share machine brochure and quote ','SKITEK CNC Milling Machine SKCNC900','2025-02-08'),(974,'Suhakar','Amienggneering@gmail.com','98943 22492','Ami engineering','India','625513','','','ST Engineers','2025-02-10'),(975,'Dinesh kumar','svnacc@gmail.com','09952 52877','SVN QUALITY ENGINEERING','India','641005','S&T Engineers Vertex Precision Drill Grinder VDG-13A','NEED QUOTATION','S&T Engineers Vertex Precision Drill Grinder VDG-13A','2025-02-10'),(976,'Sudhir bhuravane ','skstools10@gmail.com','93703 18154','SKS TOOLS','India','422010','EXCETEK CNC Wire EDM VG400','','Top Quality CNC Wire EDM Machines EXCETEK VG400 - S&T Engineers','2025-02-11'),(977,'Namadev Madival','devmadival123@gmail.com','97415 76247','Taco EV ','India','410501','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','2025-02-11'),(978,'ADITHYA','adithyasrivatsa.2001@gmail.com','97381 03940','Self employed','India','560027','Skitek Mini Mill Drill Machine STGMD40','Technical specifications additional accessories and price','S&T SKITEK Table Top Mini Mill Drill Machine STGMD40 - S&T Engineers','2025-02-11'),(979,'Kunal','arkenterprises121@gmail.com','93075 06698','Ark enterprises ','India','411062','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-02-12'),(980,'Chhabil Dass','chhabildass@sunstarforge.com','81782 92617','Sunstar Precision Forge Ltd','India','201306','Forged & Machined Automotive Parts','Hello dear sir / madam\n\nI am just need to know about SPM CNC turning and Grinding machines for U.J. cross and spiders.\n\nWhat are the approximate cost of these above two machines.\nWhat is the cost of chuck for the SPM CNC turning for spiders or U.J. Cross ?\n\nAnd, also need your Faridabad, Haryana office address and Contacts nos.\n\nThanks, with regards\nChhabil Dass','','2025-02-15'),(981,'Madhusudan ','madhu@mindtill.com','98300 49281','MINDRILL','India','700054','HMC ','We need few HMC machines. Pl connect ','ST Engineers','2025-02-18'),(982,'Ladhu Girdharilal Kapai','kapai@friendsengineering.net','09820 14654','Friends Engineering Industries Pvt Ltd','India','400701','S&T Engineers MST Heavy Duty Angle Head','Please give us your best quote for Angular Head for BT40.','MST Reliable Heavy Duty Angle Head - S&T Engineers','2025-02-19'),(983,'Abhishek ','shivaprecision@gmail.com','99865 68898','SPT','India','560058','S&T Engineers Vertex Magnetic Tools VMB-B/01','Send me quote','VERTEX Best Magnetic Tools VMB-B/01 - S&T Engineers','2025-02-19'),(984,'Shubham Pal','support@hansenergy.in','73557 52482','Sri Hans Energy System (P) Ltd','India','208022','CNC Press brake or CNC Bending Machine for thickness of 4 mm ','Dear Sir/ Mam,\n Kindly share a quotation for CNC Press brake or CNC Bending Machine for thickness of 4 mm \n','','2025-02-21'),(985,'Shubham Pal','support@hansenergy.in','73557 52482','Sri Hans Energy System (P) Ltd','India','208022','CNC Press brake or CNC Bending Machine for thickness of 4 mm ','Dear Sir/ Mam,\n Kindly share a quotation for CNC Press brake or CNC Bending Machine for thickness of 4 mm \n','','2025-02-21'),(986,'Amit Abad','cmtech5@gmail.com','98217 23132','Alpha Engineers','India','421302','SKITEK CNC Milling Machine SKCNC900','Looking for compact 3 Axis, VMC for my Aluminium Job','S&T SKITEK Vertical Turret CNC Milling Machine SKCNC900 - S&T Engineers','2025-02-24'),(987,'Benhar alby','alby.ben@gmail.com','8129068569','aBenZby','India','683515','Laser welding','Please give me details. Of your lazer welding machine .','Fiber Laser Welding Machine','2025-02-24'),(988,'Karan','tapz2012.kk@gmail.com','85950 31840','Aiwuqiatqrelfare','India','110019','SKITEK 3-Axis CNC Long Travel VMC Machine SCH','Hello .dear ...my\nAy I know the price.','Top CNC Long Travel Vertical Machining Center SKITEK SCH - S&T Engineers','2025-02-25'),(989,'Hari Hari','harikrishnansharm@gmail.com','91733 88033','Zinox','IN','641014',' SKITEK CNC Press Brake Machine SKCNC63T2500','','Best CNC Press Brake Machine SKITEK SKCNC63T2500','2025-02-27'),(990,'PATTERSON','robertlarrypatterson@gmail.com','80163 68405','cedar valley airport','US','84003','SKITEK Medium Speed CNC Wire EDM SR-400/M','need your best price if yu are interested in selling sr 400','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-400/M - S&T Engineers','2025-02-28'),(991,'PATTERSON','robertlarrypatterson@gmail.com','80163 68405','-','US','84003','SKITEK Medium Speed CNC Wire EDM SR-400/M','PLEASE GIVE ME YOUR BEST PRICE ON THE sr400 THANK YOU','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-400/M - S&T Engineers','2025-03-01'),(992,'Chandru G','chandru.g@violintec.com','90435 08486','Violin Technologies Pvt Ltd','India','603002','S&T Engineers Vertex Tilting Hydraulic Machine Vise VHT-6','Please provide specification drawing for VHT-6','VERTEX Top Quality Tilting Hydraulic Machine Vise VHT-4 - S&T Engineers','2025-03-03'),(993,'Aravind','Purchase2_metals@violintec.com','90427 06914','Violin Technologies private Limited','INDIA','603002','S&T Engineers Vertex Tilting Hydraulic Machine Vise VHT-4','We have a requirement for Vertex Tilting Hydraulic Machine Vise VHT-6 - 1 Nos','VERTEX Top Quality Tilting Hydraulic Machine Vise VHT-4 - S&T Engineers','2025-03-04'),(994,'Giannis','caizhiwei@fztsy.net','199 0507 0677','EDM machine','China','364400','EDM machine','Hello, sir/madam,\n\nI am Giannis from EDM machine company, I learned that you sell EDM machine, so I wonder if we can have business cooperation. \n\nIf you have any questions please contact me on WhatsApp: +8619905070677.\n\nWish you a prosperous business.','ST Engineers','2025-03-04'),(995,'Amol','amolkuvare105@gmail.com','99602 37901','Rushita Industries Nashik','India','422010',' SKITEK NC Press Brake Machine SKNC80T3200','Please quote and provide sheet bending capacity chart with respect to thickness and length','Best NC Press Brake Machine SKITEK SKNC80T3200','2025-03-04'),(996,'CALISTUS','cnctuticorin@blastline.org','94427 63227','BLASTLINE ','INDIA','628002','SKITEK DRO Milling Machine PM500','','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-03-06'),(997,'Nadeem','thetuffchef@gmail.com','70804 88840','Tuffchef Kitchen Solutions','India','226028','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-06'),(998,'Musheer Ahmad','musheerahmad55@gmail.com','84101 68555','Musheer Ahmad ','India','247001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5 kwa','Best CNC Laser Cutting Machines STM ST3015G','2025-03-06'),(999,'Rajesh B Dodiya','rajdodia4@gmail.com','93776 08239','Samarth Machine Tools','India','394185','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw','Best CNC Laser Cutting Machines STM ST3015G','2025-03-07'),(1000,'Sanjay Mohanty','mohanty.sanjay77@gmail.com','94373 85389','Dynamic fabricators ','India','751010','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5 kw combo','Best CNC Laser Cutting Machines STM ST3015G','2025-03-07'),(1001,'Ashish Luhana ','ashishrl@yahoo.com','79846 75134','Aakaar Industries ','India','390010','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Bed size 6300*2000','Best CNC Laser Cutting Machines STM ST3015G','2025-03-07'),(1002,'Srinidhi Anantharaman ','srinidhi@geodesictechniques.com','98450 21228','Geodesic Techniques P Ltd','India','560055','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-07'),(1003,'Rahul Jain','irahuljain01@gmail.com','73033 10492','Hindustan steels','India','110064','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-07'),(1004,'Sandeep Kapoor ','punjab.agri9@gmail.com','94122 33669','Punjab Agricultural Implements Pvt Ltd ','India','247001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Request you to send quotation for laser cutting machine 2000 watt 6500 working bef','Best CNC Laser Cutting Machines STM ST3015G','2025-03-08'),(1005,'Ijas','royalsteels9@gmail.com','75590 53459','Royal steels','India','683520','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Need quote for lazar cutting machine ','Best CNC Laser Cutting Machines STM ST3015G','2025-03-08'),(1006,'NIRMALA','PURCHASE@INDUSELECTROCONTROLS.COM','85480 54584','INDUS ELECTRO CONTROLS','INDIA','560058','MATEL FABRICATION WITH PRECISION LASER 1.5/3 KW','PLEASE SEND THE BANGALORE KARNATAKA SALES EXECUTIVE CONTACT NUMBER AND SEND THE OFFER','','2025-03-10'),(1007,'Deep Kansagra','kansagraimports@gmail.com','78788 78852','Kansagra Imports','India','360024','SKITEK Surface Grinding Machines SK4080ADS','Dear Sir,\n\nPlease quote for Surface Grinder 400x800 size','S&T SKITEK Innovative Surface Grinding Machines SK3060ADS - S&T Engineers','2025-03-11'),(1008,'T VENKATESH','tv@karthikengg.in','98840 95090','KARTHIK ENGINEERING','india','600032','90 degree drilling attachment','kindly contact','','2025-03-12'),(1009,'suriya','suriya@adamma.in','82124 56432','Adamma info service private limited','india','560032','Electrical discharge machines','Enquiry','ST Engineers - Products','2025-03-12'),(1010,'Selvan ','sriraghaengg@gmail.com','09894 63510','Sri Raghavendra Engineering','India','641006','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','CK-16 PRICE','VERTEX Top Quality 52 Pcs Steel Clamping Kit CK-103A-206/08-18 - S&T Engineers','2025-03-12'),(1011,'Prasann','prasannachaluva@hotmail.com','91480 20001','Quadratic str','India','560085','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','1.5 kw, 3000 x 1500','Best CNC Laser Cutting Machines STM ST3015G','2025-03-14'),(1012,'Uday Patil','Uday.patil@udaystructurals.com','9870595050','Uday Structurals and Engineers ','In','400099','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Quote ','Best CNC Laser Cutting Machines STM ST3015G','2025-03-14'),(1013,'Dinesh','dinesh2671967@gmail.com','93409 19868','Dinesh industries','India','492001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Steel almira ','Best CNC Laser Cutting Machines STM ST3015G','2025-03-15'),(1014,'Shiva Gupta','gupta.shiva666@gmail.com','94691 34455','Shiva glass industery','India','184101','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-15'),(1015,'SIVA MANI','kvgtec@gmail.com','98863 10848','KVG TECHNOLOGY','India','560078','STM Ultra Large Bevel Metal Sheet Laser Cutting Machine ST12030TX','HI NEED 3KW OEPEN BED LASER CUTTING MACHINE','Best CNC Metal Sheet Laser Cutting Machine STM ST12030TX','2025-03-15'),(1016,'Doreswamy Ramachandrappa','suenwo@gmail.com','86604 36898','Suresh engineering ','India','560049','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-15'),(1017,'KHALEEL BASHA','vishalsfcta@gmail.com','91934 13657','Vishal engineering and steel fabrication Chitradurga ','India','577501','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price for2.5/2/3/4 kw','Best CNC Laser Cutting Machines STM ST3015G','2025-03-16'),(1018,'Vivek Patil','patil.industries1998@gmail.com','76663 40321','PATIL INDUSTRIES','India','422010','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','for resale','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','2025-03-17'),(1019,'Lakhan Singh ','lakhansingh937@gmail.com','73864 49719','Singh','India','500048','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-17'),(1020,'Ramkesh kushwaha','ramkeshrkushwaha@gmail.com','93401 58842','AR ENGG Works ','IN','462023','Pronix Electric Tapping Machine PNX-WH-16','','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-03-17'),(1021,'Shailesh patel','patel.shailesh.bhavya@gmail.com','98246 25006','bhavyafabricators','india','390010','m16','price kya hai','Electric Tapping Machine','2025-03-18'),(1022,'Mallikarjuna Sampangiramaiah','originmouldings@gmail.com','09845 00561','Origin mouldings Pvt. Ltd.,','India','560078','S&T Engineers Vertex Tool Holder Locking Device VTL BT/SK/NT','Hi. Dear Sir\nPlease quote for Tool boy / Tool holding device for HSK 63A. We need 1 no.\nMallikarjuna-Director','VERTEX High Performance Tool Holder Locking Device VTL BT/SK/NT - S&T Engineers','2025-03-18'),(1023,'Joynal Abedin Hasan','joynalhasanet@gmail.com','0177-272799','Walton Hi-Tech Industries PLC','Bangladesh','1704','S&T Engineers Vertex Magnetic Sine Plate With Fine Pole V-47MF-612MF','I want to know this price.','VERTEX Best Magnetic Sine Plate with Fine Pole V-47MF-612MF - S&T Engineers','2025-03-18'),(1024,'Shubham Sharma ','harikripa.enterprises81@gmail.com','63963 04514','Hari Kripa Enterprises ','India','202001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','I want to purchase cnc laser cutting machine ','Best CNC Laser Cutting Machines STM ST3015G','2025-03-18'),(1025,'Shanmugam','marsengineering2014@gmail.com','86085 21307','Mars engineering','India','635126','Tapping','Enqury','Electric Tapping Machine','2025-03-18'),(1026,'SURESH RAJA','sureshraja4040@gmail.com@gmail.com','90808 44166','Soulwin Enterprises ','IN','641021','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-18'),(1027,'Darshan Patel','darshan.gpatel5@gmail.com','95580 97766','Jaydev engineering works','India','363427','SKITEK CNC Milling Machine SKCNC900','Bring me a quotation plse','S&T SKITEK Vertical Turret CNC Milling Machine SKCNC900 - S&T Engineers','2025-03-19'),(1028,'Darshan','darshan.gpatel5@gmail.com','95580 97766','Jaydev engineers ','India','382418','SKITEK CNC Milling Machine SKCNC900','Plese bring me a quotation ','S&T SKITEK Vertical Turret CNC Milling Machine SKCNC900 - S&T Engineers','2025-03-19'),(1029,'Ranjith','ranjith.r@maxongroup.com','81471 45942','Maxon','India','560094','S&T Engineers Vertex V-Block with Clamps VBC-196/197','','VERTEX Best V-Block with Clamps VBC-196/197 - S&T Engineers','2025-03-19'),(1030,'Sugath Prasad','ablemetalwood@gmail.com','80891 84878','Able metal and wood industries','India','670006','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 KW fibre laser Quotation','Best CNC Laser Cutting Machines STM ST3015G','2025-03-19'),(1031,'Virender Khurana ','info@shihospitality.com','99333 31231','Sriishtii Hospitality Industries ','India','110041','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-03-19'),(1032,'Rohit Gaikwad ','gaikwadrn77@gmail.com','92842 63898','Rohit Engineering ','India','416001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','With 1500W and Table size 3000/1500mm','Best CNC Laser Cutting Machines STM ST3015G','2025-03-20'),(1033,'Thomas','thompet27@gmail.com','80730 31595','Xyz','India','560023','S&T Engineers Vertex Height Presetter HP-50Z','','VERTEX High Performance Height Presetter HP-50Z - S&T Engineers','2025-03-21'),(1034,'Parikshit Deshpande','info.deluxent@gmail.com','98811 55208','Delux engineering ','India','422007','Skitek Lathe Machine All geared Lathe ST-410','','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-03-22'),(1035,'Anand','aktechnicians24@gmail.com','09975 45150','aktechnicians','India','560091','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','Vise opening from 0-300 mm required ','VERTEX Top Quality Hydraulic Machine Vise VH-4/5/6/6L/8/8L - S&T Engineers','2025-03-22'),(1036,'Mohd Shahzad ','s.a.b.engineering88@gmail.com','89380 79551','Sab Engg works ','India','246725','Pronix Electric Tapping Machine PNX-WH-16','Hi ','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-03-23'),(1037,'Ian Carton','ian.carton@geomach.in','91500 73289','GeoMach Heavy Equipment Pvt Ltd','India','600096','Pronix Electric Tapping Machine PNX-WH-36','please send a quotation','PRONIX Top Rated Electric Tapping Machine PNX-WH-36 - S&T Engineers','2025-03-25'),(1038,'Sanjay Banra','sanjusavi1984@gmail.com','79891 42430','DRDO ,DMRL HYDERABAD ','India','500058','S&T Engineers Vertex Tool Makers Vise VDV-20-40','VDV-30 and VDV-40 REQUIRED PLEASE SEND THE QUOTATION ','VERTEX Best Tool Maker Vise VDV-20-40 - S&T Engineers','2025-03-25'),(1039,'harsh patel','prd@dynamicautoloom.com','97277 52611','dynamic autolooms india pvt ltd','india','382350','pron-wh-36','kindly share me the pdf formate for related inquiry','','2025-03-26'),(1040,'harsh patel','prd@dynamicautoloom.com','97277 52611','dynamic autolooms india pvt ltd','india','382350','pron-wh-36','kindly share me the pdf formate for related inquiry','','2025-03-26'),(1041,'Raman ','rmindustries2020@gmail.com','84009 90031','MAA Bheemeshvari International ','Indian','124001','Pronix Electric Tapping Machine PNX-WH-16','','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-03-26'),(1042,'BOOPALAN','boopalanrj2020@gmail.com','96776 64883','secutechsystem and soluion','chennai','600053',' SKITEK NC Hydraulic Bending Machine SKNC250T4000','need to quotation sir\n','Best NC Hydraulic Bending Machine SKITEK SKNC250T4000','2025-03-28'),(1043,'BOOPALAN','boopalanrj2020@gmail.com','96776 64883','secutech system and solution','india','600053','SKITEK CNC Panel Bending Machine SK PB 2000P+','need quotation sir...\n','Automatic CNC Panel Bending Machine SKITEK SK PB 2000P+','2025-03-28'),(1044,'surendhar K kannan kannan','surendhar@oboindia.com','78248 44365','OBO Bettermann India pvt ltd','India','602105','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','Requirement of Hydraulic VMC vice opening 300mm','VERTEX Top Quality Hydraulic Machine Vise VH-4/5/6/6L/8/8L - S&T Engineers','2025-03-29'),(1045,'Tom philip','divineautocncblr@gmail.com','94488 56040','Divine Auto CNC','India','560073','','','Electric Tapping Machine','2025-03-31'),(1046,'arun ','arunpandi469421@gmail.com','96264 29382','arun enginerring','india','626189','S&T Engineers Vertex Air Power Drawbar PD-150/200','price','VERTEX Top Quality Air Power Drawbar PD-150/200 - S&T Engineers','2025-03-31'),(1047,'SAKTHIMURUGAN','sakthi@jtctooling.com','09941 41111','JTC TOOLING','India','600056','S&T Engineers Vertex Super Indexing Spacer CS-6/8','i need this Price and delivery time\n','VERTEX Top Quality Super Indexing Spacer CS-6/8 - S&T Engineers','2025-03-31'),(1048,'Suneel Kanda','suneelkanda@gmail.com','08791 11000','Vardaan Jewellery Engineering ','India','282003','Skitek Mini Mill Drill Machine STGMD40','Send me Specifications Catalogue and Price and also any working video of this machine','S&T SKITEK Table Top Mini Mill Drill Machine STGMD40 - S&T Engineers','2025-03-31'),(1049,'MATHEW JOSE','mathewjose@bhel.in','94865 82053','BHEL TRICHY','INDIA','620014','Pronix Electric Tapping Machine PNX-WH-36','MATERIAL IS HAVING HARDNESS OF 36-38 HRC','PRONIX Top Rated Electric Tapping Machine PNX-WH-36 - S&T Engineers','2025-04-03'),(1050,'Avinash Ingle ','matoshrienterprises55@gamil.com','94221 24247','Matoshri Enterprises ','India','431136','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-04-05'),(1051,'Rajesh Kumar S','vision_rk@yahoo.com','98416 29729','Vision One Precision Engineering Pvt Ltd','India','600058','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','','VERTEX Top Quality Hydraulic Machine Vise VH-4/5/6/6L/8/8L - S&T Engineers','2025-04-07'),(1052,'Ujjwal Panja ','ujjwalpanja1@gmail.com','89101 86125','Ujjwal Engineering Works ','India','711302','SKITEK CNC Milling Machine SKCNC900','','S&T SKITEK Vertical Turret CNC Milling Machine SKCNC900 - S&T Engineers','2025-04-07'),(1053,'Harsh Patel','harsh.entrepreneur@zohomail.in','99999 99999','Quora.com/profile/Harsh-Entrepreneur','India','395007','S','Startup ideas- https://Quora.com/profile/Harsh-Entrepreneur \nhttps://linkedin.com/in/quoraharshentrepreneur/\nCould you assist me in executing startup ideas & finding engineers, website developers, other team members for startups who could work on equity sharing basis? I am seeking equity funding, need help finding incubators & accelerators.Volunteers are also welcome. Let me know if you would like to know about more such startup ideas & ideas explained text.\n','','2025-04-08'),(1054,'srinivas','ramatarakam.k@hal-india.co.in','90084 22005','HAL','India','560037','S&T Engineers Vertex Super Indexing Spacer CS-6/8','','VERTEX Top Quality Super Indexing Spacer CS-6/8 - S&T Engineers','2025-04-09'),(1055,'Nishant Suryawanshi ','globalengg46@gmail.com','85549 98660','Global Engineering ','India','412802','Pronix Electric Tapping Machine PNX-WH-16','M3-M16 tapping machine ','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-04-09'),(1056,'SIDDHARTH GUPTA','sales@rockart.co.in','98377 88665','ROCKART PVT. LTD.','INDIA','282004','CNC Drilling Machine','','PRONIX Top Rated Electric Tapping Machine PNX-WH-36 - S&T Engineers','2025-04-09'),(1057,'Ganesh','ganesh.gutti@gmail.com','80956 32591','Manu industries ','India','560091','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 k/w machine price ','Best CNC Laser Cutting Machines STM ST3015G','2025-04-10'),(1058,'Shakeel Ahamed A S ','machineshop@sbiind.in','88804 12253','Shashi Bharth Industries','ShashiBharath','577222','Required Tool Pre setter machine.','','Blogs- Tool Presetting And Measurement','2025-04-10'),(1059,'manikandan D','manidhan212@gmail.com','99522 11752','METRO PRECISION TOOLS','India','605007','S&T Engineers Vertex ER Collet Dividing Punch Former V-PS-ER32','Dear sir,\n we need ER32 punch former dividing head \nsend us best quotation as soon as possible.','VERTEX Best ER Collect Dividing Punch Former V-PS-ER32 - S&T Engineers','2025-04-10'),(1060,'Santhoshkumar Jayakumar','qtechproducts@gmail.com','73056 13638','QTECHPRODUCTS','India','605602','YCM CNC Vertical Machining Center NXV560A-APC','','Top quality CNC Vertical Machining Center YCM NXV560A-APC - S&T Engineers','2025-04-10'),(1061,'manikandan D','manidhan212@gmail.com','99522 11752','METRO PRECISION TOOLS','India','605007','Skitek Surface Grinding Machines SK4080ADS','REQUIRED BEST QUOT','S&T SKITEK Innovative Surface Grinding Machines SK4080ADS - S&T Engineers','2025-04-11'),(1062,'vignesh','kudosengg@gmail.com','97911 69395','KUDOS ENGINEERING WORKS','india','600050','SKITEK High Speed CNC Wire EDM SF 25-120','','Top Quality High Speed CNC Wire EDM SKITEK SF 25-120','2025-04-16'),(1063,'SANJAY GUPTA','Creativemold92@gmail.com','88104 46186','CREATIVE MOLD','INDIA','201301','S&T EXCETEK CNC Wire EDM EX40','REQUIREMENT OF WIRECUT MACHINE.','Top Quality CNC Wire EDM Machines S&T Excetek EX40 - S&T Engineers','2025-04-16'),(1064,'Ravikumar','quwalitycncsidco@gmail.com','98437 99988','Quwality Cnc wotks','India','641028','Skitek Mini Mill Drill Machine STMRD35','Kindly give quote ','S&T SKITEK Mini Mill Drill Machine STMRD35 - S&T Engineers','2025-04-17'),(1065,'NIRAV ','info@patelcontainerindia.com','70464 68484','PATEL CONTAINER INDIA PRIVATE LIMITED','india','364002','CNC PRESS BACK MACHINE ','USED FOR CARGO CONTAINER MFG..','','2025-04-17'),(1066,'Saiprasad J Aladakatti','saiprasadja@gmail.com','09673 43039','GTTC','India','580030','MST Corporation Solid Type Angular Head','Need the Angular head in BT-40','MST Reliable Corporation Solid Type Angular Head - S&T Engineers','2025-04-18'),(1067,'Dharma Dharmananda','sales@glispro.com','09980 22256','Glispro India Pvt Ltd','India','560091','ER40','Please send quotation for ER 40 effico radial drilling machine .','','2025-04-18'),(1068,'Helan Mirren','helan@alphacdsexhibits.com','71869 91434','ALPHA CDS EXHIBITS','Bangalore','11368','N/A','\nHello,\n\nI understand that your company will be exhibiting at ACMEE 2025. Would you be interested in our expert stall fabrication and design services to enhance your presence at the event?\n\n📅 Event Dates:19-23 June 2025\n📍 Venue:CHENNAI TRADE CENTRE\nWe specialize in creating innovative, space-efficient stalls that maximize your brand impact using premium materials and cutting-edge designs. Our comprehensive services include:\n✔️ Strategic consultation & concept planning\n✔️ Custom 3D stall design tailored to your brand\n✔️ Precision fabrication with high-quality materials\n✔️ Hassle-free installation & dismantling\n\nI’d be happy to share our portfolio, discuss your specific needs, and provide a customized proposal. Let me know your stall specifications and any furniture requirements, and I’ll create a 3D mockup accordingly.\n\nLooking forward to your response!\n\nBest regards,\nHelan\nMarketing Team','','2025-04-18'),(1069,'Shirish Joshi','j_shirish@fukoku.co.in','83088 21157','Fukoku India Pvt Ltd','India','416236','Super Indexing Spacer with Chuck -FCS-8(Z)','Please send Quotation for one No. with minimum lead time .','','2025-04-18'),(1070,'Jatin G Mehta','info@kunjevents.com','09811 07635','Kunj Events Pvt. Ltd','India','110058','Exhibition Stall Designing','Kunj Events Pvt. Ltd. is an organization that offers a comprehensive range of Exhibition, Events & Tourism services all at one place. Our services are eminent by their high standards, exceptional quality, and professional approach.\n\nAs an authorized agency for stall designing and fabrication, we firmly believe in pursuing excellence and continuously improving our resources. Our dedicated staff members are equipped with architectural skills to customize your stall design according to your specific requirements.\n\nWe eagerly await a positive response from your end.\n\nDownload Company Profile : https://drive.google.com/file/d/1rVF9XMtf1nvl1J0d9BdhpkyewyLsmwe5/view?usp=drive_link ','','2025-04-19'),(1071,'Madhulika ','pnmengg2024@gmail.com','86687 13866','PNM Engineering ','India','403401','S&T EXCETEK CNC Wire EDM EX40','Requesting detailed quotation for fully automatic wire cutting machine with 600mm bedsize.','Top Quality CNC Wire EDM Machines S&T Excetek EX40 - S&T Engineers','2025-04-21'),(1072,'Sabareeeswaran','Sales@airwaynetwork.in','73589 53668','Airway Network ','India','641402','Internet Leased Line and Network IT Solution','Need an appointment with the IT or Network responsible person ','','2025-04-21'),(1073,'Somesh Kumar','somesh.kumar@maxop.com','85390 32904','Maxop engg company pvt ltd','India','302027','S&T Engineers Vertex Double Way Sine Plate With Fine Pole Magnetic Chuck V-47MSF-612MSF','Request for quote ','VERTEX Best Double Way Sine Plate with Fine Pole Magnetic Chuck V-47MSF-612MSF - S&T Engineers','2025-04-21'),(1074,'Hello LandMark','hello@hellolandmark.com','09445 28888','Hello LandMark','India','60040','Unlock New Growth Opportunities at Medical Device Park, Oragadam','Unlock New Growth Opportunities at Medical Device Park, Oragadam\n\nDear S & T Engineers Pvt. Ltd. ,\n\nI hope you are doing well.\n\nWe are pleased to introduce you to the Medical Device Park at Oragadam, a world-class industrial hub dedicated to fostering growth and innovation in the medical device manufacturing sector. With state-of-the-art infrastructure, strategic location advantages, and government-backed incentives, this park presents an unparalleled opportunity for your business to expand and thrive in a dynamic ecosystem.\n\nWhy Expand to Medical Device Park?\n\n✅ Prime Location – Excellent connectivity to Chennai, major highways, and ports\n\n✅ Advanced Infrastructure – Ready-to-use industrial plots and plug-and-play facilities\n\n✅ Government Incentives – Subsidies, tax benefits, and financial assistance for medical manufacturers\n\n✅ Comprehensive Ecosystem – R&D centers, testing facilities, and a skilled workforce\n\n✅ Seamless Supply Chain – Proximity to raw material suppliers and logistics networks\n\nWith the increasing demand for high-quality medical devices, now is the perfect time to scale up your operations in a dedicated industrial hub designed for medical technology and healthcare innovation.\n\nWe would love to discuss how S & T Engineers Pvt. Ltd. can benefit from expanding into Medical Device Park. Let’s schedule a meeting or arrange a site visit at your convenience to explore this further.\n\nFor more details, feel free to reach out at [94452 88888/hello@hellolandmark.com] or visit [https://hellolandmark.com/].\nWe look forward to supporting your business expansion and fostering a successful partnership.\n\n𝗧𝗼 𝗲𝘅𝗽𝗹𝗼𝗿𝗲 𝗺𝗼𝗿𝗲, 𝗽𝗹𝗲𝗮𝘀𝗲 𝘃𝗶𝘀𝗶𝘁 𝗼𝘂𝗿 𝘄𝗲𝗯𝘀𝗶𝘁𝗲:\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kancheepuram-district-tamil-nadu/\n\nBest Regards,\nLincy\nTeam Leader\nHello LandMark\n\n𝐏𝐥𝐞𝐚𝐬𝐞 𝐅𝐨𝐥𝐥𝐨𝐰 & 𝐒𝐡𝐚𝐫𝐞 - 𝐇𝐋𝐌 𝐓𝐨𝐮𝐫 𝐨𝐧 𝐒𝐨𝐜𝐢𝐚𝐥 𝐌𝐞𝐝𝐢𝐚 𝐏𝐚𝐠𝐞𝐬:\nhttps://www.facebook.com/hellolandmarkindia\nhttps://www.instagram.com/hellolandmarkindia\nhttps://www.linkedin.com/in/hellolandmark\nhttps://x.com/hellolandmark\nhttps://t.me/HelloLandMark\nhttps://wa.me/919445288888\nhttps://hellolandmark.com/i-news/\nhttps://whatsapp.com/channel/0029VauMMIg59PwPcdSU6u0R','ST Engineers','2025-04-22'),(1075,'SHREYAS','PSHREYAS7360@GMAIL.COM','75883 37360','GUNESH SYSTEM','INDIA','416008','STM Ultra Large Bevel Metal Sheet Laser Cutting Machine ST12030TX','','Best CNC Metal Sheet Laser Cutting Machine STM ST12030TX','2025-04-22'),(1076,'Parminder Singh Kalsi','lovelykalsi@gmail.com','98760 50139','Kalsi Machinery Co Pvt Ltd ','INDIA','143001','SKITEK DRO Milling Machine 4ET','Please send me the best price ','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-04-24'),(1077,'test','test@gmail.com','96325 87410','test','india','987456','','','ST Engineers - Products','2025-04-29'),(1078,'test','test@gmail.com','98746 31223','test','test','987455','','','','2025-04-29'),(1079,'Ramachandra Lingiah ','ram.steelfab@gmail.com','99011 25388','Steel Fabricators ','India','570 009 ','Laser Cutting & Welding','','','2025-04-29'),(1080,'Hello LandMark','hello@hellolandmark.com','09445 28888','Hello LandMark','India','60040','Unlock New Growth Opportunities at Medical Device Park, Oragadam','Unlock New Growth Opportunities at Medical Device Park, Oragadam\n\nDear S&T Engineers(P)Ltd |Best Metal Milling, Laser Cutting,Forming, Top CNC Wire EDM, Machine Tool Accessory suppliers Coimbatore ,\n\nI hope you are doing well.\n\nWe are pleased to introduce you to the Medical Device Park at Oragadam, a world-class industrial hub dedicated to fostering growth and innovation in the medical device manufacturing sector. With state-of-the-art infrastructure, strategic location advantages, and government-backed incentives, this park presents an unparalleled opportunity for your business to expand and thrive in a dynamic ecosystem.\n\nWhy Expand to Medical Device Park?\n\n✅ Prime Location – Excellent connectivity to Chennai, major highways, and ports\n\n✅ Advanced Infrastructure – Ready-to-use industrial plots and plug-and-play facilities\n\n✅ Government Incentives – Subsidies, tax benefits, and financial assistance for medical manufacturers\n\n✅ Comprehensive Ecosystem – R&D centers, testing facilities, and a skilled workforce\n\n✅ Seamless Supply Chain – Proximity to raw material suppliers and logistics networks\n\nWith the increasing demand for high-quality medical devices, now is the perfect time to scale up your operations in a dedicated industrial hub designed for medical technology and healthcare innovation.\n\nWe would love to discuss how S&T Engineers(P)Ltd |Best Metal Milling, Laser Cutting,Forming, Top CNC Wire EDM, Machine Tool Accessory suppliers Coimbatore can benefit from expanding into Medical Device Park. Let’s schedule a meeting or arrange a site visit at your convenience to explore this further.\n\nFor more details, feel free to reach out at [94452 88888/hello@hellolandmark.com] or visit [https://hellolandmark.com/].\nWe look forward to supporting your business expansion and fostering a successful partnership.\n\n𝗧𝗼 𝗲𝘅𝗽𝗹𝗼𝗿𝗲 𝗺𝗼𝗿𝗲, 𝗽𝗹𝗲𝗮𝘀𝗲 𝘃𝗶𝘀𝗶𝘁 𝗼𝘂𝗿 𝘄𝗲𝗯𝘀𝗶𝘁𝗲:\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kancheepuram-district-tamil-nadu/\n\nBest Regards,\nLincy\nTeam Leader\nHello LandMark\n\n𝐏𝐥𝐞𝐚𝐬𝐞 𝐅𝐨𝐥𝐥𝐨𝐰 & 𝐒𝐡𝐚𝐫𝐞 - 𝐇𝐋𝐌 𝐓𝐨𝐮𝐫 𝐨𝐧 𝐒𝐨𝐜𝐢𝐚𝐥 𝐌𝐞𝐝𝐢𝐚 𝐏𝐚𝐠𝐞𝐬:\nhttps://www.facebook.com/hellolandmarkindia\nhttps://www.instagram.com/hellolandmarkindia\nhttps://www.linkedin.com/in/hellolandmark\nhttps://x.com/hellolandmark\nhttps://t.me/HelloLandMark\nhttps://wa.me/919445288888\nhttps://hellolandmark.com/i-news/\nhttps://whatsapp.com/channel/0029VauMMIg59PwPcdSU6u0R\n\n\n\n','','2025-04-30'),(1081,'Shrikrishna Kobarne ','articolifts@gmail.com','9112220500','ARTICO LIFTS PVT LTD ','India','411041',' SKITEK CNC Hydraulic Press Brake Machine SKCNC160T3200','We require cnc bending machine of model 160T/4000','Best CNC Hydraulic Press Brake Machine SKITEK SKCNC160T3200','2025-05-02'),(1082,'Shrikrishna Kobarne ','articolifts@gmail.com','9112220500','ARTICO LIFTS PVT LTD ','India','411041',' SKITEK CNC Hydraulic Press Brake Machine SKCNC160T3200','Please send price','Best CNC Hydraulic Press Brake Machine SKITEK SKCNC160T3200','2025-05-02'),(1083,'THARANJ R PANDIT','ayaancrafts@gmail.com','82812 09108','AMANYA ENGINEERING KAKKAD','India','67005','ENGINEERING WORKS','','Fiber Laser Welding Machine','2025-05-03'),(1084,'Balkrishna Shirsat ','balkrishna.shirsat@gmail.com','98221 21855','Yashoda Industries ','India','403409','Sheet metal work ','','Buy STM CNC laser cutting machines from best supplier S&T','2025-05-04'),(1085,'ARASU VIJAYARAGAVAN','ArasuV28@gmail.com','89738 32409','Sakthi engneering industry ','India','612001','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-05-04'),(1086,'Shrikrishna Kobarne ','articolifts@gmail.com','91122 20500','ARTICO LIFTS PVT LTD ','India','411041','SKCNC160T3200 and SKCNC160T4000','Please call ua we reuqired SKCNC160T3200 / SKCNC160T4000\n\nRegards\nShrikrishna Kobarne\n9112220500\nArtico Lifts Pvt. Ltd.','','2025-05-05'),(1087,'Shrikrishna Kobarne ','articolifts@gmail.com','91122 20500','ARTICO LIFTS PVT LTD ','India','411041','SKCNC160T3200 and SKCNC160T4000','Please call ua we reuqired SKCNC160T3200 / SKCNC160T4000\n\nRegards\nShrikrishna Kobarne\n9112220500\nArtico Lifts Pvt. Ltd.','','2025-05-05'),(1088,'Balchand Jaiswal','info@prathamconveyor.com','92002 42526','PIM INDUSTRIES PVT LTD','INDIA','495001','Skitek Lathe Machine All geared Lathe ST-800','Required Lathe Machine Length 3000mm','S&T SKITEK Advanced All Geared Lathe Machines ST-800 - S&T Engineers','2025-05-08'),(1089,'CHADHA RAJESH','sbtrading@rediffmail.com','98160 22291','SB TRADING CO ','INDIA','175001','Skitek Radial Drilling Machine RD750','','S&T SKITEK Industrial Radial Drilling Machine RD750 - S&T Engineers','2025-05-08'),(1090,'Pramod Vishwakarma','skyindus.bpl@gmail.com','88395 70029','SKY INDUSTRIES BHOPAL ','IN','462038','Skitek Radial Drilling Machine RD1280H','','S&T SKITEK Industrial Radial Drilling Machine RD1280H - S&T Engineers','2025-05-08'),(1091,'Tanner Cooper','tanner.cooper@nissan-usa.com','931-962-5219','Nissan','America','37324','MST Shrink Fit Machines','We are shrinking the 2-piece collets. Please quote with an adapter for those.','MST Reliable Shrink Fit Machines - S&T Engineers','2025-05-13'),(1092,'Anil ','anilvarmalogins@gmail.com','93933 85518','ATK','india','500037','Skitek Radial Drilling Machine RD1280H','','S&T SKITEK Industrial Radial Drilling Machine RD1280H - S&T Engineers','2025-05-15'),(1093,'Hello LandMark','hello@hellolandmark.com','09445 28888','Hello LandMark','India','60040','Unlock New Growth Opportunities at Medical Device Park, Oragadam','Unlock New Growth Opportunities at Medical Device Park, Oragadam\n\nDear stengineers,\nI hope you are doing well.\n\nWe are pleased to introduce you to the Medical Device Park at Oragadam, a world-class industrial hub dedicated to fostering growth and innovation in the medical device manufacturing sector. With state-of-the-art infrastructure, strategic location advantages, and government-backed incentives, this park presents an unparalleled opportunity for your business to expand and thrive in a dynamic ecosystem.\n\nWhy Expand to Medical Device Park?\n\n✅ Prime Location – Excellent connectivity to Chennai, major highways, and ports\n\n✅ Advanced Infrastructure – Ready-to-use industrial plots and plug-and-play facilities\n\n✅ Government Incentives – Subsidies, tax benefits, and financial assistance for medical manufacturers\n\n✅ Comprehensive Ecosystem – R&D centers, testing facilities, and a skilled workforce\n\n✅ Seamless Supply Chain – Proximity to raw material suppliers and logistics networks\n\nWith the increasing demand for high-quality medical devices, now is the perfect time to scale up your operations in a dedicated industrial hub designed for medical technology and healthcare innovation.\n\nWe would love to discuss how can stengineers benefit from expanding into Medical Device Park. Let’s schedule a meeting or arrange a site visit at your convenience to explore this further.\n\nFor more details, feel free to reach out at [94452 88888/hello@hellolandmark.com] or visit [https://hellolandmark.com/].\nWe look forward to supporting your business expansion and fostering a successful partnership.\n\n𝗧𝗼 𝗲𝘅𝗽𝗹𝗼𝗿𝗲 𝗺𝗼𝗿𝗲, 𝗽𝗹𝗲𝗮𝘀𝗲 𝘃𝗶𝘀𝗶𝘁 𝗼𝘂𝗿 𝘄𝗲𝗯𝘀𝗶𝘁𝗲:\nhttps://hellolandmark.com/medical-device-industrial-park-oragadam-sipcot-kancheepuram-district-tamil-nadu/\n\nBest Regards,\nLincy\nTeam Leader\nHello LandMark\n\n𝐏𝐥𝐞𝐚𝐬𝐞 𝐅𝐨𝐥𝐥𝐨𝐰 & 𝐒𝐡𝐚𝐫𝐞 - 𝐇𝐋𝐌 𝐓𝐨𝐮𝐫 𝐨𝐧 𝐒𝐨𝐜𝐢𝐚𝐥 𝐌𝐞𝐝𝐢𝐚 𝐏𝐚𝐠𝐞𝐬:\nhttps://www.facebook.com/hellolandmarkindia\nhttps://www.instagram.com/hellolandmarkindia\nhttps://www.linkedin.com/in/hellolandmark\nhttps://x.com/hellolandmark\nhttps://t.me/HelloLandMark\nhttps://wa.me/919445288888\nhttps://hellolandmark.com/i-news/\nhttps://whatsapp.com/channel/0029VauMMIg59PwPcdSU6u0R\n\n\n\n','','2025-05-16'),(1094,'Carlos Alejandro','carlos.alejandro@blonets.com','968 19 76 66','BIONET Bioprocessing Equipment & Software Manufacturer','Spain','30320','Inquiry','Hello,\n\nI have perused your website and I want a detailed price quote for your product; upon your response to this message I will forward more details concerning this order/project to you.\n\n\nI look forward to doing business with you.\n\nWarm thanks.\n\nCarlos Alejandro\nProcurement Manager\nBIONET Bioprocessing Equipment & Software Manufacturer\nParque Tecnológico: Fuente Álamo\n30320 Fuente Álamo (Murcia) España\nEmail: carlos.alejandro@blonets.com\n','','2025-05-16'),(1095,'Raju','rscadsolution1@gmail.com','98718 47424','Rs Engineering works ','India','110039','Pronix Magnetic Work Holding Systems','20 in magnet bed cost','PRONIX Top Quality Magnetic Work Holding Systems EPM - S&T Engineers','2025-05-17'),(1096,'Rajiv kumar sethi','shivkripa@rediffmail.com','98155 49349','Shivkirpa Auto Industries ','India','141017','Angular head ','For drilling on 90 degree \nCross hole of dia 9 mm ','S&T Engineers - MST Angular heads and shrink fit machines','2025-05-18'),(1097,'Suresh pandurang lad','suryaent81@gmail.com','96377 35335','Surya Enterprises ','India','411041','Laser machine ','Requirement ','S&T Engineers | Finest CNC metal forming machine supplier','2025-05-18'),(1098,'Nayak ','naxport@ensons.in','93220 01322','Naxport ','India','400016','Radius dressing attachment ','Plz send details ','','2025-05-20'),(1099,'Neelesh ','engineering@prad4x4.com','90666 36018','Prad Automotive','INDIA','560058','Pronix Electric Tapping Machine PNX-WH-16','We are currently looking for quote.','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-05-20'),(1100,'Uma maheshwari M ','helexengineering@gmail.com','84283 67797','HELEX ENGINEERING ','India','635126',' SKITEK CNC Hydraulic Press Brake Machine SKCNC160T3200','','Best CNC Hydraulic Press Brake Machine SKITEK SKCNC160T3200','2025-05-21'),(1101,'srinivas','srinivas.nandam@gmail.com','94938 13323','defence','India','500058','EXCETEK CNC Wire EDM V650G Plus','','Top Quality CNC Wire EDM Machines EXCETEK V650G Plus - S&T Engineers','2025-05-22'),(1102,'SAMARJIT SAHOO','info.sonikh@gmail.com','81179 49168','SONIKH ENGGFAB PVT LTD','India','759132','STM Ultra Large Bevel Metal Sheet Laser Cutting Machine ST12030TX','','Best CNC Metal Sheet Laser Cutting Machine STM ST12030TX','2025-05-23'),(1103,'Nirav Patel','smcrafts09@gmail.com','97269 99765','Shreya Mould Crafts','India','384170','Die spotting machine','','S&T Engineers - Die Spotting Press Machine Supplier | Sprex','2025-05-26'),(1104,'Krishnapriya Varun','adluxpaints@gmail.com','85939 57772','Adlux Paints and Allied products Pvt Ltd','india','680684','Drum Stacker and Tilter','need quotation','','2025-05-30'),(1105,'Jaya krishna','martechtoolcrafts36@gmail.com','95735 91029','Martech Tool Crafts','INDIA','500055','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','Kindly Provide the quotation','VERTEX Top Quality 52 Pcs Steel Clamping Kit CK-103A-206/08-18 - S&T Engineers','2025-05-30'),(1106,'ganesh','ganeshkadu023@gmail.com','88494 49067','infinite','india','390025','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','need for high precision machining centre\n ','Top quality CNC Vertical Machining Center Makino PS65 - S&T Engineers','2025-06-02'),(1107,'Dhaivat parmar ','keshavengineering2023@gmail.com','90333 48037','Keshav engineering ','India','360002','Cnc wire cut machine ','For die mould ','','2025-06-04'),(1108,'Mario Franco','mleon@evsamexco.com','55 5447 3365','EVSA-Empaques con Valor, S.A. de C.V.','Mexico','54763','PO','Dear Sir/Ma,\n\nI hope this message finds you well. My name is Mario Franco, procurement manager of EVSA-Empaques con Valor, S.A. de C.V. We are particularly interested in manufacturing which we believe aligns well with the needs of the project we are taking as a company in Mexico.\n\nCould you kindly provide us with more details on your product range, pricing, and availability? We look forward to discussing how we might work together. Your manufacturing is expected to be in accordance to our technical specifications which will be provided upon your request.\n\nWe look forward to establishing a mutually beneficial business relationship with your esteemed company\n\nBest regards\n\n\n\n\nEVSA-Empaques con Valor, S.A. de C.V.\nMario Franco\nPurchase Manager\nBarranca Honda S/N Nave 2 Parque Industrial\nSan Martín Obispo Park II Cuautitlán Izcalli,\nESTADO DE MEXICO, 54763 Mexico\n+52 55 5447 3365\nmleon@evsamexco.com\nhttp://www.evsamexico.com.mx','','2025-06-04'),(1109,'Madhumohan R','madhumohan61@gmail.com','09567 15589','Emworth automations','India','683102','S&T Engineers Vertex Power Table Feeder VPF-500X/500Y/99X','Vertex power feed for milling machine Qty -1no','VERTEX Top Quality Power Table Feeder VPF-500X/500Y/99X - S&T Engineers','2025-06-05'),(1110,'Mahesh ','omkarindus17@gmail.com','81238 43699','Omkar Industries ','India','403706','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','','Best CNC Metal Sheet Laser Cutting Machine STM ST3015M','2025-06-06'),(1111,'Sundar','sundarm50@yahoo.com','95512 81517','Clastek Engineering Private Limited','India','602105','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','Hi, Would it be possible for your send a quote for a sine table. \n\nThanks,\n\nRegards,\nSundar\n','VERTEX Best Magnetic Sine Plate V-47M-612M - S&T Engineers','2025-06-06'),(1112,'YNRao','yn.rao@peepulagri.com','9881190425','Peepul Agri','India','500051','Skitek Lathe Machine All geared Lathe ST-410','Please send spec sheet and quotation for Cherlapally, Hyderabad location','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-06-07'),(1113,'Raaj kumar ','mkwireproduct@gmail.com','9814693047','M K Wire Products ','INDIAN','141008','S&T Engineers Vertex 3-Way Angle Milling Vise VW-3/4/5','','VERTEX Top Quality 3-Way Angle Milling Vise VW-3/4/5 - S&T Engineers','2025-06-08'),(1114,'Imran Shiakh','imranshaikh60276@gmail.com','9527260276','None','India','411039','','Wnat to Know About Joining / Opening Process in Your organization ','','2025-06-11'),(1115,'KolArms ','design@waffen.sk','0905323313','s.r.o.','Slovensko','946 03','S&T Engineers Vertex 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A','4-jaw lathe chuck ø250\ndelivery to Slovakia','VERTEX Top Quality 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A - S&T Engineers','2025-06-11'),(1116,'Mahalingam K ','mahalingam.kandasamy@malabargroup.com','7395866947','Malabar Gold and Diamond Limited ','India','641008','Conventional Machines and CNC machines ','Kindly send the details of Conventional Machines and CNC machines which you have ','','2025-06-11'),(1117,'Mahalingam K ','mahalingam.kandasamy@malabargroup.com','7395866947','Malabar Gold and Diamond Limited ','India','641008','Conventional Machines and CNC machines ','Kindly send the details of Conventional Machines and CNC machines which you have ','','2025-06-11'),(1118,'Daamodaran','ivyenggworks@gmail.com','7010949258','Ivy Engineering','Coimbatore','641062','SKITEK DRO Milling Machine PM500','Checking for DRO milling machine\n','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-06-12'),(1119,'Suresh ','raiser.cnc@gmail.com','9843111566','Raiser Precision Products','India','641048','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','Respect Sir \nWe are looking for laser Metal cutting machine ','Best CNC Metal Sheet Laser Cutting Machine STM ST3015M','2025-06-13'),(1120,'Barakkath ali','Barakkathsbz@gmail.com','88074169777','Not ','India','614738','','Job seekers, i know laser machine operating and programmer so, any vacancies please call me','ST Engineers','2025-06-15'),(1121,'VADIVEL S','vadi@gtstool.in','7845370213','GTS TOOL PLAST LLP','India','600044','S&T Engineers Vertex Super Open Vise VJ-400/500/600','Need quote for VJ600 Super Open Vise with base.','VERTEX Top Quality Super Open Vise VJ-400/500/600 - S&T Engineers','2025-06-17'),(1122,'Priti Bajad','sales2021.oes@gmail.com','+918087126070','Orient Engineering Solutions','India','411044','MC POWER VICE VQC-125- VERTEX','Dear Sir,\nWe have a requirement of MC POWER VICE VQC-125- VERTEX pls share quoation on urgent basis','','2025-06-20'),(1123,'Kamlesh Patel','Kaaryans@gmail.com','09925506699','Kaaryans Technical Ceramics','India','387360','FV56T','Price for FV56T cnc milling machine to be installed in 387360 pincode in Gujarat. \nPlease send more details. \nEmail or WhatsApp message only because I am out of country ','','2025-06-20'),(1124,'R SANKARA SIVAKUMAR','sankara.sivakumar@metaengitech.com','9791043903','Metaengitech India Pvt Ltd','INDIA','412208','Milling machine Indexing Head with Chuck','Dear Sir,\nWe are looking one Milling machine Indexing head. Our component size OD Dia 500 mm, Length 400 mm and Weight around 200 Kgs. Please suggest best fit for us.\nRegards,\nR Sankara Sivakumar\nSr. Manager.','ST Engineers','2025-06-21'),(1125,'Prabakaran','kpanvil@gmail.com','9448872991','K P Engineering','india','560099','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','We looking Open 1500x3000 mm Fiber laser 3 kva \nkindly Share Quote and Machine Details ','Best CNC Metal Sheet Laser Cutting Machine STM ST3015M','2025-06-21'),(1126,'Sellakumar','sellakumar@saveetha.ac.in','86089 32550','Saveetha Engineering College','India','602105','Laser cutter ','Dear Sir,\n\nWe are in need of the following machines for educational and prototype manufacturing purposes. Kindly share the quotation at your earliest convenience:\n\n100W CO₂ Laser Cutting Machine\n\nFiber Laser Cutting Machine (1.5 to 3 kW) with Closed Enclosure – Standard minimum bed length is sufficient\n\nCNC Press Brake – 80 TON (Servo and Hydraulic Type) – Standard minimum bed length is sufficient\n\nWe appreciate your prompt response.\n\n------------------------\n\nThanks & Regards,\n \n Dr.S.Sellakumar\n Asst.Professor (SG)\n Saveetha Consortium for Future Technologies (Mechanical Engineering)\n Saveetha Engineering College\n Saveetha Nagar,\n Thandalam,\n Sriperumbudur, Chennai - 602 105\n \nMobile - +91 9486932452 / 8608932550','','2025-06-22'),(1127,'vikrant','sneha.automation7@gmail.com','9028015267','Sneha Automation','India','410501','WIM Deep Hole Drilling Machine WIM-SKD1312 ','Drilling capacity\nDrilling aperture Ø3~35mm d1500z trav 1500x2500x spinddel motor 11 kw\ny1200\ny\nz','High Precision Deep Hole Drilling Machine WIM SKD1312 - S&T Engineers','2025-06-23'),(1128,'Vikrant Gundewadi','sneha.automation7@gmail.com','9028015267','Sneha Automation','India','410501','SKITEK Deep Hole Drilling Machine SKN 600','','High Precision Deep Hole Drilling Machine SKITEK SKN 600 - S&T Engineers','2025-06-23'),(1129,'Jegan','jeganpriyac1989@gmail.com','9095793007','New startup','India','638009','Laser cutting machine','We r new startup for laser cutting machine i need 1.5kw and 3kw laser machine quotation','Buy STM CNC laser cutting machines from best supplier S&T','2025-06-24'),(1130,'Siva','jadaysiva@gmail.com','9342033517','Sivatools','India','621113','YCM Vertical Machining Center i5','','Top quality CNC Vertical Machining Center YCM i5 - S&T Engineers','2025-06-24'),(1131,'Jagadeesh ','jagadheeshkk@gmail.com','0469312965','Xyz','India','680301','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','I queried for a vertex 6 or 8” rotary table for using at kerala.\nUse what app or mail.\nThankyou ','VERTEX Top Quality Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16 - S&T Engineers','2025-06-24'),(1132,'C Paul Wilson','wilson@swiftcargo.com','9790372590','SWIFT CARGO PRIVATE LIMITED','india','641014','LOGISTICS PROVIDER','We introduce ourselves for all your Logistics requirements.\nRequest appointment on this regard.','','2025-06-26'),(1133,'cj','mfghead_pdk@sun-tws.com','9894126559','SUN TWS','India','605010','SKITEK DRO Milling Machine PM500','','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-06-26'),(1134,'Dharan','dhamuji07@gmail.com','8807703355','Sri Sai techs','India','641604','SKITEK Universal Industrial Milling Machine PM4KS','I want every details of ur machine ','S&T SKITEK Vertical Turret Universal Industrial Milling Machine PM4KS - S&T Engineers','2025-07-01'),(1135,'Pritam kumar ','vasudeve.3100@gmail.com','9466553100','Vasudev enterprises ','India','123110','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','Required 3 jaw punch former','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','2025-07-01'),(1136,'BOODESH S K','maxieldbearings@gmail.com','9743039038','MAXIELD BEARINGS','INDIA','560058','MST Corporation Solid Type Angular Head','We are looking to purchase a Angle Head Drilling holder','MST Reliable Corporation Solid Type Angular Head - S&T Engineers','2025-07-01'),(1137,'Rajeshkumar N','rajesh96raja@gmail.com','09500178062','Tvs sensing solution Pvt Ltd','India','625109','Wedm','','S&T Engineers - High quality wire cut EDM machine | EXCETEK','2025-07-01'),(1138,'Rajeshkumar N','rajesh96raja@gmail.com','09500178062','Tvs sensing solution Pvt Ltd','India','625109','Wedm machine ','Machine price ','','2025-07-01'),(1139,'Jag','jagadheeshkk@gmail.com','83019 92920','Xyz','India','680301','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','Can i get vertex 8” manual rotary table. Contact with mail .\nThnk you \n','VERTEX Top Quality Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16 - S&T Engineers','2025-07-02'),(1140,'JEBARAJ','teslatools18@gmail.com','70103 02733','TESLA TOOLS','INDIA','600032','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','Dear Sir/Madam,\n Please share the price and availability of Vertex 3-Jaws Punch Former for Dia 30 mm , Vertex ER32 & ER25 Punch Former ','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','2025-07-02'),(1141,'SARVAGNA ','sarvagnaenterprises60@gmail.com','97399 66370','ENTERPRISES','india','560058','S&T Engineers Vertex Demagnetizer VDM-14','Required quote for VERTEX DEMAGNETIZER','VERTEX Best Demagnetizer VDM-14 - S&T Engineers','2025-07-03'),(1142,'Manjunath J','manjunath.j@smcltd.com','99808 09507','SMC MEDICAL MANUFACTURING','India','560066','S&T Engineers Vertex Magnetic Sine Plate With Fine Pole V-47MF-612MF','2015-030, 2015-031, 2015-032','VERTEX Best Magnetic Sine Plate with Fine Pole V-47MF-612MF - S&T Engineers','2025-07-04'),(1143,'Paul Subeesh ','paulsubeesh@durgaforge.com','99099 03124','Durga Forge pvt ltd','India','360006','S&T Engineers Vertex Machining Jaw Chuck VMJ-6/8/10/12','Hello!\nMyself Paul Subeesh from Durga forge, we are one of the leading auto components manufacturer. Your square chuck has got our attention kindly share the details. ','VERTEX Top Quality Machining Jaw Chuck VMJ-6/8/10/12 - S&T Engineers','2025-07-04'),(1144,'Krishnakumar R','Krishnakumar.r@taratec.com','95139 01334','KDDL Ltd','INDIA','562111','YCM CNC Vertical Machining Center DV30T','Looking quote for the same','Top quality CNC Vertical Machining Center YCM DV30T - S&T Engineers','2025-07-05'),(1145,'Vinodh','office@customisedtechnologies.com','95137 70545','Customised Technologies Pvt Ltd','India','560100','S&T Engineers Vertex Modular Precision Machine Vise VMP-4/8D','Looking for Machine Vise with Minimum Range of opening Jaws 300mm ','VERTEX Top Quality Modular Precision Machine Vise VMP-4/8D - S&T Engineers','2025-07-07'),(1146,'Sripad Kulkarni','sripadkulkarni@cumi.murugappa.com','09449 63496','CUMI','India','614809','Vertex Tool Maker Vise 40Mm VMv-15','Need quick quotation for Vertex Tool Maker Vise 40Mm VMv-15','','2025-07-08'),(1147,'Prakash','a.prakash@iitm.ac.in','98416 48611','Ocean Engineering Department','India','600036','Skitek Vertical Turret Milling Machine PM550V','Sir,\nKindly submit quote for conventional milling machine best model used for our department workshop purpose.','S&T SKITEK M1tr Vertical Turret Milling Machine PM550V - S&T Engineers','2025-07-09'),(1148,'Monica','sofconenterprise85@gmail.com','84487 77241','Sofcon Elevators','India','110076','YCM CNC Vertical Machining Center NMV76A','Please provide us with the cheapest price possible.We will be forever thanful to you.','Top quality CNC Vertical Machining Center YCM NMV76A - S&T Engineers','2025-07-11'),(1149,'Dimitra Smienk','dimitra.smienk@linequip-group.eu','6 85255400','Linequip Group','Netherland','1071','Urgent Inquiry','Hello,\n\nWe are reaching out on behalf of our client with interest in potentially purchasing your products. Please get back to us at your earliest convenience so we can further discuss the details.\n\nWe would greatly appreciate your prompt response.','','2025-07-11'),(1150,'CHARLES','avmengservice@gmail.com','79043 89411','AVMM TECHNOLOGY PVT LTD','INDIA','600045','VISE','PORTABLE VMC VISE','','2025-07-13'),(1151,'VIJAYARAGAVAN K','srisptoolings@yahoo.co.in','94442 87770','SRINIVASA PRECISIONS','India','600062','S&T Engineers Vertex Power Table Feeder VPF-500X/500Y/99X','Please send your Quotation for VPF 500Y Auto feed attachment for milling machine.','VERTEX Top Quality Power Table Feeder VPF-500X/500Y/99X - S&T Engineers','2025-07-13'),(1152,'Kiran','sandgenterprise02@GMAIL.COM','80734 75465','S & G','India','560072','YCM CNC Vertical Machining Center NXV1270A','Interested in YCM NXV1270A, Pls share quote and brochure at the earliest.','Top quality CNC Vertical Machining Center YCM NXV1270A - S&T Engineers','2025-07-13'),(1153,'VIJAYARAGAVAN K','srisptoolings@yahoo.co.in','09444 28777','SRINIVASA PRECISIONS','India','600062','S&T Engineers Vertex Variable Speed Rotary Magnetic Chuck VRM-8/10','Please send your Quotation for variable speed rotary magnetic chuck. ','VERTEX Best Variable Speed Rotary Magnetic Chuck VRM-8/10 - S&T Engineers','2025-07-13'),(1154,'Aditya Gupta','002adityagupta002@gmail.com','97845 50152','Virat hitech engineers','IN','301001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-07-13'),(1155,'Vanitha','spljaws@ymail.com','97896 28937','S.V.Industries','Coimbatore','641025','SKITEK Universal Industrial Milling Machine PM4KS','','S&T SKITEK Vertical Turret Universal Industrial Milling Machine PM4KS - S&T Engineers','2025-07-14'),(1156,'Kunal Ohrie','kunal.siib@gmail.com','96900 02645','International link','IN','244001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-07-14'),(1157,'Iqbal jan zargar','iqbalmuharkan@gmail.com','70065 25996','Super steel industries ','India','190024','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Laser cutting machine \n2kw/3kw rate please \nFrom srinagar ','Best CNC Laser Cutting Machines STM ST3015G','2025-07-14'),(1158,'Mehul','m.khandekar@exftech.com','09981 65983','Excelfast Advanced Technologies Pvt Ltd.','India','452009','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-07-15'),(1159,'Mohammad Shafi','shafimohammad86@gmail.com','89516 99929','MJ general engineering works ','IN','583132','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Price please ','Best CNC Laser Cutting Machines STM ST3015G','2025-07-15'),(1160,'vinay','vnyrjkmr@hotmail.com','98406 96474','SRI SAI PRAKRITI ENTERPRISES','India','764002','Required - Machines for making stnadard part in HAL','','ST Engineers - Products','2025-07-15'),(1161,'Unnikrishna Pillai','ukp222@gmail.com','98344 45956','U.K.Engineering','India','412207','Pronix Electric Tapping Machine PNX-WH-30','','PRONIX Top Rated Electric Tapping Machine PNX-WH-30 - S&T Engineers','2025-07-16'),(1162,'Har Singh','harvinder161190@gmail.com','76966 44862','Singh work','India','144620','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 ke ','Best CNC Laser Cutting Machines STM ST3015G','2025-07-16'),(1163,'Himanshu Sarvaiya','Rotoshakti@gmail.com','+917574849000','Rotoshakti Agritech','India','360004','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw, 1500 mm x 3000 mm, Single Pallet, Open Type','Best CNC Laser Cutting Machines STM ST3015G','2025-07-16'),(1164,'Jahiruddin mohamed patawegar','hitechpower2014@gmail.com','09422 58044','Hitech power industries ','India','416012','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','4 kw leser cutting machine ','Best CNC Laser Cutting Machines STM ST3015G','2025-07-16'),(1165,'Nikhil B','nikhilsurana29@gmail.com','09791 36813','Parasnath industries ','India','641001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-07-16'),(1166,'Piyush ','piyushpatel20990@gmail.com','99784 75987','Vaibhav engineering works ','India','360004','Pronix Electric Tapping Machine PNX-WH-16','\n','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-07-16'),(1167,'Sanjay ','anilmalhotra.761@gmail.com','97112 89396','Anil engg works','India','121004','Pronix Electric Tapping Machine PNX-WH-48','We are tapping machine upto 50mm','PRONIX Top Rated Electric Tapping Machine PNX-WH-48 - S&T Engineers','2025-07-16'),(1168,'Jimmy ','innotek2019@gmail.com','95266 55146','Innotek ','India','682 308','Pronix Electric Tapping Machine PNX-WH-16','Please quote M3-M16 Taping machine with bed.','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-07-16'),(1169,'Amit','Amitsingh372000@gmail.com','80046 60061','Avni enterprises ','India','208017','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Please share quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-07-16'),(1170,'Sarabjit','jhanspal02@yahoo.co.in','94170 35964','Preson Engineers','India','1444003','MST Universal Angular Head','Price','MST Reliable Universal Angular Head - S&T Engineers','2025-07-16'),(1171,'SEENUVASAN ','sharewithseenu@gmail.com','80560 66625','S J precision ','India','683112','Pronix Electric Tapping Machine PNX-WH-16','Please send me the price of the above mentioned machine \n','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-07-17'),(1172,'Manoj Agarwal','mka.pvt@gmail.com','70036 12004','Vedarya engineers ','IN','711114','Pronix Electric Tapping Machine PNX-WH-36','Interested in tapping machine upto M36','PRONIX Top Rated Electric Tapping Machine PNX-WH-36 - S&T Engineers','2025-07-17'),(1173,'shankar N','shridurga.components@gmail.com','82177 58587','shri durga industries ','Indian','563130','S&T Engineers Vertex Level Ballancing Stand LBS-100','Dear sir \nKindly give as the best price \ndo the need full ','VERTEX Best Level Balancing Stand LBS-100 - S&T Engineers','2025-07-18'),(1174,'Youraj gavate','ygavate@yahoo.com','84598 34155','Eagle crest enterprises ','India','400607','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-07-20'),(1175,'Gajendra ','fluidmotioncontrol@gmail.com','80957 78889','FMC','India','590008','Pronix Electric Tapping Machine PNX-WH-30','Pls provide your best offer ','PRONIX Top Rated Electric Tapping Machine PNX-WH-30 - S&T Engineers','2025-07-20'),(1176,'Sanskriti','corpmktg@jasspershipping.com','63004 15413','Jassper Shipping India Ltd','india','500094','','','','2025-07-21'),(1177,'Sanskriti','corpmktg@jasspershipping.com','63004 15413','Jassper Shipping India Ltd','india','500094','','','','2025-07-21'),(1178,'Sanskriti','corpmktg@jasspershipping.com','63004 15413','Jassper Shipping India Ltd','india','500094','','','','2025-07-21'),(1179,'Sanskriti','corpmktg@jasspershipping.com','63004 15413','Jassper Shipping India Ltd','india','500094','','','','2025-07-21'),(1180,'Sanskriti','corpmktg@jasspershipping.com','63004 15413','Jassper Shipping India Ltd','india','500094','','','','2025-07-21'),(1181,'Sanskriti','corpmktg@jasspershipping.com','63004 15413','Jassper Shipping India Ltd','india','500094','','','','2025-07-21'),(1182,'test','testff@gmail.com','5566996699','test comp','Test','652636','Dener Ball Screw Press Brake Machine','test','Best Ball Screw Press Brake Machine Dener ','2025-07-22'),(1183,'tests','testss@gmail.com','2255669966','testst','testst','556633','Dener Ball Screw Press Brake Machine','Tetstts','Best Ball Screw Press Brake Machine Dener ','2025-07-22'),(1184,'MOHMMAD LUKMAAN','harengineering@yahoo.com','78693 70492','H.A.R ENGINEERING TRADERS','India','461111','CNC WIRE CUT','','','2025-07-22'),(1185,'AMANPREET BAGGA','bagga.amanpreet@gmail.com','99821 11111','SARDAR MINING','India','342001','Cnc','Cnc required','','2025-07-23'),(1186,'AMANPREET BAGGA','bagga.amanpreet@gmail.com','99821 11111','SARDAR MINING','India','342001','Cnc','Cnc required','','2025-07-23'),(1187,'JK Sharma','jkmetalcraft0666@gmail.com','95340 75914','J K METAL CRAFT','India','822111','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','Price and other details ','Best CNC Metal Sheet Laser Cutting Machine STM ST3015M','2025-07-23'),(1188,'JANAKIRAMAN','marketing@its.ind.in','98411 73944','INDUSTRIAL TOOLING SERVICES','india','600058','S&T Engineers Vertex Punch Former V-PS','need quote for above mentioned grinding machine spare','VERTEX Best Punch Former V-PS - S&T Engineers','2025-07-23'),(1189,'Ayush bajoria','abajoria90@gmail.com','98551 07644','DURGA KITCHEN EQUIOMENTS','India','143001','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Need laser cutting machine','Best CNC Laser Cutting Machines STM ST3015G','2025-07-23'),(1190,'Thomas Mathai','thomasvm007@gmail.com','55 127 5431','Bahman Center','INDIA','4688','S&T Engineers Vertex Grinding Wheel Flang FKT-250 | FTA-350','I want a flange for Okamoto grind x acc450bv\ni have attached approx dimensions required for the wheel holder / flange FTA 350\ndo you also have wheel balancer\ncan you please quote for the same and let us know the lead time','VERTEX Best Grinding Wheel Flang FKT-250 | FTA-350 - S&T Engineers','2025-07-23'),(1191,'Harsha Vardhan','har.vardhan006@gmail.com','80503 66936','Sriparu engineering eorks','India','561203','STM CNC Metal Tube Laser Cutting Machine ST6020NT','Quotation for laser tube cutting machine','STM CNC Metal Tube Laser Cutting Machine ST6020NT','2025-07-25'),(1192,'Ashish tiwari','tiwariashish782@gmail.com','90112 37097','V n enterprises','IN','421501','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-25'),(1193,'Rabinson','rabinsontjs@yahoo.com','96777 89800','Sri sastha engineering works','India','620019','Skitek Lathe Machine All geared Lathe ST-800','Buy new machine ','S&T SKITEK Advanced All Geared Lathe Machines ST-800 - S&T Engineers','2025-07-26'),(1194,'Rajender ','Rajmachinesarna@gmail.com','97856 66636','Raj machine tools','India','302012','SKITEK DRO Milling Machine 4ET','Rate\n','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-26'),(1195,'Rajinder Arora','satguru_metal@yahoo.in','98732 18999','Satguru metal','IN','121001','SKITEK DRO Milling Machine 4ET','Machine cost','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-26'),(1196,'SAATHAIYA INDUSTRIES ARANTHANGI','saathaiyafabrications@gmail.com','93453 89823','SAATHAIYA INDUSTRIES','India','614616','STM Fiber Laser Welding Machine ST1000HWM','I NEED LASER WELDING MACHINE SS AND MS USES\n','Best Fiber Laser Welding Machine STM ST1000HWM','2025-07-26'),(1197,'Sani Tiwari ','bharattwinextrusionworld@gmail.com','96243 37785','Bharat Twin Extrusion World ','India','382445','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-27'),(1198,'Rajkumar Vishwakarm','raj201225101986@gmail.com','73304 02435','Vishwakarma engineering ','IN','505401','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-27'),(1199,'David Yang','fmfmfm001@outlook.com','153 7199 5952','Nantong Guosheng Group','China','226600','Gantry machine certer;','Dear clients, \n First of all, I got your information from your official website\n \n And the factory, Nantong Guosheng, is specalized in the machine tool industry chain formed equipment parts, CNC machine tools, intelligent auotmatic production line three seriers of products. \n Guosheng Group has 5+ subidiaries, including Intelligence Technology, Precision Machinery, Machine Components, Dawei Precision Technology, Chelsea Robot, Etc. \n Main categories:\n 1、Vertical machine center;\n 2、Gantry machine certer;\n 3、Horizontal machine center;\n 4、Horizontal boring milling machine center;\n 5、CNC lathe.\n The factories we served are in the valves, wind power,typical processing cases, and costomized products. \n The staffs in our factory are more than 600. There are more than 73 patents awarded, more than 100 techincians.\n Fore more detailed information, I invite you to visit our factory official website: http://en.ntgszk.com.\n\n At last, let me introduce myself:\n Foreign trade sales manager: Mr David, \n Cellphone: +0086 15371995952\n WA: +0086 15358721683\n Email: fmfmfm001@outlook.com\n Let me know when you need the factory and products catalogs.\n\n Best regards. \n David.','','2025-07-28'),(1200,'Vaibhav Patel','acurakadi@gmail.com','78743 33059','Acura engineering','India','382715','YCM CNC Vertical Machining Center NSV106AM','','Top quality CNC Vertical Machining Center YCM NSV106AM - S&T Engineers','2025-07-28'),(1201,'Kiron','kiron@avishkartech.com','94488 40717','Avishkar technologies ','India','560015','Skitek Band Saw Machine SK-250AE','Pl send the quote and delivery time for automatic bandsaw cutting machine. ','S&T SKITEK Heavy Duty Band Saw Machine SK-250AE - S&T Engineers','2025-07-29'),(1202,'Umakant Chavan','shreeram82005@gmail.com','98904 16582','Shree Ram Engineering ','India','412201','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-29'),(1203,'Raam','ponrak89@gmail.com','9362271761','S&S','India','626117','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-07-30'),(1204,'Chetan Solanki','machinecare13@gmail.com','99091 71030','MACHINECARE ENTERPRISE','INDIA','390010','SKITEK DRO Milling Machine 4ET','Dear sir, \nWe are expecting to become sales and service partner of your comapny for Gujarat region. \nWe have full flag team of skilled technicians and manage the enquires. \nWe are expecting positive feedback from your end. \nRegards\nMACHINECARE ENTERPRISE','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-30'),(1205,'Gaurav','hansgaurav1@gmail.com','95406 86600','A','Bharat','122001','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','','Top quality CNC Vertical Machining Center Makino PS65 - S&T Engineers','2025-07-30'),(1206,'Pawan Kumar ','yadavpawankumar1222@gmail.com','92053 90116','Baba DDMachine ','India','201003','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-30'),(1207,'Sanjay ','prachiengineering495@gmail.com','98243 49674','prachiengineering','IN','390010','SKITEK DRO Milling Machine 4ET','','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','2025-07-31'),(1208,'SURESH S','hitechhprecisiontools@gmail.com','09842 18234','HITECHH PRECISION TOOLS','India','600050','SKITEK Medium Speed CNC Wire EDM SR-400/G','kindly send the quote and details for reusable wire cut machine','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-400/G - S&T Engineers','2025-08-01'),(1209,'allwin','rarun059@gmail.com','97880 87865','asar tech','india','641006','collet punch former','','ST Engineers','2025-08-01'),(1210,'Shashank Mathi','shashankmathi15@gmail.com','95737 23275','Lohamudra fabrications','IN','521137','Lazer welding machine','','Fiber Laser Welding Machine','2025-08-01'),(1211,'Anil Jagjivandas Panchal','info@jumistry.com','98240 80003','J U Mistry & Sons','IN','380015','Laser Welding ','3kw laser Welding required ','Fiber Laser Welding Machine','2025-08-02'),(1212,'RAJ KUMAR','rajkumar@ecil.co.in','90669 59734','ECIL','India','500062','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','Please send your quote for Vertex Vu 300 vertical/ horizontal table\nQty: 1 Number','VERTEX Top Quality Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16 - S&T Engineers','2025-08-02'),(1213,'Sonu sharma','sonusharmaji6969@gmail.com','80764 85335','Sai engineering works','Delhi','110041','Skitek CNC Die Sinking EDM Machines-SN400C','How much price\n','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-02'),(1214,'Venkat raman','bepcs@rediffmail.com','91940 60823','India ','IN','490026','Lesser welding machine ','1.5kw lesser welding machine price please ','Fiber Laser Welding Machine','2025-08-03'),(1215,'Suryansh Gurjar ','gurjarsuryansh1612@gmail.com','92434 89785','Swastik fabricators ','India','462023','Skitek Swivel Head Milling Machine SK1612','','S&T SKITEK Vertical Turret Swivel Head Milling Machine SK1612 - S&T Engineers','2025-08-04'),(1216,'prem','premroy879@gmail.com','9999554176','bh','indian','110085','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-08-04'),(1217,'Jagdeep Singh','jagdeep.singh@gamam.co.in','98105 70440','GSE ASE MAINTENANCE AND Manufacturing ','IN','110041','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-05'),(1218,'ST Engineers','admin@stengineers.com','98651 41649','stm','india','641005','YCM Vertical Machining Center i5','test','Top quality CNC Vertical Machining Center YCM i5 - S&T Engineers','2025-08-05'),(1219,'babak','akpatrading@gmail.com','091 489 4225','ROSTAMI','Iran','5189151418','S&T Engineers Vertex Demagnetizer VDM-14','HI DEAR\nPLEASE LET ME ABOUT PRICE','VERTEX Best Demagnetizer VDM-14 - S&T Engineers','2025-08-05'),(1220,'test','test@gmail.com','98874 56321','testing','india','987456','','','ST Engineers','2025-08-06'),(1221,'test','test@gmail.com','96654 77895','test co','india','698745','','','','2025-08-06'),(1222,'Raju lk','kharenergy@gmail.com','93923 75756','Khar energy','India','500040','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-06'),(1223,'ISAQ I MANIYAR','isaqim@yahoo.com','90607 86473','Maniyar cnc','India','583231','STM Fiber Laser Welding Machine ST1000HWM','I need quotation for welding machine ','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-06'),(1224,'Hirdesh sharma ','rudraenterprises018@gmail.com','93481 08716','Rudra enterprises ','India','756002','STM Fiber Laser Welding Machine ST1000HWM','Single phase 250 amp. Laser welding machine price ','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-07'),(1225,'Mahesh ','mahalaxmiinds70@gmail.com','95039 01010','India ','India','411018','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-07'),(1226,'MADHAN N','hydroengss@gmail.com','78295 79815','hydro engineering solutions and service','india',' 560091','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-07'),(1227,'Danish ','dahmad210@gmail.com','93595 32435','Aha enterprise ','India','247001','Injector moulding machine ','I need a new / old injector moulding machine for car wheel cover production ','S&T Engineers - Toggle injection moulding machine at best price','2025-08-07'),(1228,'Prakash','pkamath7@gmail.com','09845 16882','S.S.A.Air Systems','India','560004','STM Fiber Laser Welding Machine ST1000HWM','quotation for basic laser welding machine','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-07'),(1229,'sachin kumar','sales2@oporooms.com','92667 77837','opoprooms','india','122001','hospitalilty','we are oporooms we provide\n\n hotels ,flights,trains,cabs,tour packages and MICE for corporates\n can we fix a small meating team when you free\n\n thank you ','','2025-08-08'),(1230,'Sandesh hargude','sandeshhargude123@gmail.com','86986 35758','Aarohi fabrication ','India','412207','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-08'),(1231,'Dhananjaya','galvofab@gmail.com','99166 71140','Galvofab ','India','560098','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-08'),(1232,'Siddharth Vyas','servtechsify@gmail.com','09825 21393','Environmental Engineering','India','361001','STM Fiber Laser Welding Machine ST1000HWM','Upto 8 mm ms plate','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-08'),(1233,'Jafar','aaliyakhanppp@gmail.com','09034 63503','Royal collection','India','122105','STM Fiber Laser Welding Machine ST1000HWM','Hi','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-08'),(1234,'Sriram Parasuraman ','sriram.p@stahllform.in','96980 92510','Stahllform technik pvt ltd ','India','635126','STM Sheet Metal Laser Cutting Machine ST3015G','Hi,\nGreetings from stahllform,\n We are looking for the laser cutting machine for the manufacturing activities included with panel boards and solar construction, our need is 4050 * 1525 cutting in 2KW, Kindly share the best quote. ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-08-09'),(1235,'Surendra Patil','surendraspatil@gmail.com','07499 28747','Narayana Dynamics ','India','400072','STM Fiber Laser Welding Machine ST1000HWM','Need price for laser welding machine in india','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-09'),(1236,'JAISON CHRISTUDAS ','cjaison.poovar@gmail.com','98469 12176','PROTECTION AND AUTOMATION ENGINEERS','INDIA','695004','STM Fiber Laser Welding Machine ST1000HWM','SALES AND MARKETING ','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-09'),(1237,'Puneet Modani','puneet.modani@ksphydro.com','94608 72366','KSP Hydro Engineers Pvt Ltd','India','302016','STM Fiber Laser Welding Machine ST1000HWM','Share best quotes for Laser Welding and Cutting machines ','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-10'),(1238,'Pradip Sahoo','hudrotech.pradip@gmail.com','09375 95862','Hydrotech engineers','India','396230','S&T Engineers Vertex Ejector Pin Cutting Off Unit VEC-100','','VERTEX Top Quality Ejector Pin Cutting Off VEC-100 - S&T Engineers','2025-08-10'),(1239,'Pradip Sahoo','hudrotech.pradip@gmail.com','09375 95862','Hydrotech engineers','India','396230','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-10'),(1240,'Ashish Juneja','ashishjuneja@gmail.com','9926742234','M/sAshish Juneja','India','482001','STM Sheet Metal Laser Cutting Machine ST3015G','Specifications of 3 kw laser cutting machine','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-08-10'),(1241,'Jayasimha ','jayasimha2712@gmail.com','96112 37937','Abhi engineers ','India','560068','STM Fiber Laser Welding Machine ST1000HWM','Send the quote ','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-11'),(1242,'KAILAS Kumbhar ','nsktech@outlook.com','97300 16525','NSK INDUSTRIES ','India','422007','STM Fiber Laser Welding Machine ST1000HWM','\n','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-11'),(1243,'Riyaz','riyazamin@gmail.com','09824 11026','Cryonet','India','395007','STM Fiber Laser Welding Machine ST1000HWM','Required price ','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-11'),(1244,'Shakthi M ','engineeringdhuruv@gmail.com','96987 99732','DHURUV ENGG CONSTRUCTIONS ','India','628216','STM Sheet Metal Laser Cutting Machine ST3015G','Enquiry ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-08-11'),(1245,'Mohmmad Shaheem','shaheemsiddiqui94@gmail.com','86048 42799','M H FABRICATION ','INDIA','226022','Laser welding machine ','','Fiber Laser Welding Machine','2025-08-12'),(1246,'Nadeem khan','nkmetalengg@gmail.com','98902 95285','NK Fabrications','India','110006','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-12'),(1247,'JITENDRA','spautomation@yahoo.com','09822 51923','S.P.AUTOMATION','India','411026','S&T Engineers Vertex Demagnetizer VDM-14','SEND QTN OF VDM 8 AND VDM 14','VERTEX Best Demagnetizer VDM-14 - S&T Engineers','2025-08-12'),(1248,'Vishnuh','vishnuh@vinmec.in','98425 20089','VINMEC Industries','India','641407','YCM Double Column Machining Center DCV3025B','Looking for doucle VMC machinnes. Contact me for further details.','Best Double Column Machining Center YCM DCV3025B - S&T Engineers','2025-08-12'),(1249,'Vivek Gupta','shree.vivekgupta111@gmail.com','81201 32428','Shyam traders','India','497224','STM Fiber Laser Welding Machine ST1000HWM','1pic','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-12'),(1250,'Shiwan Choudhary','shiwanchoudhary@gmail.com','08114 46214','buzzingnest studio','India','332001','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-13'),(1251,'DHANANJAY GROVER','info@vikrantauto.com','98915 11111','Vikrant Auto ','India','110008','Skitek Mini Mill Drill Machine STMRD35','','S&T SKITEK Mini Mill Drill Machine STMRD35 - S&T Engineers','2025-08-13'),(1252,'Muhammed harees','harees@ascosaudi.com','56 295 5609','Absolute Solutions Company for Iron','KSA','34652','Lathe machine','We are an industrial equipment dealer based in Saudi Arabia, holding authorized dealerships with ESAB, SENFENG, Euroboor, and Grindex.\n\nWe have received an enquiry for the conventional lathe. Kindly provide your quotation for the unit along with the technical proposal.\n\nLooking forward to your prompt response','','2025-08-13'),(1253,'Muhammed harees','harees@ascosaudi.com','56 295 5609','Absolute Solutions Company for Iron','KSA','34652','Lathe machine','We are an industrial equipment dealer based in Saudi Arabia, holding authorized dealerships with ESAB, SENFENG, Euroboor, and Grindex.\n\nWe have received an enquiry for the conventional lathe. Kindly provide your quotation for the unit along with the technical proposal.\n\nLooking forward to your prompt response','','2025-08-13'),(1254,'Muhammed harees','harees@ascosaudi.com','56 295 5609','Absolute Solutions Company for Iron','KSA','34652','Lathe machine','We are an industrial equipment dealer based in Saudi Arabia, holding authorized dealerships with ESAB, SENFENG, Euroboor, and Grindex.\n\nWe have received an enquiry for the conventional lathe. Kindly provide your quotation for the unit along with the technical proposal.\n\nLooking forward to your prompt response','','2025-08-13'),(1255,'Nirav champaneri','nirav@toolingtechnology.in','98988 83709','Tooling Technology ','India','396310','S&T Engineers Vertex High Precision Boring Head Set VBH620','','VERTEX High Performance High Precision Boring Head Set VBH620 - S&T Engineers','2025-08-13'),(1256,'shrikar reddy','shrikar@leadcog.in','77029 33447','Leadcog Engineering Systems ','India','500051','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-13'),(1257,'AMOL PATIL','amol.patil@spectrum-india.com','88066 65919','SPECTRUM ELECTRICAL INDUSTRIES LTD','india','425003','electromagnetic bed for proth grinding machine','electromagnetic bed for proth grinding machine','','2025-08-14'),(1258,'Bharathh Kumar','r27893946@gmail.com','93911 91318','SSM Engineering','India','500035','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-14'),(1259,'Chandrkantha t','chandrkanthatbadigerchandrkant@gmail.com','91815 28968','chandrkanthatbadigerchandrkant@gmail.com','KArnatka','591309','Skitek CNC Die Sinking EDM Machines-SN400C','','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-14'),(1260,'Sreekanth padmarajan','sreekanthpadmarajan@gmail.com','09846 26464','Trucktech Engineering ','India','683542','STM Fiber Laser Welding Machine ST1000HWM','','Best Fiber Laser Welding Machine STM ST1000HWM','2025-08-14'),(1261,'Dileep ','itechengineeringsol20@gmail.com','80102 07202','ITECH ENGINEERING SOLUTION ','India','110020','Skitek CNC Die Sinking EDM Machines-SN400C','Please send me all details of Skitek CNC Die Sinking EDM Machine ','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-14'),(1262,'Yogachandra ','4axis.blore@gmail.com','98451 53783','Axis','India','560099','Skitek CNC Die Sinking EDM Machines-SN400C','\nHi','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-16'),(1263,'Harminder Singh ','harminder0884@gmail.com','98738 43259','Perfetto Craft ','India','110018','Skitek CNC Die Sinking EDM Machines-SN400C','Send me quotation ','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-18'),(1264,'SANJAY KOUL','sanjay.kaul@godrejcp.com','94259 68254','gcpl','india','474006','Skitek Lathe Machine All geared Lathe ST-410','require all geared lathe machine ','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-08-18'),(1265,'Nikhil Kashyap','nikhilkashyap9999@gmail.com','91999 70698','Ramesh Engineering Works ','IN','247001','Skitek CNC Die Sinking EDM Machines-SN400C','Large size wire cutting solution','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-18'),(1266,'Gowtham','rgowtham1272@gmail.com','63822 98400','Gowtham ','India','641049','S&T Engineers Vertex Super Open Vise VJ-600 ','Super open vise VJ 600','VERTEX Top Quality Super Open Vise VJ-400/500/600 - S&T Engineers','2025-08-18'),(1267,'Mohd Najim','najim5498@gmail.com','82798 87948','Indian traders ','IN','202001','Skitek CNC Die Sinking EDM Machines-SN400C','','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-18'),(1268,'Anand Kumar','anandk.bs@shreesampathplast.com','09880 42549','Shree Sampath Plastics Pvt. Ltd.','Guatemala','560076','Skitek CNC Die Sinking EDM Machines-SN400C','','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','2025-08-18'),(1269,'Navin Kholkumbe ','navinkholkumbe247@gamil.com','94058 60078','India Electricals ','India','416416','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-08-19'),(1270,'LAKSHMANAN ','PROSPERPRECISIONINDIAPVTLTD@GMAIL.COM','75400 31392','PROSPER','INDIA','632006','S&T Engineers Vertex Magnifying Fluorescent Work Light Beam VHL-30TEB','NEED PRICE LIST FOR VHL-30TEB BENCH TYPE (VERTEX)','VERTEX Top Quality Magnifying Fluorescent Work Light Beam VHL-30TEB - S&T Engineers','2025-08-22'),(1271,'Vishal ','fcdods@gmail.com','92163 62163','FC Industries ','India','151202','STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','3kw DP CLOSE BODY','Best CNC Metal Sheet Laser Cutting Machine STM STHM','2025-08-23'),(1272,'Flora','floray529@gmail.com','82203 34028','Sharp Enterprises ','India','600011','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','Vertex hydraulic Machine vise vh-6 price?','VERTEX Top Quality Hydraulic Machine Vise VHO-5/6/8 - S&T Engineers','2025-08-23'),(1273,'HARIDOSS','craftedmoulds@gmail.com','99628 43925','CRAFTED MOULD ','India','600044','YCM CNC Vertical Machining Center NXV600A','Sir please send quotation \nNew startup company ','Top quality CNC Vertical Machining Center YCM NXV600A - S&T Engineers','2025-08-24'),(1274,'Hardossy','craftedmoulds@gmail.com','99628 43925','CRAFTED MOULD ','India','600044','YCM CNC Vertical Machining Center NSV106A ','Please send quotation ','Top quality CNC Vertical Machining Center YCM NSV106A - S&T Engineers','2025-08-24'),(1275,'HARIDOSS ','craftedmoulds@gmail.com','99628 43925','CRAFTED MOULD ','India','600044','Skitek ZNC Die Sinking EDM Machine-S-560','Please send quotation ','Top Quality ZNC Die Sinking EDM Machines SKITEK S-560 - S&T Engineers','2025-08-24'),(1276,'Mahendran ','sachitheng3669@gmail.com','90956 73669','Sachit engineering ','INDIA','641402','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','','Best CNC Laser Cutting Machines STM ST3015G','2025-08-25'),(1277,'Adan hayat','adanhayat122005@gmail.com','77489 53379','Metal maker','India','324007','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-08-26'),(1278,'Sanjay Gupta','londonsportshouse@yahoo.com','98374 64123','London Sports House','India','250001','Automatic Band Saw','','ST Engineers - Products','2025-08-26'),(1279,'Amit singh','as4617514@gmail.com','09650 79735','Self Employed','India','201009','CNC press brake ','I am Amit Singh from Noida, can you send PDF of catalogue of CNC Press Brake Machine, so that I can try to sell your Machines in NCR Delhi ','','2025-08-26'),(1280,'K SARAVANAN','saravanan.k1@sfl.co.in','97909 71340','Sundaram Fasteners Limited Autolec Division','India','600077','Precision Index Table VIT','Need Quotation ','','2025-08-27'),(1281,'hardik ','nivaenterprice@gmail.com','98982 05034','niva enterprise','india','361004','SKITEK Medium Speed CNC Wire EDM SR-600/G','quotation','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-400/G - S&T Engineers','2025-08-28'),(1282,'Ketan ','operations@gbpackindia.com','81695 51988','GB Pack ','India','396171','Tederic All Electric Injection Moulding Machine NEO-E Series','','High Productive Tederic All Electric Injection Moulding Machine Tedric NEO-E Series','2025-08-30'),(1283,'Anandh','tooling.chn@admachauto.com','97912 89229','Admach Auto Industries ','India','602105','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','Need 3 Jaw Punch Former, Vertex Make, kindly share quotation to tooling.chn@admachauto.com & CC to Purchase .chn@admachauto.com ','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','2025-09-01'),(1284,'Bisht Mohan Singh','bishtmohan3@gmail.com','96390 00175','Maa Laxmi fabrication ','IN','263153','Dener Ball Screw Press Brake Machine','','Best Ball Screw Press Brake Machine Dener ','2025-09-01'),(1285,'Hitesh panchal','hmpanchalak47@gmail.com','97233 05295','Trimack engineers ','Ind','382418','Dener Ball Screw Press Brake Machine','80 ton 1300 mm length 4 axis\n170ton 3200mm length 6+1 axis','Best Ball Screw Press Brake Machine Dener ','2025-09-01'),(1286,'Nirav','nirav282@yahoo.com','99986 09686','Vandana equipments p ltd','India','390023','SKITEK DRO Milling Machine PM500','Send the offer and best price for milling machine. Looking for quick delivery and like to finalize today. \n\nCall on 9998609686 urgently','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-09-02'),(1287,'Anand','mgrtoolroom@sankar.com','78248 81355','sankar sealing system','india','602105','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','Require quote','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','2025-09-02'),(1288,'Agro Entrepress','agroentrepress@gmail.com','98860 72199','Agro','India','560078','STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','Machine ','Best CNC Metal Sheet Laser Cutting Machine STM STHM','2025-09-03'),(1289,'Jigar nadiya','jigarn622@gmail.com','70461 52839','NADIYAJIGAR ','IN','1215','','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-03'),(1290,'Vinayak Umrani','vinayak.umrani@sthiratech.in','91642 72888','Sthira Technovations','India','580007','V650G Excetek WEDM','I need the service for the machine. Please contact me.','','2025-09-03'),(1291,'Pradyumna Prasanna','Pradyu.winner@gmail.com','09845 02718','Superior performance parts ','India','560040','S&T Engineers Vertex Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK','','VERTEX High Performance Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK - S&T Engineers','2025-09-04'),(1292,'Bakul','titudamor884@gmail.com','78618 79774','Bakul','Bakul','1234','Bakul','Hii Mane gem ramvi se','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-04'),(1293,'Bakul','titudamor884@gmail.com','78618 79774','Damor bakul','Bakul','1234','Bakul','Manne gem ramvi se\n','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-04'),(1294,'Jeyaprakash N','jeyaprakash2023@gmail.com','09840 69657','Supreme Techno Associates Pvt.Ltd','India','600001','Services ','www supreme Chennai.com','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-04'),(1295,'VEERARAGHAVAN VELUCHAMY','tpm@lrt.co.in','97900 12145','LRT','india','641402','Skitek Band Saw Machine SK-300HA','We are looking for a Bandsaw cutting for replacement of our existing one','S&T SKITEK Heavy Duty Band Saw Machine SK-300HA - S&T Engineers','2025-09-05'),(1296,'Anil Jagjivandas Panchal ','info@jumistry.com','98240 80003','J U Mistry & Sons','India','380024','Dener Ball Screw Press Brake Machine','','Best Ball Screw Press Brake Machine Dener ','2025-09-05'),(1297,'Jayesh','bhalabhaipagi142@gmail.com','99046 83361','Thakor','Bharat','383335','Real me','2 fon conect ','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-06'),(1298,'Paramnit singh','paramjit295mns@gmail.com','97800 06297','Police','India','151505','Ok','Whatsao not woark','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-07'),(1299,'Vivek Ghule','srpindustries8303@gmail.com','08109 99830','SRP INDUSTRIES','India','462026','S&T Engineers Vertex Tool Makers Vise VMV-15-60','Vice for our VMC machine ','VERTEX Best Tool Maker Vise VMV-15-60 - S&T Engineers','2025-09-07'),(1300,'Harish Yadav','kanak.industries@yahoo.com','97119 17118','Kanak industries ','India','110059','S&T Engineers Vertex Punch Grinder V-PGM','','VERTEX Best Punch Grinder V-PGM - S&T Engineers','2025-09-07'),(1301,'Suraj ','ksunil27161@gmail.com','77176 27921','Mera ','India','1410','Jiji','Hii','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-08'),(1302,'Camila Perez','camila.perez@kempetro.net','55 21303-0264','Kempetro Engenharia','BRAZIL','20040070',' Inquiry','Dear Sales Team,\n\nPlease we are interested in buying your products, kindly send me your product price list for immediate purchase.\n\nRegards\n\nCamila Perez','','2025-09-09'),(1303,'VIJAY GAR','garvijay5@gmail.com','06353 01972','Letin cera ','India','363530','','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-09'),(1304,'bidhan adhikari','viddanee@gmail.com','96470 53335','ATTC','India','737134','Lathe, Milling','Pls send the details ','ST Engineers','2025-09-10'),(1305,'Amit Kumar ','amitk507823@gmail.com','94678 79606','Dddd','Ssss','843318','Outkgdj','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-10'),(1306,'Rahul','bhadaniyahareshdineshbhai@gmail.com','88492 21063','bhadaniyahareshdineshbhai@gmail.com','Rahul','123','Rahul','302','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-12'),(1307,'Muljibhai ','dabhimuljibhai44@gmail.com','95746 04088','Ganit','Ebsia','385421','','\n\n\n\n','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-13'),(1308,'Ramandeep kaur ','sulhmanjeetkour@gamail.com','90564 09861','India','India','143111','','Sukhman','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-13'),(1309,'Subham kumbhar ','subhamkumbhar937@gmail.com','82685 15433','Balangir ','India','767032','Subham','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-13'),(1310,'Naresh bhabhor','naresh bhabhornaresh46@gmail.com','63536 58511','Dahod','Kharoda','635365','Photo grafar','🫂💝💏🥀','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-13'),(1311,'Naresh bhabhor','naresh bhabhornaresh46@gmail.com','63536 58511','Dahod','Gujarat','635365','Photo grafar','🫂💝💏🥀','','2025-09-13'),(1312,'Gautam','gautam@wankel.in','75980 97909','Wankel Energy Systems','India','600113','Skitek Vertical Turret Milling Machine B-420','Need complete technical spec and also for the milling machine would like to get quote along with DRO','S&T SKITEK M1tr Vertical Turret Milling Machine B-420 - S&T Engineers','2025-09-13'),(1313,'shemeer ','shameer@tamstar.com.sa','53 032 2361','Tamstar TradingEst','KSA','32241','S&T Engineers Vertex Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5','Please quote \nMorse Centre sleeve adapter 5MT to 4 MT total length 180mm','VERTEX Top Quality Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5 - S&T Engineers','2025-09-13'),(1314,'Raisuddin ','Aafsana2868@gmail.com','82941 32150','Arvind garments','Godda','814160','','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-13'),(1315,'Nakul Hirpara','nakul@universaltechnocast.com','89807 60071','Universal Technocast','India','360021','MST Shrink Fit Machines','','MST Reliable Shrink Fit Machines - S&T Engineers','2025-09-14'),(1316,'Pratik Vachhani','vpratik91.me@gmail.com','09867 06394','SOMNATH ORTHO CARE PRIVATE LIMITED','India','396171','SKITEK Deep Hole Drilling Machine SKN 600','required SKITEK Deep Hole Drilling Machine SKN 600 please send quotation ','High Precision Deep Hole Drilling Machine SKITEK SKN 600 - S&T Engineers','2025-09-14'),(1317,'Nilesh Borania','nborania@yahoo.com','98252 15537','M/s. JYOT ENGINEERING WORKS','India','360002','','Dear Sir,\n We are manufacturer and exporter of Camshafts to OEM in India, Can you provide us your product lists specific for Toolings & Cylindrical grinding carriers to hold workpiece for grinding processes','','2025-09-15'),(1318,'Ashvanish','Pravi Patelparvinbhai123456@gmail.com','95108 32116','Eteviyatkar','Wrad','123456','Pravin kumar ','Garen Ranturam','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-15'),(1319,'Takhat','takhatbariamohanbhai@gmail.com','9712470947','Mohan','Gopi','9192','Takhat sinh','\n\n\nBaria takhat sinh mohan Bhai \nWagajipur\n\nTakhat sinh mohan Bhai \nBaria \n\n\n\n\n','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-15'),(1320,'Fu Yongjia','2733077846@qq.com','198 5837 8006','Zhejiang DLY automation Co.,Ltd ','china','323000','','Subject: Premium Bearings Manufacturer from China - Custom Solutions & Competitive Pricing\n\nDear Customer:\nI hope this message finds you well.My name is Fu Yongjia, and I represent Zhejiang Deliya Automation Manufacturing Co., Ltd., a leading manufacturer of ISO 9001 certified high performance bearings with 20 years of expertise. We specialize in providing durable precision engineering bearings for industries such as automotive, industrial machinery, automation field, CNC machine tool collar and robotics–all at competitive factory-direct pricing.\nWhy work with us? \n✅Wide product range:\nLinear guideway&block(same as Hiwin),Ball screw & nut(same as TBI),Linear shaft,SBR/TBR rail, Linear bearing,Linear slider. \n✅Cost Efficiency:\nLean manufacturing and vertical integration can reduce costs by 15-30%% compared to European suppliers. \n✅Global Compliance:\nProducts comply with ISO,DIN,ANSI and JIS standards.\n\nIf you have any questions, please contact me directly:\nE-mail: 2733077846@qq.com\nTelephone:(+86)19858378006\nWebsite: https://www.deliyalinearmotion.com\nFu Yongjia\nInternational Business Development Manager\nZhejiang Deliya Automation Manufacturing Co., Ltd.\nNo.12 Baixian Road, Liandu District, Lishui, Zhejiang Province','','2025-09-16'),(1321,'Fu Yongjia','2733077846@qq.com','198 5837 8006','Zhejiang DLY automation Co.,Ltd ','china','323000','','Subject: Premium Bearings Manufacturer from China - Custom Solutions & Competitive Pricing\n\nDear Customer:\nI hope this message finds you well.My name is Fu Yongjia, and I represent Zhejiang Deliya Automation Manufacturing Co., Ltd., a leading manufacturer of ISO 9001 certified high performance bearings with 20 years of expertise. We specialize in providing durable precision engineering bearings for industries such as automotive, industrial machinery, automation field, CNC machine tool collar and robotics–all at competitive factory-direct pricing.\nWhy work with us? \n✅Wide product range:\nLinear guideway&block(same as Hiwin),Ball screw & nut(same as TBI),Linear shaft,SBR/TBR rail, Linear bearing,Linear slider. \n✅Cost Efficiency:\nLean manufacturing and vertical integration can reduce costs by 15-30%% compared to European suppliers. \n✅Global Compliance:\nProducts comply with ISO,DIN,ANSI and JIS standards.\n\nIf you have any questions, please contact me directly:\nE-mail: 2733077846@qq.com\nTelephone:(+86)19858378006\nWebsite: https://www.deliyalinearmotion.com\nFu Yongjia\nInternational Business Development Manager\nZhejiang Deliya Automation Manufacturing Co., Ltd.\nNo.12 Baixian Road, Liandu District, Lishui, Zhejiang Province','','2025-09-16'),(1322,'Pranav Meher','esiplmaintenance@enopeck.com','87671 26816','Enopeck seals industries pvt.ltd.','india','401102','SKITEK Medium Speed CNC Wire EDM SR-600/G','Hello sir,\nplease can i get quote model no.\nSR - 500/g and SR-600/g','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-600/G - S&T Engineers','2025-09-16'),(1323,'Pranav Meher','esiplmaintenance@enopeck.com','87671 26816','Enopeck seals industries pvt.ltd.','india','401102','SKITEK High Speed CNC Wire EDM SF 25-120','please give quote sf 25 -120 hi-speed','Top Quality High Speed CNC Wire EDM SKITEK SF 25-120','2025-09-16'),(1324,'Sonu Kashyap','Sonu Kashyap6842@gmail.comKashyap6842@gmail.com','85869 58306','Sdonu','India','121004','','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-16'),(1325,'Shahid Khan','shahidkhan93351@gmail.com','9335285848','Techno India','IN','226020','STM Sheet Metal Laser Cutting Machine ST3015G','Please send me the quotation of laser cutting machine\n1.5 & 3 kw\nWith complete specifications of machine machine\nWorking videos, pictures of machine','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-16'),(1326,'Pradeep R','rpradeepdme@gmail.com','96009 54412','Sk Industries ','India','641697','Vmc ','','S&T Engineers | Leading CNC Metal cutting machine distributors','2025-09-17'),(1327,'Takrim ','takreem524@gmail.com','98161 62212','Vehan','India','251002','Kapda','100000','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-17'),(1328,'Akash Jagdeesh','j.yogesh928@gmail.com','83101 27961','Venus ','IN','560089','STM Sheet Metal Laser Cutting Machine ST3015G','We need a quote for 1.5KW Laser cutting machine ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-17'),(1329,'Nilesh Gharat','nilgharat2011@gmail.com','93240 46767','Shivganga enterprises ','IN','421204','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-17'),(1330,'Manikanta','manikanta_bandlamudi@srmap.edu.in','94932 07753','SRM university AP','India','522502','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','Hydraulic Vice','VERTEX Top Quality Hydraulic Machine Vise VH-4/5/6/6L/8/8L - S&T Engineers','2025-09-18'),(1331,'Praful Wasnik','praful5511@gmail.com','8484950358','NDB Cabinet\'s ','India','440035','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-18'),(1332,'Praful Wasnik ','praful5511@gmail.com','84849 50352','NDB Cabinet\'s ','India','440035','STM Sheet Metal Laser Cutting Machine ST3015G','Quotation ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-18'),(1333,'Kamran Pasha','kamranpasha45@gmail.com','7351041884','Alpha','IN','244001','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-18'),(1334,'Monish Raut','hemlec@yahoo.co.in','98677 50011','HEMLEC INDUSTRIES','India','401208','SKITEK DRO Milling Machine PM500','','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-09-18'),(1335,'Kishan Parmar','infinityengineering474@gmail.com','91068 56843','infinity engineering','IN','390022',' SKITEK CNC Bending Machine SKCNC300T4000','In this capacity under 10mm ss plate can bending in full length ','Best CNC Bending Machine SKITEK SKCNC300T4000','2025-09-18'),(1336,'Siddaraju K','siddunaveenraj@gmail.com','94809 58664','Startup','IN','572104','SKITEK DRO Milling Machine PM500','Pls share the quote','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-09-18'),(1337,'Pruthviraj','pruthviraj.s@amphenol-aipi.com','89258 78218','Amphenol Industrial Products India Pvt. Ltd','India','602105','Injection molding machine','','ST Engineers','2025-09-19'),(1338,'GURJINDER SINGH','vadiyaan@gmail.com','79864 23237','New','IN','147001','STM Sheet Metal Laser Cutting Machine ST3015G','3050x1525 ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-19'),(1339,'Champa ben ajit bhai talpada ','ajitmnapiyaajitmtalpada@gmail.com','79904 10829','ajitmnapiyaajitmtalpada@gmail.com','Aanda','388533','','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-20'),(1340,'Aamir','aamirsaifi692@gmail.com','87449 73309','Is enterprises ','India','251203','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-20'),(1341,'Ravi ','RAVISOLANKI93@gmail.com','70141 79849','Pawan Putra welding works','INDIA','344022','STM Sheet Metal Laser Cutting Machine ST3015G','I want ms sheet laser machine ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-20'),(1342,'Vignesh','vikifinancer@gmail.com','97891 51772','Vs enterprises','India','562107','STM Sheet Metal Laser Cutting Machine ST3015G','3kw fiber lazer machine 1.5*3 mts ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-20'),(1343,'Sbsksb','sn0666077@gmail.com','90785 74336','Svzksb','Abja','90262','Zbak','Sbak','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-20'),(1344,'ANKITA TIWARI','ankitatiwari09299@gmail.com','90815 63503','Joki company ','India','394101','','\n\n\n\n\n','ST Engineers - Products','2025-09-21'),(1345,'D Sajin ','sajinds19@gmail.com','94437 36411','Sinaito ','IN','629167','STM Sheet Metal Laser Cutting Machine ST3015G','I need price ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-21'),(1346,'javed mulani','kgnenterprises2688@gmail.com','8668494891','KGN Enterprises ','India','411048','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-21'),(1347,'Rahul','parmarkiritbhai28@gmail.com','87994 29209','Airtel','Rahul','388250','Rahul','Hy','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-22'),(1348,'John Ephraim K','deckeltools@gmail.com','9003710479','Deckel Tools','india','641005','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-22'),(1349,'SHAMAN','delboysham@gmail.com','84310 69246','Exy','IN','582101','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-22'),(1350,'Pradeep Mittal','faceproindia@gmail.com','9136758988','Face Pro Electronic India ','IN','121001','STM Sheet Metal Laser Cutting Machine ST3015G','3 Kw laser cutting machine ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-22'),(1351,'Multani Moin Aktar','multanimoin261@gmail.com','08733 98781','Mcyczu','India','388255','Hipfd','','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-22'),(1352,'PETER Selvaraj','thelivingword2002@yahoo.com','9942983077','The living word','IN','626001','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-23'),(1353,'seffin','toolroom.echt@omnimatrixindia.com','09047 31432','ECHT - TOOL ENGINEERS AND STAMPERS LLP','India','561203','S&T Engineers Vertex Punch Former V-PS','','VERTEX Best Punch Former V-PS - S&T Engineers','2025-09-23'),(1354,'Thiyagu ','thiyaguveeraragavan@gmail.com','89397 45802','S.M engineering ','India','600042','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','','VERTEX Top Quality Hydraulic Machine Vise VHO-5/6/8 - S&T Engineers','2025-09-23'),(1355,'Devang Patel','devangp@jaivel.com','7984 510412','Jaivel Aerospace','India','382110','YCM Machines Budgetary Price','Hi S&T Team,\nI would like and Budgetary Price and lead time for following YCM machine\n\nUV650\nNFX400A\nTV116B\nNTC2000LY\nNTC2000SLY\nGT250B\ni5\n\nMain purpose is to machine Inconel, Titanium, SS & Aluminium so if any of the above is not suitable than suggest alternative.\n\nBr\nDevang','Top quality CNC Vertical Machining Center YCM TV116B - S&T Engineers','2025-09-23'),(1356,'RUSHIKESH','AGALE@AMPCOMETAL.COM','02135 61081','AMPCO METAL INDIA PRIVATE LIMITED','India','410501','S&T Engineers Vertex MC Power Vise VQC-100','vqc- 125 - 4 nos & vqc- 160 - 2 nos ','VERTEX Best MC Power Vise VQC-100 - S&T Engineers','2025-09-24'),(1357,'Mohammed yaseen','nayeem8224@gamil.com','98850 07220','New bharat enterprise ','IN','500059','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-24'),(1358,'BISWA Ranjan Panigrahi','panigrahibiswaranjan20@gmail.com','99705 40989','Mti','IN','756181','STM Vertical Machining Center VL/VD 850','Quotation ','High Precision Vertical Machining Center STM VL/VD 850','2025-09-25'),(1359,'Naresh Mande','sisnavi.180@gmail.com','90327 86122','Stone villa','IN','507001','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-25'),(1360,'Naresh Mande','premnithya.180@gmail.com','90327 86122','Stone villa','IN','507001','','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-25'),(1361,'Shubham Patil','ssengg0106@gmail.com','95797 77764','SS Engineers ','India','411026','Pronix Electric Tapping Machine PNX-WH-16','Kindly share your best offer for Pronix Electric Tapping machine ','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-09-25'),(1362,'BALRAJ SINGH VIRDI ','gmewmdd@gmail.com','93294 61732','GURUNANAK Engineering Works','India','462023','Skitek Lathe Machine All geared Lathe ST-410','','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-09-25'),(1363,'Bhausaheb ','bhausaheb.khodade@mackeilforgings.com','98811 04445','India ','India','713212','YCM Double Column Machining Center DCV3016B','I am from Mackeil Ispat Forgings Ltd \n\nNeed to buy YCM DCV3016B\n\nQuote me the price','Best Double Column Machining Center YCM DCV3016B - S&T Engineers','2025-09-25'),(1364,'Sangaiya K','ksksangaiya@gmail.com','96554 40011','Sangaya Industries ','IN','620010','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-25'),(1365,'Narendra ','1mindustriesfixture@gmail.com','90354 67879','Lmn industries ','India','560057','Skitek Lathe Machine All geared Lathe ST-410','Lathe ','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-09-26'),(1366,'Suhas Bhuse','suhasbhuse0692@gmail.com','8605673302','Rudra makka Bharada Machinery ','India','413248','STM Sheet Metal Laser Cutting Machine ST3015G','Laser cutting machine \nFor mild steel sheet cutting upto 12 mm','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-26'),(1367,'Zabir ansari','zabiransari84141@gmail.com','93697 41195','Star welding traders and manufacturer ','India','223101','STM Sheet Metal Laser Cutting Machine ST3015G','','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-26'),(1368,'NAVEENKUMAR P','ammanufacturing@progindmfg.com','76395 66393','PROGRESSIVE INDUSTRIES','India','600045','Die Sinking EDM','We are looking for a die sinking EDM for additional capabilities and for precision machining purposes. Please do contact us proceed further','','2025-09-27'),(1369,'NAVEENKUMAR','ammanufacturing@progindmfg.com','76395 66393','PROGRESSIVE INDUSTRIES','India','600045','Skitek CNC Die Sinking EDM Machines-SN40C','We are looking for a EDM machine for the requirement of surface finish and for additional capabilities.\nPlease do contact us to proceed further. ','Top Quality CNC Die Sinking EDM Machines SKITEK SN40C - S&T Engineers','2025-09-27'),(1370,'Mohanraj Lakshmanan','maklan_2009@yahoo.in','97504 40029','Maklan engineering ','IN','641050','Skitek Lathe Machine All geared Lathe ST-660','','S&T SKITEK Advanced All Geared Lathe Machines ST-660 - S&T Engineers','2025-09-27'),(1371,'AEM','amelectricmotors@gmail.com','73873 96784','AM Electric Motors','India','421302','Skitek Lathe Machine All geared Lathe ST-410','Please quote best price and machine external dimensions','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-09-27'),(1372,'Mithun P','mithun200330@gmail.com','91709 43798','Jeeva Industries ','IN','635126','YCM Vertical Machining Center i5','Ycm','Top quality CNC Vertical Machining Center YCM i5 - S&T Engineers','2025-09-28'),(1373,'Nikunj gupta','shreejeesteel6@gmail.com','9818659169','Shree Jee Steel ','India','201002','STM Sheet Metal Laser Cutting Machine ST3015G','1.5KW laser cutting machine','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-09-28'),(1374,'Pritesh Bajaj','pritesh.bajaj@asaraequip.com','09028 47343','Asara Equipment','India','414111','ST3015M - STM Sheet And Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','Kindly share the technical details of machine suitable for tube, pipe, channels, I-beams and sheet cutting. Kindly share up to what thickness this machine can cut metal.','','2025-09-28'),(1375,'Anis Khan','aniskhan55350@gmail.com','99918 73344','Sygote','Frugdy','9999','99999','Rahul \n','Blogs- Why Manufacturers Prefer ZNC Die Sinking EDM Over CNC Die Sinking EDM','2025-09-28'),(1376,'Santosh v sawant ','santosh.sawant@samsongroup.com','85549 86148','Samson controls pvt ltd ','India','412220','Skitek Lathe Machine All geared Lathe ST-660','pl send quotation.','S&T SKITEK Advanced All Geared Lathe Machines ST-660 - S&T Engineers','2025-09-28'),(1377,'Ratnakar Mahajan','surashriind@gmail.com','86689 27405','surashriind@gmail.com','IN','411028','SKITEK DRO Milling Machine PM500','Quote with DRO ','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-09-29'),(1378,'Tanay','tanay.bassi@gmail.com','95691 60009','Shree Balaji Engineering Works','India','146001','YCM 5-Axis Machining Center UV650','Kindly provide quote with detailed specs and inclusions.','Top CNC 5-Axis Machining Center YCM UV650 - S&T Engineers','2025-09-29'),(1379,'Vinoth','vktseng2025@gmail.com','09962 36529','Sri vkts engineering ','India','600119','SKITEK CNC Milling Machine SKCNC900','','S&T SKITEK Vertical Turret CNC Milling Machine SKCNC900 - S&T Engineers','2025-09-30'),(1380,'Vijay','vijaymeethe@gmail.com','09936 43219','Jay durge trolley manufacturers','India','208021','Skitek Lathe Machine All geared Lathe ST-410','','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-10-02'),(1381,'MANOJ Sharma','atozelectricdurgawati@gmail.com','97713 88911','A to z electric ','IN','821105','Skitek Lathe Machine All geared Lathe ST-410','','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-10-02'),(1382,'Pethkar Sumedh','info@mechanite.com','98220 27800','mechanite engg Solutions','India','415004','S&T Engineers Vertex Rod Cutting Off and Grinding Machine VEC-300G','Please share best offer for this machine','VERTEX Top Quality Rod Cutting Off and Grinding MachineVEC-300G - S&T Engineers','2025-10-03'),(1383,'Balgopal Biswal','balgopal.biswal@hawkinscookers.com','79781 55997','Hawkins Cookers Pvt. Ltd.','INDIA','400604','Seeking the quotations of Tool Room Machines','1) Surface Grinding Machines ST 3060 - 1 No\n2) High Surface Grinding Machines SK-3060 3A - 1 No\n3) Vertical Turret Milling Machine PM – 550V - 1 No\n4) High Precision All Geared Lathe ST-410, ST-660 & ST-800 - 1 No Each\n5) High Speed Bandsaw Cutting Machine SK330A - 1 No\n6) High Precision Radial Drilling Manual Lock & Hydraulic Lock - 1 No Each\n7) Miniature – Drilling Machine ST-MRD35, ST-MD31 & ST-GMD40- 1 No Each\n8) Heavy Duty Production Milling machine SK-1250 A & SK-1370 A - 1 No Each\n9) Hand Controlled Magnetic Lifter PNX-1000 - 1 No\n','','2025-10-03'),(1384,'Balgopal Biswal','balgopal.biswal@hawkinscookers.com','79781 55997','Hawkins Cookers Pvt. Ltd.','INDIA','400604','Seeking the quotations of Tool Room Machines','1) Surface Grinding Machines ST 3060 - 1 No\n2) High Surface Grinding Machines SK-3060 3A - 1 No\n3) Vertical Turret Milling Machine PM – 550V - 1 No\n4) High Precision All Geared Lathe ST-410, ST-660 & ST-800 - 1 No Each\n5) High Speed Bandsaw Cutting Machine SK330A - 1 No\n6) High Precision Radial Drilling Manual Lock & Hydraulic Lock - 1 No Each\n7) Miniature – Drilling Machine ST-MRD35, ST-MD31 & ST-GMD40- 1 No Each\n8) Heavy Duty Production Milling machine SK-1250 A & SK-1370 A - 1 No Each\n9) Hand Controlled Magnetic Lifter PNX-1000 - 1 No\n','','2025-10-03'),(1385,'Balgopal Biswal','balgopal.biswal@hawkinscookers.com','79781 55997','Hawkins Cookers Pvt. Ltd.','INDIA','400604','Seeking the quotations of Tool Room Machines','1) Surface Grinding Machines ST 3060 - 1 No\n2) High Surface Grinding Machines SK-3060 3A - 1 No\n3) Vertical Turret Milling Machine PM – 550V - 1 No\n4) High Precision All Geared Lathe ST-410, ST-660 & ST-800 - 1 No Each\n5) High Speed Bandsaw Cutting Machine SK330A - 1 No\n6) High Precision Radial Drilling Manual Lock & Hydraulic Lock - 1 No Each\n7) Miniature – Drilling Machine ST-MRD35, ST-MD31 & ST-GMD40- 1 No Each\n8) Heavy Duty Production Milling machine SK-1250 A & SK-1370 A - 1 No Each\n9) Hand Controlled Magnetic Lifter PNX-1000 - 1 No\n','','2025-10-03'),(1386,'Balgopal Biswal','balgopal.biswal@hawkinscookers.com','79781 55997','Hawkins Cookers Pvt. Ltd.','INDIA','400604','Seeking the quotations of Tool Room Machines','1) Surface Grinding Machines ST 3060 - 1 No\n2) High Surface Grinding Machines SK-3060 3A - 1 No\n3) Vertical Turret Milling Machine PM – 550V - 1 No\n4) High Precision All Geared Lathe ST-410, ST-660 & ST-800 - 1 No Each\n5) High Speed Bandsaw Cutting Machine SK330A - 1 No\n6) High Precision Radial Drilling Manual Lock & Hydraulic Lock - 1 No Each\n7) Miniature – Drilling Machine ST-MRD35, ST-MD31 & ST-GMD40- 1 No Each\n8) Heavy Duty Production Milling machine SK-1250 A & SK-1370 A - 1 No Each\n9) Hand Controlled Magnetic Lifter PNX-1000 - 1 No\n','','2025-10-03'),(1387,'Balgopal Biswal','balgopal.biswal@hawkinscookers.com','79781 55997','Hawkins Cookers Pvt. Ltd.','INDIA','400604','Seeking the quotations of Tool Room Machines','1) Surface Grinding Machines ST 3060 - 1 No\n2) High Surface Grinding Machines SK-3060 3A - 1 No\n3) Vertical Turret Milling Machine PM – 550V - 1 No\n4) High Precision All Geared Lathe ST-410, ST-660 & ST-800 - 1 No Each\n5) High Speed Bandsaw Cutting Machine SK330A - 1 No\n6) High Precision Radial Drilling Manual Lock & Hydraulic Lock - 1 No Each\n7) Miniature – Drilling Machine ST-MRD35, ST-MD31 & ST-GMD40- 1 No Each\n8) Heavy Duty Production Milling machine SK-1250 A & SK-1370 A - 1 No Each\n9) Hand Controlled Magnetic Lifter PNX-1000 - 1 No\n','','2025-10-03'),(1388,'Balgopal Biswal','balgopal.biswal@hawkinscookers.com','79781 55997','Hawkins Cookers Pvt. Ltd.','INDIA','400604','Seeking the quotations of Tool Room Machines','1) Surface Grinding Machines ST 3060 - 1 No\n2) High Surface Grinding Machines SK-3060 3A - 1 No\n3) Vertical Turret Milling Machine PM – 550V - 1 No\n4) High Precision All Geared Lathe ST-410, ST-660 & ST-800 - 1 No Each\n5) High Speed Bandsaw Cutting Machine SK330A - 1 No\n6) High Precision Radial Drilling Manual Lock & Hydraulic Lock - 1 No Each\n7) Miniature – Drilling Machine ST-MRD35, ST-MD31 & ST-GMD40- 1 No Each\n8) Heavy Duty Production Milling machine SK-1250 A & SK-1370 A - 1 No Each\n9) Hand Controlled Magnetic Lifter PNX-1000 - 1 No\n','','2025-10-03'),(1389,'SRIHARISH','sriharish@jyotiworld.com','06357 33823','JYOTI WORLD PVT LTD','India','396185','S&T Engineers Vertex Ejector Pin Cutting Off Unit VEC-100','RFQ for ejector Pin cutting machine with different size specification','VERTEX Top Quality Ejector Pin Cutting Off VEC-100 - S&T Engineers','2025-10-04'),(1390,'HEMANT JANGID','hanumant.toolsandhardware01@gmail.com','97996 72621','Hanumant tools and hardware ','india','302013','S&T Engineers Vertex Universal Boring and Facing Master Head VBHU 202-214','require VBHU-203 PLZ CONTACT','VERTEX High Performance Universal Boring and Facing Master Head VBHU 202-214 - S&T Engineers','2025-10-04'),(1391,'anil mandelia','industrialhardware8@gmail.com','98755 37077','Hardware and agency ','IN','700006','We are supplier of all industrial products and services to different industries ','www.mitcindia.com\n919875537077','','2025-10-05'),(1392,'anil mandelia','industrialhardware8@gmail.com','98755 37077','Hardware and agency ','IN','700006','We are supplier of all industrial products and services to different industries ','www.mitcindia.com\n919875537077','','2025-10-05'),(1393,'Bibhishan Tambe','bibhishan.t@hicoolfans.com','98811 43133','Hicool Electronic Industries','India','410507','S&T Engineers Vertex Ejector Pin Cutting Off Unit VEC-100','We require ejector pin cutting machine .\nMaximum dia 16 mm and length as per standard.','VERTEX Top Quality Ejector Pin Cutting Off VEC-100 - S&T Engineers','2025-10-05'),(1394,'Hiren','Svst.vishwakarma@Vmail.com','09537 95349','Shree Vishwakarma steel traders','India','387411','I m a Traders i want to start plate cutting machine','Plz Instruct to me to get better service','Buy STM CNC laser cutting machines from best supplier S&T','2025-10-05'),(1395,'Saurabh Sawant','saurabhsawant87@gmail.com','89281 44758','Sawant & Sawant','IN','400072','Skitek CNC Die Sinking EDM Machines-SN40C','','Top Quality CNC Die Sinking EDM Machines SKITEK SN40C - S&T Engineers','2025-10-06'),(1396,'Anupam Kumar verma','aayansingh3435@gmail.com','74883 62056','Ravi enterprises ','China','462010','STM Sheet Metal Laser Cutting Machine ST3015G','Hi send me a quation ','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','2025-10-07'),(1397,'Anupam Kumar verma ','aayansingh3435@gmail.com','74883 62056','Ravi enterprises ','America','462010','Cnc laser cutting machine ','','ST Engineers - Thank You','2025-10-07'),(1398,'Akashraj','akasherror360@gmail.com','06384 56805','ERROR STUDIO','India','605105','SKITEK DRO Milling Machine PM500','xzfh','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-10-08'),(1399,'MANU KUMAR','manukumar.h@cyientdlm.com','06362 34591','CYIENT DLM','India','562123','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','Quote required ','VERTEX Top Quality Hydraulic Machine Vise VH-4/5/6/6L/8/8L - S&T Engineers','2025-10-08'),(1400,'MANU KUMAR','manukumar.h@cyientdlm.com','06362 34591','CYIENT DLM','India','562123','S&T Engineers Vertex Modular Precision Machine Vise VMP-4/8D','Need quote','VERTEX Top Quality Modular Precision Machine Vise VMP-4/8D - S&T Engineers','2025-10-08'),(1401,'Ramarajan Perumal','ramarajan.p@taseglobal.com','81484 66835','Trusted Aerospace Engineering pvt ltd','India','602105','Skitek Lathe Machine All geared Lathe ST-660','Hi,\nThis is Ramarajan from Trusted Aerospace Engineering pvt ltd, chennai, We have a requirement of above mentioned conventional lathe . please share your quote and also share your have any contact details in chennai','S&T SKITEK Advanced All Geared Lathe Machines ST-660 - S&T Engineers','2025-10-10'),(1402,'Arun Raj','avtech9395@gmail.com','79042 94127','Av Tech','India','641006','Pronix Magnetic Work Holding Systems','800+ * 400+ electro permanent magnetic Chuck','PRONIX Top Quality Magnetic Work Holding Systems EPM - S&T Engineers','2025-10-25'),(1403,'BHARAT VARIA','b_varia@rediffmail.com','98251 58186','J & B MARKETING','INDIA','395009','ER 40','please send me offer ','','2025-10-26'),(1404,'suraj ','srjmhk29@gmail.com','78618 69137','reliance ','india','395009','Skitek Radial Drilling Machine RD750','I want radial drill machine . budget is under 1.0 lacs','S&T SKITEK Industrial Radial Drilling Machine RD750 - S&T Engineers','2025-10-26'),(1405,'Santhosh ','s.r.santhoshs.r.s8098@gmail.com','75488 19962','Radiant design engineering ','India','600050','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','Share quotation and contact details ','VERTEX High Performance Z-Zero Setter HP-50A/B/AM/BM/100A/100AM - S&T Engineers','2025-10-28'),(1406,'ROHITH R ','design@merlinaero.in','79967 63363','MERLIN','India','560058','Skitek CNC Die Sinking EDM Machines-SN40C','WE ARE LOOKING FOR EDM MACHINE .\nPLEASE PROVIDE US THE BEST COST .','Top Quality CNC Die Sinking EDM Machines SKITEK SN40C - S&T Engineers','2025-10-28'),(1407,'Saurabh Sawant','sawantandsawant1978@gmail.com','99209 02986','Sawant & Sawant','India','400072','Skitek CNC Die Sinking EDM Machines-SN40C','I would like a tentative quote for the same.','Top Quality CNC Die Sinking EDM Machines SKITEK SN40C - S&T Engineers','2025-10-30'),(1408,'Saurabh Sawant','sawantandsawant1978@gmail.com','99209 02986','Sawant & Sawant','India','400072','Skitek Lathe Machine All geared Lathe ST-410','Would like a quote for this Lathe','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','2025-10-30'),(1409,'Vishvajee Lattoo ','triyamitools@gmail.com','98934 85749','Triyamitools ','India','452007','Die sinking EDM(spark erosion)','Pley send details of ZNC and CNC EDM machines','S&T Engineers | CNC electrical discharge machining - EDM Machine','2025-10-31'),(1410,'Saurabh Sawant','saurabhsawant87@gmail.com','99209 02986','SAWANT & SAWANT','India','400072','Skitek CNC Die Sinking EDM Machines-SN40C','','Top Quality CNC Die Sinking EDM Machines SKITEK SN40C - S&T Engineers','2025-11-01'),(1411,'SURESH S','hitechhprecisiontools@gmail.com','09842 18234','HITECHH PRECISION TOOLS','India','600050','S&T Engineers Vertex Sine Vise SVB-20-30','send price for SVB 30','VERTEX Best Sine Vise SVB-20-30 - S&T Engineers','2025-11-03'),(1412,'Shivaprakasha A','epe_asp@yahoo.com','98802 00877','Essar Precision Engineering ','India','560099','S&T Engineers Vertex Tilting Rotary Table VUT-6','Requires Vertex rotary and tilting table of capacity Dia.250. Pl quote.','VERTEX Top Quality Tilting Rotary Table VUT-6 - S&T Engineers','2025-11-04'),(1413,'Satheesh ','abnuserscontact@gmail.com','93846 36265','ABN ENGINEERING WORKS ','India','600050','Skitek Bed-Type Milling Machine B-420','','S&T SKITEK M1tr Bed-Type Milling Machine B-420 - S&T Engineers','2025-11-04'),(1414,'Sanjay prajapati','mevatiindustries@gmail.com','09821 99785','Mewati industries ','India','421506','Pronix Electric Tapping Machine PNX-WH-36','','PRONIX Top Rated Electric Tapping Machine PNX-WH-36 - S&T Engineers','2025-11-04'),(1415,'Kani Selvakumar','projects@mipalloy.com','98407 32925','Mipalloy Private Limited','India','602117','SKITEK Vertical Turret Milling Machine PM500','1 No.','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','2025-11-05'),(1416,'Kani Selvakumar','projects@mipalloy.com','98407 32925','Mipalloy Private Limited','India','602117','Skitek Universal Production Milling Machine SK-1250 A','1 No.','S&T SKITEK Universal Production Milling Machine SK-1250 A - S&T Engineers','2025-11-05'),(1418,'PRAKASH','vinayaka_techno@yahoo.co.in','09845 79388','Vinayaka Techno Industries','India','560058','Universal Type Angle Head for Milling Machine','','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-08'),(1419,'Venkatesh V','sind.process@streparava.com','88613 02267','Streparava India Private Limted','India','560105','S&T Engineers Vertex Driving Carrier VDC-22','Please share the quotation for Drive Dog VDC-22..& details information of Drive dog VDC-22','VERTEX Best Driving Carrier VDC-13-100 - S&T Engineers','2025-11-10'),(1420,'Nidhi','nidhi@alphacds.in','07090 54371','ALPHA CDS EXHIBITS','India','560024','N/A','Hello,\n\nAre you exhibiting at IMTEX FORMING 2026 (January 21 to 25, 2026,BIEC in Bengaluru , it’s the perfect time to start planning your exhibition booth!\n\nWe’re a Bangalore-based stall design and fabrication team, We specialize in creating stalls that maximize space efficiency and elevate your brand with innovative designs and high-quality materials\n\noffering complete end-to-end solutions — from creative 3D design concepts to on-site execution.\n\n✅ Local vendor advantage – Faster turnaround, cost-effective fabrication, and smooth coordination.\n✅ 100% on-time delivery – We hand over the stall before the show starts.\n✅ Custom 3D designs – Tailored layouts that highlight your brand perfectly.\n\nIf you’re participating ,share your booth size and requirements — we’ll prepare a custom 3D concept and quotation for your review.\n\nBest regards,\nNidhi','','2025-11-10'),(1421,'Nidhi','nidhi@alphacds.in','07090 54371','ALPHA CDS EXHIBITS','India','560024','N/A','Hello,\n\nAre you exhibiting at IMTEX FORMING 2026 (January 21 to 25, 2026,BIEC in Bengaluru , it’s the perfect time to start planning your exhibition booth!\n\nWe’re a Bangalore-based stall design and fabrication team, We specialize in creating stalls that maximize space efficiency and elevate your brand with innovative designs and high-quality materials\n\noffering complete end-to-end solutions — from creative 3D design concepts to on-site execution.\n\n✅ Local vendor advantage – Faster turnaround, cost-effective fabrication, and smooth coordination.\n✅ 100% on-time delivery – We hand over the stall before the show starts.\n✅ Custom 3D designs – Tailored layouts that highlight your brand perfectly.\n\nIf you’re participating ,share your booth size and requirements — we’ll prepare a custom 3D concept and quotation for your review.\n\nBest regards,\nNidhi','','2025-11-10'),(1422,'VISHAL','vishal.dhandhukiya79@gmail.com','83209 71150','Amruta Engineering','india','380058','S&T Engineers Vertex Horizontal Milling Attachment VHA-R8/NT30/NT40','Please provide the Best Price for Vertex Horizontal Milling Attachment VHA-NT40','VERTEX Top Quality Horizontal Milling Attachment VHA-R8/NT30/NT40 - S&T Engineers','2025-11-10'),(1423,'GANESH B','treeshadows1@gmail.com','97862 33536','JBG MACHINE WORKS','India','641006','Cnc whirling machine','Do you have cnc thread whirling machine? ','ST Engineers','2025-11-10'),(1424,'Mahesh','karnatoolengineering2020@gmail.com','89512 39153','Karna tool ENGINEERING ','India','571302','CONVENTIONAL','','ST Engineers','2025-11-11'),(1425,'MR SAURABH MANE','dn25557556@gmail.com','77208 38726','Ms DN ENTERPRISES','India','400088','Vertical Drilling Machine','Very Urgent Requirement ','','2025-11-12'),(1426,'LAKSHMANAN','prosperprecisionindiapvtltd@gmail.com','73977 88258','PROSPER PRECISION INDIA PVT LTD','INDIA','602105','S&T Engineers Vertex Wheel Hanger VWH-24/32','KINDLY TELL US HOW MUCH IS THE PRICE FOR VWH-24.WHAT IS THE LEAD TIME FOR DELIVERY.','VERTEX Best Wheel Hanger VWH-24/32 - S&T Engineers','2025-11-14'),(1427,'sachin','sachiin@live.com','98928 91840','Atlantic steel industries','India','400075','Magnetic chuck for lathe','We are looking for a permanent magnetic check for lathe machine.\n\nOur job weight is around 60.00-70.00Kg steel round.\nKindly suggest a suitable chuck for the same.','','2025-11-14'),(1428,'Tayo Aliyu','abadomenterprisesltd@gmail.com','803 353 5862','Abadom Enterprises Limited','Nigeria','10001','Precision Universal Angle Vise: S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','Dear Sir,\n\nKindly quote us your best price and DHL delivery cost to Lagos, Nigeria, for the under-listed material:\n\n1. Adjustable Angle base precision UNIVERSAL SWIVEL VISE – 1set\n\nPrecision Universal Angle Vise: S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4\n\nKindly include:\n\n Approximated gross weight and Dimension.\n Estimated Freight cost to deliver goods to Lagos, Nigeria\n c. Product availability and Delivery period\n d. Technical datasheet, Brochure and other information.\n e. Other terms and conditions \n\nRegard\n\nTayo Aliyu\n\nAbadom Enterprises Limited\n\n6 Ogundare Awise Street, Sholuyi- Gbagada , Lagos Nigeria\n\nTel: 234 8027140808\nE-mail: abadomenterprisesltd@gmail.com\n','','2025-11-16'),(1429,'Somnath Adhikary','tarama_industries@yahoo.co.i','86973 81785','TARA MA INDUSTRIES','India','711104','Makino 3-Axis CNC HMC Machine A51NX','pls share price','Top quality CNC Horizontal Machining Center Makino A51NX - S&T Engineers','2025-11-16'),(1430,'Saaduddin Syed','smsaad.uddin@gmail.com','09949 07424','IRONic','India','500030','Skitek Mini Mill Drill Machine STMD31','Quote for this machine. Delivery in Hyderabad.','S&T SKITEK Table Top Mini Mill Drill Machine STMD31 - S&T Engineers','2025-11-18'),(1431,'Manjunath Gouda','manjunathgouda1993@gmail.com','91649 29602','Swastid engineering pvt ltd','India','563130','S&T Engineers Vertex ER Collet Dividing Punch Former V-PS-ER32','Pls send quotation for vertex ER32 punch former ','VERTEX Best ER Collect Dividing Punch Former V-PS-ER32 - S&T Engineers','2025-11-18'),(1432,'Jayanthan Mohan kumar','geooengineering@gmail.com','70103 78355','GEO ENGINEERING','India','602109','S&T Engineers Vertex Ground Parallels VP-118A','Parallel blocks\n150x36x5 - 4sets\n150x36x10 - 4sets\n150x36x16 - 4sets\n150x36x20 - 4sets\n150x30x5 - 4sets\n150x30x10 - 4sets\n150x30x16 - 4sets\n150x30x20 - 4sets\n150x20x5 - 4sets\n150x20x10 - 4sets\n150x20x16 - 4sets\n150x20x20 - 4sets\n150x16x5 - 4sets\n150x16x10 - 4sets\n150x16x16 - 4sets\n150x16x20 - 4sets\n150x40x10 - 4sets\n150x40x16 - 4sets\n\nall dimensions are in mm and, all corners are 0.5x45Deg, no sharp corners\n\n\n','VERTEX Top Quality Ground Parallels VP-118A - S&T Engineers','2025-11-18'),(1433,'Mohit','mohitsharmapaul@gmail.com','76195 65869','Paul sons and company ','India','560095','S&T Engineers Vertex ER Collet Dividing Punch Former V-PS-ER32','Tell me price ','VERTEX Best ER Collect Dividing Punch Former V-PS-ER32 - S&T Engineers','2025-11-18'),(1434,'Gopisankar','gopisankar.m@asmltd.com','99448 28633','ASM Technologies','India','562111','Pronix Electric Tapping Machine PNX-WH-16','Quote Request','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','2025-11-19'),(1435,'Karthik ','madhuvice@yahoo.com','99009 30762','madhukar engineering','India','580004','S&T Engineers Vertex Tool Makers Vise VDV-20-40','please quote for VDV 20,25,30 & 40','VERTEX Best Tool Maker Vise VDV-20-40 - S&T Engineers','2025-11-19'),(1436,'Karthik','madhuvice@yahoo.com','99009 30762','Madhukar Engineering','India','580004','S&T Engineers Vertex Tool Makers Vise VMV-15-60','please quote for VMV 20,25,30,40,50','VERTEX Best Tool Maker Vise VMV-15-60 - S&T Engineers','2025-11-19'),(1437,'Louis Gyongyosi ','louisgyongyosi@sbcglobal.net','21653 68103','Janl ','Usa','44026','S&T Engineers Vertex Right Angle Head VRA-R8/NT30/NT40','Im looking to buy the nmtb30 unit','VERTEX Top Quality Right Angle Head VRA-R8/NT30/NT40 - S&T Engineers','2025-11-19'),(1438,'V VIJAYAKUMAR ','tasktoolings@gmail.com','99658 74500','TASK TOOLS AND DIES ','India','600058','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','We need clamping set quotation ','VERTEX Top Quality 52 Pcs Steel Clamping Kit CK-103A-206/08-18 - S&T Engineers','2025-11-20'),(1439,'Ajit Desai','ajit.desai@san-engineering.com','84489 76180','San Engineering & Locomotive Co.','India','570018','EDM','Dear Team,\n\nWe are looking for EDM machine for broken drill/tap removal machine.\n\nCapacity should around Dia.6x300mm deep broken drill should be removed.\n\nPlease check available capacity machine and let us know.\n\nRegards,\n\nAjit Desai.','','2025-11-20'),(1440,'HARIPRASANTH ','microtechautoproducts@gmail.com','90253 58592','MICRO TECH AUTO PRODUCTS ','India','635126','STM Fiber Laser Welding Machine ST1000HWM','Can you send about the laser welding machine quotes ','Best Fiber Laser Welding Machine STM ST1000HWM | High Precision & Handheld Options','2025-11-20'),(1441,'Yogesh Khandla','khandlayogesh744@gmail.com','74054 67636','dwarakesh enterprise','India','363421','S&T Engineers Vertex Driving Carrier VDC-13-100','inquiry of the driving carrier for the grinding machine','VERTEX Best Driving Carrier VDC-13-100 - S&T Engineers','2025-11-24'),(1442,'Hemant ','aaa.hemantpatil@gmail.com','88050 00333','Aaa engineering ','India','422010','MST Corporation 90 Degree Angle Head','Need 2 nos .\nPl quote ','MST Reliable Corporation 90 Degree Angle Head - S&T Engineers','2025-11-24'),(1443,'PRAKASH M','kmprakash1992@gmail.com','63802 46990','SM ENTERPRISES','india','641006','S&T Engineers Vertex Angle Plate VAP-1','best price please sir\n','VERTEX Best Angle Plate VAP-1 - S&T Engineers','2025-11-25'),(1444,'Rotem Segev','rotemse@iscar.com','05-288-7548','Iscar LTD','Israel','2495900','SKITEK EDM Small Hole Drill ST430X','Please send me by Email quotation for this machine, Thanks','Best CNC EDM Small Hole Drill SKITEK ST430X','2025-11-25'),(1445,'Murugan','murugan@kmlsensors.com','99625 85990','Kalaimakal Systems ','India','635001','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','Looking for vice for our vmc. Kindly send your catalogue ','VERTEX Top Quality Hydraulic Machine Vise VHO-5/6/8 - S&T Engineers','2025-11-26'),(1446,'Harish Nikam','tp2.mechrd@cosmosmfg.in','63580 57524','Cosmos Impex india pvt ltd','India','390012','Universal Type Angle Head for Milling Machine','Dear Sir/Madam\nPlz quote for 180° Universal Milling head for both BT40 & BT 50.\nThis will be used on VMC. \nThanks n Regads','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-26'),(1447,' Ravi Lokare','unicornenterprises2727@gmail.com','95791 59020','Unicorn Enterprises','india','412105','S&T Engineers Vertex ER Collet Dividing Punch Grinder with Sine Plate V-PS-ER32S','required ','VERTEX Best ER Collect Dividing Punch Grinder with Sine V-PS-ER32S - S&T Engineers','2025-11-26'),(1448,'Rahul J','recad.mechanical.5@gmail.com','63834 50905','Retech solutions pvt ltd','india','600044','SKITEK Medium Speed CNC Wire EDM SR-400/G','i want interested to buy new wire cut edm machine','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-400/G - S&T Engineers','2025-11-27'),(1449,'Krishnankutty MC','purchase@gemprecisiontools.com','88700 20128','Gem Precision Tool (P) Ltd','India','641044','MST Corporation Induction Heater Shrink Fit Machine','Kindly share us the technical and commercial details of your Heater Shrink fit machine for our usage purpose.\nThanking You','MST Reliable Corporation Induction Heater Shrink Fit Machine - S&T Engineers','2025-11-29'),(1450,'Krishnankutty MC','purchase@gemprecisiontools.com','88700 20128','Gem Precision Tool (P) Ltd','India','641044','MST Corporation Induction Heater Shrink Fit Machine','Kindly share us the technical and commercial details of your Heater Shrink fit machine for our usage purpose.\nThanking You','MST Reliable Corporation Induction Heater Shrink Fit Machine - S&T Engineers','2025-11-29'),(1451,'Gajendra Patil ','swarajtechno44@gmail.com','96732 90045','Swaraj Technologies ','India','410512','Angle Head for BT50 Milling Machine','','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-29'),(1452,'Gajendra Patil ','swarajtechno44@gmail.com','96732 90045','Swaraj Technologies ','India','410512','Angle Head for BT50 Milling Machine','Req. Angular head ','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-29'),(1453,'Gajendra Patil ','swarajtechno44@gmail.com','96732 90045','Swaraj Technologies ','India','412105','Angle Head for BT50 Milling Machine','Req. Angular head ','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-29'),(1454,'Gajendra Patil ','swarajtechno44@gmail.com','96732 90045','Swaraj Technologies ','India','412105','Angle Head for BT50 Milling Machine','Req. Angular head ','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-29'),(1455,'Gajendra Patil ','swarajtechno44@gmail.com','96732 90045','Swaraj Technologies ','India','412105','Angle Head for BT50 Milling Machine','Req. Angular head ','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','2025-11-29'),(1456,'Prabhat Gupta','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw metal laser cutting Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1457,'Prabhat Gupta','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw metal laser cutting Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1458,'Prabhat kumar','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw metal laser cutting Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1459,'Prabhat kumar','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1460,'Prabhat','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1461,'Prabhat','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1462,'Prabhat','prabhatgupta183@gmail.com','80768 77329','Krishna steel industries','India','110040','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','3 kw Quotation ','Best CNC Laser Cutting Machines STM ST3015G','2025-11-30'),(1480,'Lloyd Tino','Lloydtino@eventuelldatabase.net','289-229-1002','Eventuell Database Inc','Canada','00000','','Hi,\n \nI’m reaching out to see if you’d be interested in accessing our latest Welding Industry Database.\n \nWe can also provide customized, targeted lists based on your specific needs.\n \nOur verified database includes key decision-makers and sectors such as: Owners / CEOs, R&D Engineers, Procurement / Purchasing Managers, Maintenance Managers, Shop Supervisors / Foremen, Welding Engineers, Metallurgical Engineers, Manufacturing Engineers, Welders, Fabricators / Metal Fabricators, Commercial and residential building, Bridges and highways, Heavy equipment manufacturing, Tool and die making, Sheet metal fabrication, Pipeline welding, Refinery construction and maintenance, Naval and commercial shipbuilding, Dockyard repair, Subsea welding, Aerospace & Defense, Automotive & Transportation, Power Generation, Mining & Heavy Industry and more.\n \nWould you like to review a free sample? Simply share your preferences below:\n \nTarget Industry: _____________\nTarget Job Titles: _______________\nTarget Geographies: _______________\n \nLooking forward to your thoughts.\n \nBest regards,\nLloyd Tino\nEventuell Database Inc.\n','','2025-12-02'),(1481,'Lloyd Tino','Lloydtino@eventuelldatabase.net','289-229-1002','Eventuell Database Inc','Canada','00000','','Hi,\n \nI’m reaching out to see if you’d be interested in accessing our latest Welding Industry Database.\n \nWe can also provide customized, targeted lists based on your specific needs.\n \nOur verified database includes key decision-makers and sectors such as: Owners / CEOs, R&D Engineers, Procurement / Purchasing Managers, Maintenance Managers, Shop Supervisors / Foremen, Welding Engineers, Metallurgical Engineers, Manufacturing Engineers, Welders, Fabricators / Metal Fabricators, Commercial and residential building, Bridges and highways, Heavy equipment manufacturing, Tool and die making, Sheet metal fabrication, Pipeline welding, Refinery construction and maintenance, Naval and commercial shipbuilding, Dockyard repair, Subsea welding, Aerospace & Defense, Automotive & Transportation, Power Generation, Mining & Heavy Industry and more.\n \nWould you like to review a free sample? Simply share your preferences below:\n \nTarget Industry: _____________\nTarget Job Titles: _______________\nTarget Geographies: _______________\n \nLooking forward to your thoughts.\n \nBest regards,\nLloyd Tino\nEventuell Database Inc.\n','','2025-12-02'),(1482,'Lloyd Tino','Lloydtino@eventuelldatabase.net','289-229-1002','Eventuell Database Inc','Canada','00000','','Hi,\n \nI’m reaching out to see if you’d be interested in accessing our latest Welding Industry Database.\n \nWe can also provide customized, targeted lists based on your specific needs.\n \nOur verified database includes key decision-makers and sectors such as: Owners / CEOs, R&D Engineers, Procurement / Purchasing Managers, Maintenance Managers, Shop Supervisors / Foremen, Welding Engineers, Metallurgical Engineers, Manufacturing Engineers, Welders, Fabricators / Metal Fabricators, Commercial and residential building, Bridges and highways, Heavy equipment manufacturing, Tool and die making, Sheet metal fabrication, Pipeline welding, Refinery construction and maintenance, Naval and commercial shipbuilding, Dockyard repair, Subsea welding, Aerospace & Defense, Automotive & Transportation, Power Generation, Mining & Heavy Industry and more.\n \nWould you like to review a free sample? Simply share your preferences below:\n \nTarget Industry: _____________\nTarget Job Titles: _______________\nTarget Geographies: _______________\n \nLooking forward to your thoughts.\n \nBest regards,\nLloyd Tino\nEventuell Database Inc.\n','','2025-12-02'),(1483,'Swarup Datta','swarup.datta@hotmail.com','98818 31543','S K Engineering','INDIA','422007','S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','RFQ for VUA3/4','VERTEX Best Precision Universal Angle Vise VUA-3/4 - S&T Engineers','2025-12-03'),(1484,'Swarup Datta','swarup.datta@hotmail.com','98818 31543','S K Engineering','INDIA','422007','S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','RFQ for VUA3/4','VERTEX Best Precision Universal Angle Vise VUA-3/4 - S&T Engineers','2025-12-03'),(1485,'Swarup Datta','swarup.datta@hotmail.com','98818 31543','S K Engineering','INDIA','422007','S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','RFQ for VUA3/4','VERTEX Best Precision Universal Angle Vise VUA-3/4 - S&T Engineers','2025-12-03'),(1486,'Swarup Datta','swarup.datta@hotmail.com','98818 31543','S K Engineering','INDIA','422007','S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','RFQ for VUA3/4','VERTEX Best Precision Universal Angle Vise VUA-3/4 - S&T Engineers','2025-12-03'),(1507,'Natalie Gamperl','natalie.gamperl@bohler-edeIstahl.com','+4350314209','BÖHLER Edelstahl GmbH','Austria','50314','RFQ Sheet metal cutting and forming machines','Good Morning Sir ,\r\n\r\nI hope this message finds you well. I am writing to inquire about purchasing Sheet metal cutting and forming machines for our ongoing projects. I kindly request you to provide us with the following information:\r\n 1. A detailed quotation of the product /services, including pricing, terms, and conditions.\r\n 2. Any available options for customization or additional services.\r\n 3. Estimated delivery timeline and payment terms.\r\n\r\nAdditionally, if there are any promotions or discount for bulk purchases, i would be grateful for that information as well. Given the nature of this request, we would like to proceed with the order as soon as possible to meet our project\'s deadlines. Should you need more information, please feel free to contact me.\r\n\r\nWe would like to thank you for the trusting cooperation and wish you a Merry Christmas as well as health, happiness and success for the coming year.','Contact_us','2025-12-06'),(1513,'Keerthi','keerthana.stengineers@gmail.com','+919600968775','STM CNC','India','641039','VMC','Test','Contact_us','2025-12-06'),(1514,'Keerthana Mohanraj','keerthimohanraj18@gmail.com','+919566422834','S&T Machinery Pvt. Ltd.','India','641039','Dener Ball Screw Press Brake Machine','Test','Enquiry','2025-12-06'),(1515,'Keerthana Mohanraj','keerthimohanraj18@gmail.com','+919600968775','S&T Machinery Pvt. Ltd.','India','641039','VMC','Test message','Contact_us','2025-12-06'); /*!40000 ALTER TABLE `contact` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `index_seo` -- DROP TABLE IF EXISTS `index_seo`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `index_seo` ( `id` int NOT NULL AUTO_INCREMENT, `pagetitle` text COLLATE utf8mb4_general_ci NOT NULL, `metadescription` text COLLATE utf8mb4_general_ci NOT NULL, `metatags` text COLLATE utf8mb4_general_ci NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=3 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_general_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `index_seo` -- LOCK TABLES `index_seo` WRITE; /*!40000 ALTER TABLE `index_seo` DISABLE KEYS */; /*!40000 ALTER TABLE `index_seo` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `job_details` -- DROP TABLE IF EXISTS `job_details`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `job_details` ( `id` int NOT NULL AUTO_INCREMENT, `jobcode` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `jobdesc` longtext COLLATE utf8mb4_unicode_ci NOT NULL, `designation` text COLLATE utf8mb4_unicode_ci NOT NULL, `experience` text COLLATE utf8mb4_unicode_ci NOT NULL, `jobtype` text COLLATE utf8mb4_unicode_ci NOT NULL, `education` text COLLATE utf8mb4_unicode_ci NOT NULL, `location` varchar(400) COLLATE utf8mb4_unicode_ci NOT NULL, `fieldexp` varchar(50) COLLATE utf8mb4_unicode_ci NOT NULL, `status` varchar(50) COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` date NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=22 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `job_details` -- LOCK TABLES `job_details` WRITE; /*!40000 ALTER TABLE `job_details` DISABLE KEYS */; INSERT INTO `job_details` VALUES (8,'STESA01','<p><span style=\"\"><b>A sales Engineers primary responsibility includes,<br></b></span></p><p><span style=\"\"><b><br></b></span></p><ol><li><span style=\"\"><b>Technical Expertise:</b> Possess a strong understanding of the technical aspects of machine tools, industrial machinery, CNC machines, and plastic injection molding machines. This allows them to explain features, functionalities, and benefits to potential customers.</span></li><li><b style=\"\">Solution Selling:</b><span style=\"\"> Identify customer needs and translate them into technical solutions using the appropriate machinery from your companys offerings.</span></li><li><b style=\"\">Customer Presentations & Demonstrations:</b><span style=\"\"> Effectively present and demonstrate the capabilities of your machines, addressing technical questions and concerns.</span></li><li><b style=\"\">Proposal Development:</b><span style=\"\"> Contribute to creating technical proposals tailored to specific customer requirements.</span></li><li><b style=\"\">Sales Support: </b><span style=\"\">Collaborate with the sales team throughout the sales cycle, providing technical expertise during negotiations and closing deals.</span></li></ol><p><b style=\"\">Qualities/Skills Required:</b></p><ol><li>Good Communication Skills</li><li>Good technical knowledge on the machine tools, production engineering, manufacturing, industrial machines and accessories</li><li>Prospecting and Lead generation</li><li>Negotiation skills</li><li>Objection handling</li><li>Solution selling</li><li>Relationship building</li><li>Time management and organization</li></ol>','Sales Engineer',' 1 to 3 Years','Full-time','B.E/B.Tech/Diploma','Coimbatore, Bangalore, Chennai, Delhi, Ahmedabad','Machine Tools, Heavy Machinery, Industrial Machine','active','2022-07-19'),(9,'STESA02','<h6><span style=\"font-weight: 700;\">A Senior Sales Engineer Primary Responsibilities include,</span></h6><ol><li><b style=\"\">Technical Expertise:</b><span style=\"\"> Possess a strong understanding of the technical aspects of machine tools, industrial machinery, CNC machines, and plastic injection molding machines. This allows them to explain features, functionalities, and benefits to potential customers</span></li><li><b style=\"\">Solution Selling</b><span style=\"\">:</span><span style=\"\"> Identify customer needs and translate them into technical solutions using the appropriate machinery from your companys offerings</span></li><li><b style=\"\">Customer Presentations & Demonstrations:</b><span style=\"\"> Effectively present and demonstrate the capabilities of your machines, addressing technical questions and concerns</span></li><li><b>Proposal Development:</b><span style=\"\"><b> </b>Contribute to creating technical proposals tailored to specific customer requirements</span></li><li><b style=\"\">Sales Support:</b><span style=\"\"> Collaborate with the sales team throughout the sales cycle, providing technical expertise during negotiations and closing deals.</span></li><li><strong style=\"\">Lead Generation:</strong><span style=\"\"> May take on a more active role in identifying and qualifying potential customers.</span></li><li><strong style=\"\">Mentorship:</strong><span style=\"\"> Provide guidance and support to junior Sales Engineers.</span></li><li><strong style=\"\">Complex Deals:</strong><span style=\"\"> Handle more complex sales opportunities that require in-depth technical knowledge and negotiation skills.</span></li></ol><p><b>Qualities/Skills Required:</b></p><ol><li><span style=\"\">Good Communication Skills</span></li><li>Good Technical Knowledge On The Machine Tools, Production Engineering, Manufacturing, Industrial Machines And Accessories</li><li>Prospecting And Lead Generation</li><li>Negotiation Skills</li><li>Objection Handling</li><li>Solution Selling</li><li>Relationship Building</li><li>Time Management And Organization</li></ol><p data-sourcepos=\"11:1-11:26\"></p>','Senior Sales Engineer','4 to 7 Years','Full-time','B.E/B.Tech/Diploma','Coimbatore, Bangalore, Chennai, Delhi, Ahmedabad','Experience in the Machine tools, industrial machin','active','2022-07-19'),(10,'STESA04','<p>A Sales Manager Primary Responsibilities Include,<br></p><ul><li><b>Technical Expertise: </b>Possess A Strong Understanding Of The Technical Aspects Of Machine Tools, Industrial Machinery, CNC Machines, And Plastic Injection Molding Machines. This Allows Them To Explain Features, Functionalities, And Benefits To Potential Customers</li><li><span style=\"\"><b>Solution Selling:</b> Identify Customer Needs And Translate Them Into Technical Solutions Using The Appropriate Machinery From Your Companys Offerings</span></li><li><b>Customer Presentations & Demonstrations:</b> Effectively Present And Demonstrate The Capabilities Of Your Machines, Addressing Technical Questions And Concerns</li><li><b>Proposal Development: </b>Contribute To Creating Technical Proposals Tailored To Specific Customer Requirements</li><li><b>Sales Support: </b>Collaborate With The Sales Team Throughout The Sales Cycle, Providing Technical Expertise During Negotiations And Closing Deals.</li><li><b>Lead Generation: </b>May Take On A More Active Role In Identifying And Qualifying Potential Customers.</li><li><b>Mentorship: </b>Provide Guidance And Support To Junior Sales Engineers.</li><li><b>Complex Deals: </b>Handle More Complex Sales Opportunities That Require In-depth Technical Knowledge And Negotiation Skills.</li><li>Sales Team Leadership: Oversee The Performance Of A Team Of Sales Engineers Or Other Sales Representatives Within A Specific Area Or Territory.</li><li><b>Sales Strategy & Planning:</b> Develop And Implement Sales Strategies For Their Assigned Area, Aligning With Overall Company Goals.</li><li><b>Coaching & Motivation: </b>Coach And Motivate Their Team To Achieve Sales Targets.</li><li><b>Recruiting & Training: </b>May Be Involved In Recruiting And Training New Sales Personnel.</li><li><b>Performance Management: </b>Track And Evaluate The Performance Of Their Team Members</li><li><b>Overall Sales Leadership: </b>Provide overall leadership and direction for the entire sales team, which might include multiple Area/Assistant Sales Managers and inpidual Sales Engineers.</li><li><b>Sales Forecasting & Budgeting: </b>Develop sales forecasts and budgets for the company.</li><li><b>Sales Strategy Development:</b> Lead the development and implementation of overall sales strategies.</li><li><b>Customer Relationship Management: </b>Build and maintain relationships with key clients.</li><li><b>Performance Analysis: </b>Analyze sales performance data and identify areas for improvement.</li></ul><p><b>Quality/Skills Required:</b></p><ul><li>Good Communication Skills</li><li>Good Technical Knowledge On The Machine Tools, Production Engineering, Manufacturing, Industrial Machines And Accessories</li><li>Prospecting And Lead Generation</li><li>Negotiation Skills</li><li>Objection Handling</li><li>Solution Selling</li><li>Relationship Building</li><li>Time Management And Organization</li></ul>','Sales Manager','10+ Years','Full-time','B.E/B-Tech/Diploma','Coimbatore, Bangalore, Chennai, Ahmedabad, Delhi','Experience in Sales of machine tools, industrial m','active','2023-02-13'),(11,'STESA03','<p>A Senior Sales Engineer Primary Responsibilities Include,</p><ol><li><b>Technical Expertise:</b> Possess A Strong Understanding Of The Technical Aspects Of Machine Tools, Industrial Machinery, CNC Machines, And Plastic Injection Molding Machines. This Allows Them To Explain Features, Functionalities, And Benefits To Potential Customers</li><li><b>Solution Selling: </b>Identify Customer Needs And Translate Them Into Technical Solutions Using The Appropriate Machinery From Your Companys Offerings</li><li><b>Customer Presentations & Demonstrations:</b> Effectively Present And Demonstrate The Capabilities Of Your Machines, Addressing Technical Questions And Concerns</li><li><b>Proposal Development: </b>Contribute To Creating Technical Proposals Tailored To Specific Customer Requirements</li><li><b>Sales Support: </b>Collaborate With The Sales Team Throughout The Sales Cycle, Providing Technical Expertise During Negotiations And Closing Deals.</li><li><b>Lead Generation: </b>May Take On A More Active Role In Identifying And Qualifying Potential Customers.</li><li><b>Mentorship: </b>Provide Guidance And Support To Junior Sales Engineers.</li><li><b>Complex Deals: </b>Handle More Complex Sales Opportunities That Require In-depth Technical Knowledge And Negotiation Skills.</li><li><b>Sales Team Leadership:</b> Oversee the performance of a team of Sales Engineers or other sales representatives within a specific area or territory.</li><li><b>Sales Strategy & Planning:</b> Develop and implement sales strategies for their assigned area, aligning with overall company goals.</li><li><b>Coaching & Motivation: </b>Coach and motivate their team to achieve sales targets.</li><li><b>Recruiting & Training:</b> May be involved in recruiting and training new sales personnel.</li><li><b>Performance Management: </b>Track and evaluate the performance of their team members</li></ol><p><br></p><p>Quality/Skills Required:</p><ol><li>Good Communication Skills</li><li>Good Technical Knowledge On The Machine Tools, Production Engineering, Manufacturing, Industrial Machines And Accessories</li><li>Prospecting And Lead Generation</li><li>Negotiation Skills</li><li>Objection Handling</li><li>Solution Selling</li><li>Relationship Building</li><li>Time Management And Organization</li></ol>','Area/Assistant Sales Manager','7 to 10 Years','Full-time','B.E/B.Tech/Diploma','Coimbatore, Bangalore, Chennai, Delhi, Ahmedabad','Experience in Sales of Machine tools, Industrial m','active','2023-03-25'),(13,'STESE01','<p><b>Service Engineer:</b></p><p><b>Field Service:</b> Perform routine maintenance, troubleshooting, and repairs on-site at customer locations. This includes diagnosing problems, replacing defective parts, and performing calibrations.</p><p><b>Technical Expertise:</b> Possess a strong understanding of the mechanical and electrical systems of the various machine tools they service.</p><p><b>Customer Service: </b>Provide excellent customer service by effectively communicating with clients, understanding their needs, and ensuring their satisfaction with the service provided.</p><p><b>Documentation:</b> Accurately document service calls, repairs performed, and parts replaced.</p><p><b>Preventative Maintenance: </b>Perform preventative maintenance procedures to identify and address potential issues before they cause downtime.</p><p><br></p><p>Quality/Skills Required</p><ol><li>Machine Tool Knowledge</li><li>Troubleshooting Skills</li><li>Electrical and Mechanical Skills</li><li>Repair Skills</li><li>Problem-Solving Skills</li><li>Customer Service</li><li>Safety</li><li>Computer Literacy</li></ol>','Service Engineer','1 to 4 Years','Full-time','B.E/B-Tech/Diploma','Coimbatore, Bangalore, Chennai, Delhi, Ahmedabad','Experience in machine tools service','active','2024-07-10'),(14,'STESE02','<p style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px; color: var(--ontech-black); \">Job Description</p><ol><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><b>Field Service</b>: Perform routine maintenance, troubleshooting, and repairs on-site at customer locations. This includes diagnosing problems, replacing defective parts, and performing calibrations.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><b>Technical Expertise:</b> Possess a strong understanding of the mechanical and electrical systems of the various machine tools they service.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><b>Customer Service: </b>Provide excellent customer service by effectively communicating with clients, understanding their needs, and ensuring their satisfaction with the service provided.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><b>Documentation: </b>Accurately document service calls, repairs performed, and parts replaced.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><b>Preventative Maintenance:</b> Perform preventative maintenance procedures to identify and address potential issues before they cause downtime.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><strong>Complex Repairs:</strong> Handle more complex repairs that require advanced troubleshooting skills and knowledge.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><strong>Mentorship:</strong> Provide guidance and support to junior Service Engineers.</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><strong>Technical Training:</strong> May be involved in training new service engineers on specific machines or service procedures.<br></span></font></li></ol><p style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Quality/Skills Required</span></font></p><p style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\"><br></span></font></p><ol><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Machine Tool Knowledge</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Troubleshooting Skills</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Electrical And Mechanical Skills</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Repair Skills</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Problem-Solving Skills</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Customer Service</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Safety</span></font></li><li style=\"margin-right: 0px; margin-bottom: 0px; margin-left: 0px;\"><font face=\"Gilroy-medium\"><span style=\"\">Computer Literacy</span></font></li></ol>','Senior Service Engineer','4 to 7 Years','Full-time','B.E/B-Tech/Diploma','Coimbatore, Bangalore, Chennai, Delhi, Ahmedabad','Experience in machine tools service','active','2024-07-10'),(15,'STESE03','<p>Area/Assistant Service Manager responsibilities include,</p><ol><li><b style=\"\">Technical Expertise: </b><span style=\"\">Possess a strong understanding of the mechanical and electrical systems of the various machine tools they service.</span><br></li><li><b style=\"\">Customer Service:</b><span style=\"\"> Provide excellent customer service by effectively communicating with clients, understanding their needs, and ensuring their satisfaction with the service provided.</span></li><li><b>Documentation: </b>Accurately document service calls, repairs performed, and parts replaced.</li><li><b>Mentorship:</b> Provide guidance and support to junior Service Engineers.</li><li><b>Technical Training: </b>May be involved in training new service engineers on specific machines or service procedures.</li><li><b>Team Leadership: </b>Oversee the performance of a team of Service Engineers within a specific area or territory.</li><li><b>Service Scheduling: </b>Schedule service calls for their team, ensuring efficient allocation of resources and timely customer service.</li><li><b>Performance Management:</b> Track and evaluate the performance of their team members, providing feedback and coaching for improvement.</li><li><b>Inventory Management:</b> Maintain an adequate inventory of parts and supplies to support service calls.</li><li><b>Customer Relationship Management: </b>Build and maintain positive relationships with key customers.</li></ol><p><span style=\"\"><br></span></p><p><span style=\"\">Quality/Skills Required:</span><br></p><ol><li>Machine Tool Knowledge</li><li>Troubleshooting Skills</li><li>Electrical And Mechanical Skills</li><li>Repair Skills</li><li>Problem-Solving Skills</li><li>Customer Service</li><li>Safety</li><li>Computer Literacy</li></ol>','Area/Assistant Service Manager','7 to 10 Years','Full-time','B.E/B-Tech/Diploma','Coimbatore, Chennai, Bangalore, Delhi, Ahmedabad','Experience in Machine tools Service','active','2024-07-10'),(16,'STESE04','<p>A Service Manager main job responsibility include,</p><ol><li><b>Team Leadership: </b>Oversee the performance of a team of Service Engineers within a specific area or territory.</li><li><b>Service Scheduling:</b> Schedule service calls for their team, ensuring efficient allocation of resources and timely customer service.</li><li><b>Performance Management: </b>Track and evaluate the performance of their team members, providing feedback and coaching for improvement.</li><li><b>Inventory Management: </b>Maintain an adequate inventory of parts and supplies to support service calls.</li><li><b>Customer Relationship Management:</b> Build and maintain positive relationships with key customers.</li><li><b>Overall Service Leadership:</b> Provide overall leadership and direction for the entire service department, which might include multiple Area/Assistant Service Managers and individual Service Engineers.</li><li><b>Service Strategy & Planning:</b> Develop and implement service strategies to optimize service delivery and customer satisfaction.</li><li><b>Budget Management: </b>Manage the service departments budget, including parts, labor, and travel costs.</li><li><b>Performance Analysis: </b>Analyze service performance data to identify areas for improvement and implement process improvements.</li><li><b>Vendor Management: </b>Manage relationships with vendors who supply parts and support services.</li></ol><p><br></p><p>Quality Skills Required</p><ol><li>Machine Tool Knowledge</li><li>Troubleshooting Skills</li><li>Electrical And Mechanical Skills</li><li>Repair Skills</li><li>Problem-Solving Skills</li><li>Customer Service</li><li>Safety</li><li>Computer Literacy</li></ol>','Service Manager','10+ Years','Full-time','B.E/B-Tech/Diploma','Coimbatore, Chennai, Bangalore, Delhi, Ahmedabad','Experience in machine tools service','active','2024-07-10'),(17,'STE01','<p style=\"text-align: justify; \"><b>Were Looking for Talented Individuals! - Join Our Team</b></p><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \">Are you a highly motivated and enthusiastic individual looking for an exciting opportunity to grow? We are seeking passionate and driven individuals to join our team.</p><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \">Were seeking enthusiastic individuals to join our growing company. No specific qualifications or degrees needed. We value a positive attitude, a strong work ethic, and a desire to learn. We offer competitive benefits and a supportive work environment. Apply today!</p>','Open Position Awaits - Apply Now!','0','Full-time','Nil','PAN INDIA','Nil','active','2025-01-22'); /*!40000 ALTER TABLE `job_details` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `join_venture` -- DROP TABLE IF EXISTS `join_venture`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `join_venture` ( `id` int NOT NULL AUTO_INCREMENT, `name` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `email` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `phone` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `location` text COLLATE utf8mb4_unicode_ci NOT NULL, `facing` text COLLATE utf8mb4_unicode_ci NOT NULL, `land_extend` text COLLATE utf8mb4_unicode_ci NOT NULL, `frontage` text COLLATE utf8mb4_unicode_ci NOT NULL, `comments` text COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` date NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; 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(1,'st-admin','p9MfR3@e8%-1GC','d7ce5b953ee68dbd8501a6c216fd9e91'); /*!40000 ALTER TABLE `login` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `news_events` -- DROP TABLE IF EXISTS `news_events`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `news_events` ( `id` int NOT NULL AUTO_INCREMENT, `title` text COLLATE utf8mb4_unicode_ci NOT NULL, `image` text COLLATE utf8mb4_unicode_ci NOT NULL, `thump_image` text COLLATE utf8mb4_unicode_ci NOT NULL, `gal_img` text COLLATE utf8mb4_unicode_ci NOT NULL, `news_type` varchar(100) COLLATE utf8mb4_unicode_ci NOT NULL, `event_date` date NOT NULL, `news_content` longtext COLLATE utf8mb4_unicode_ci NOT NULL, `alt_content` text COLLATE utf8mb4_unicode_ci NOT NULL, `news_url` text COLLATE utf8mb4_unicode_ci NOT NULL, `description` text COLLATE utf8mb4_unicode_ci NOT NULL, `status` varchar(50) COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` date NOT NULL, `updated_at` date NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=33 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `news_events` -- LOCK TABLES `news_events` WRITE; /*!40000 ALTER TABLE `news_events` DISABLE KEYS */; INSERT INTO `news_events` VALUES (1,'Remarkable Journey at ENGIMACH 2023','','https://stengineers.com/admin/api/news-thump/thumb-491521704179420.jpg','https://stengineers.com/admin/api/news-image/news-952031704179423.jpg','Completed','2023-10-02','<p><!--[if gte mso 9]><xml>\n <o:OfficeDocumentSettings>\n <o:AllowPNG/>\n </o:OfficeDocumentSettings>\n</xml><![endif]--><!--[if gte mso 9]><xml>\n <w:WordDocument>\n <w:View>Normal</w:View>\n <w:Zoom>0</w:Zoom>\n <w:TrackMoves/>\n <w:TrackFormatting/>\n <w:PunctuationKerning/>\n <w:ValidateAgainstSchemas/>\n <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>\n <w:IgnoreMixedContent>false</w:IgnoreMixedContent>\n 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S&T\nGroup proudly unveiled an impressive array of cutting-edge machinery,\ncaptivating the attention of industry experts and enthusiasts alike. We extend\nour heartfelt gratitude to everyone who contributed to the success of this\nmomentous event.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">Among the showcased innovations were:</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><strong><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">1. YCM i5, 3 Axis Vertical Machining Center:</span></strong><span style=\"Century Gothic",sans-serif;color:#0E101A\"> A pinnacle\nof precision and efficiency, the YCM i5 represents the forefront of vertical\nmachining technology. Its advanced capabilities promise to revolutionize\nmanufacturing processes, offering unparalleled accuracy and performance.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><strong><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">2. SKITEK- Surface Grinding Machine SK3060 ADS:</span></strong><span style=\"Century Gothic",sans-serif;color:#0E101A\"> Demonstrating\nunparalleled precision and surface finish, the SKITEK SK3060 ADS Surface\nGrinding Machine exemplifies excellence in grinding technology. Its advanced\nfeatures set new benchmarks in surface grinding, catering to perse industrial\nneeds.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><strong><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">3. SENFENG-3015G 1.5Kw Metal Laser Cutting Machine:</span></strong><span style=\"Century Gothic",sans-serif;color:#0E101A\"> The\nSENFENG-3015G Metal Laser Cutting Machine showcased at our booth exemplifies\ninnovation in metal fabrication. With its cutting-edge laser technology, this\nmachine empowers precision cutting, enabling intricate designs and efficient\nmetal processing.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">The vibrant atmosphere at our exhibition stall provided a\nplatform for in-depth demonstrations, engaging discussions, and interactive\nsessions with industry leaders. Visitors witnessed firsthand the capabilities\nof these machines, igniting discussions on the future of engineering and\nmanufacturing.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">We express our gratitude to all who visited our booth,\ninteracted with our team, and showed keen interest in our showcased machinery.\nYour enthusiasm and engagement fueled our commitment to pioneering advancements\nin engineering solutions.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">As we reflect on this remarkable showcase, we remain dedicated\nto pushing the boundaries of innovation, fostering partnerships, and delivering\ncutting-edge technology that propels industries forward.</span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"Century Gothic",sans-serif;\ncolor:#0E101A\">Thank you for being part of our journey at ENGIMACH 2023! Stay\ntuned for more updates and innovative solutions from S&T Engineers -\nTrading Unit of S&T Group.</span></p>\n\n','','remarkable-journey-at-engimach-2023','At ENGIMACH 2023, S&T Engineers - Trading Unit of S&T Group proudly unveiled an impressive array of cutting-edge machinery, captivating the attention of industry experts and enthusiasts alike.','active','2024-01-02','2024-01-02'),(2,'IMTEX Forming 2024','','https://stengineers.com/admin/api/news-thump/thumb-268401714477534.jpg','https://stengineers.com/admin/api/news-image/news-195031704179613.jpg','Completed','2024-01-19','<p><!--[if gte mso 9]><xml>\n <o:OfficeDocumentSettings>\n <o:AllowPNG/>\n </o:OfficeDocumentSettings>\n</xml><![endif]--><!--[if gte mso 9]><xml>\n <w:WordDocument>\n <w:View>Normal</w:View>\n <w:Zoom>0</w:Zoom>\n <w:TrackMoves/>\n <w:TrackFormatting/>\n <w:PunctuationKerning/>\n <w:ValidateAgainstSchemas/>\n <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>\n 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EXPO!</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">S&T\nEngineers, a proud Trading pision of the esteemed S&T Group, cordially\ninvites you to immerse yourselves in the pinnacle of metal forming and\nmanufacturing technologies at IMTEX Forming E 2024. This remarkable event is\nset to unfold its grandeur from January 19 to 23, 2024, at the Bangalore\nInternational Exhibition Centre (BIEC) in Bengaluru, India.</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><strong><span style=\"color:#0E101A\">Discover\nCutting-Edge Innovation: IMTEX EXPO</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">Under the\ntheme \"Forming the Future of Manufacturing,\" IMTEX Forming 2024 is\ngeared up to be an exceptional platform where the worlds most advanced metal\nforming machines, tools, equipment, automation solutions, software, and more\nwill be showcased. S&T Engineers will proudly present our unparalleled\nrange of laser cutting machines and bending machines, perfectly tailored to\nmeet the evolving demands of the Indian industry.</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><strong><span style=\"color:#0E101A\">Unravel\nthe Spectacular Offerings:</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">With over\n500 exhibitors from around the globe, this 8th edition of IMTEX EXPO promises\nan unparalleled opportunity to witness groundbreaking technologies and\ninnovations. Expect an influx of over 50,000 industry professionals, including\nmanufacturers, engineers, distributors, and more, congregating to explore,\ncollaborate, and revolutionize the manufacturing landscape.</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><strong><span style=\"color:#0E101A\">Immersive\nEngagements Await:</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">The events\nhighlights include a captivating International Seminar on Forming Technology on\nJanuary 18, 2024, delving into the latest advancements and trends. Engage in\nlive demonstrations of cutting-edge machines and equipment, seize B2B\nnetworking prospects, and immerse yourselves in knowledge-sharing sessions and\nworkshops. Embrace the special focus on transformative technologies like\nIndustry 4.0, AI, and robotics.</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><strong><span style=\"color:#0E101A\">Shape\nthe Future:</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">S&T\nEngineers envisions the future of manufacturing in India and is committed to\nelevating your production capabilities. Join us at Hall2A - Stall B106 to\nexperience firsthand our state-of-the-art solutions and discuss how our\nmachinery can empower your business for the future.</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><strong><span style=\"color:#0E101A\">Mark\nYour Calendar:</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">Make sure to\nmark your calendar for this landmark Expo—IMTEX Forming Expo 2024—from January\n19 to 23, 2024, at the Bangalore International Exhibition Centre (BIEC). Be\nprepared to witness a convergence of innovation, expertise, and excellence in\nmetal forming and manufacturing technologies.</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">Dont miss\nthis exclusive opportunity to be part of the forefront of industrial revolution\nand advancement. We look forward to welcoming you to our booth at IMTEX Forming\n2024!</span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:150%\"><span style=\"color:#0E101A\">For further\ndetails and inquiries, feel free to contact us at +9+1 82200 44287.</span></p>\n\n<p class=\"MsoNormal\" style=\"line-height:150%\"><br></p>\n\n','','imtex-forming-2024','S&T Engineers, a proud Trading division of the esteemed S&T Group, cordially invites you to immerse yourselves in the pinnacle of metal forming and manufacturing technologies at IMTEX Forming E 2024.','active','2024-01-02','2024-07-29'),(3,'TAGMA DMI INDIA EXPO 2024','','https://stengineers.com/admin/api/news-thump/thumb-152961704179772.jpg','https://stengineers.com/admin/api/news-image/news-189731704179775.jpg','Completed','2024-02-14','<p><!--[if gte mso 9]><xml>\n <o:OfficeDocumentSettings>\n <o:AllowPNG/>\n </o:OfficeDocumentSettings>\n</xml><![endif]--><!--[if 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<w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"60\" Name=\"Light Shading Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"61\" Name=\"Light List Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"62\" Name=\"Light Grid Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium 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Priority=\"62\" Name=\"Light Grid Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"63\" Name=\"Medium Shading 1 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"64\" Name=\"Medium Shading 2 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"65\" Name=\"Medium List 1 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"66\" Name=\"Medium List 2 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"67\" Name=\"Medium Grid 1 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"68\" Name=\"Medium Grid 2 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"69\" Name=\"Medium Grid 3 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"70\" Name=\"Dark List Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"71\" Name=\"Colorful Shading Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"72\" Name=\"Colorful List Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"73\" Name=\"Colorful Grid Accent 6\"/>\n 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<w:LsdException Locked=\"false\" Priority=\"46\"\n Name=\"Grid Table 1 Light Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"51\"\n Name=\"Grid Table 6 Colorful Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"52\"\n Name=\"Grid Table 7 Colorful Accent 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"46\"\n Name=\"Grid Table 1 Light Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"51\"\n Name=\"Grid Table 6 Colorful Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"52\"\n Name=\"Grid Table 7 Colorful Accent 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"46\"\n Name=\"Grid Table 1 Light Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"51\"\n Name=\"Grid Table 6 Colorful Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"52\"\n Name=\"Grid Table 7 Colorful Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"46\"\n Name=\"Grid Table 1 Light Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"Grid Table 2 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"Grid Table 3 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"Grid Table 4 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"Grid Table 5 Dark Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"51\"\n Name=\"Grid Table 6 Colorful Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"52\"\n Name=\"Grid Table 7 Colorful Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"46\" Name=\"List Table 1 Light\"/>\n <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2\"/>\n <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3\"/>\n <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4\"/>\n <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark\"/>\n <w:LsdException Locked=\"false\" Priority=\"51\" Name=\"List Table 6 Colorful\"/>\n <w:LsdException Locked=\"false\" 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Locked=\"false\" Priority=\"51\"\n Name=\"List Table 6 Colorful Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"52\"\n Name=\"List Table 7 Colorful Accent 5\"/>\n <w:LsdException Locked=\"false\" Priority=\"46\"\n Name=\"List Table 1 Light Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"47\" Name=\"List Table 2 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"48\" Name=\"List Table 3 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"49\" Name=\"List Table 4 Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"50\" Name=\"List Table 5 Dark Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"51\"\n Name=\"List Table 6 Colorful Accent 6\"/>\n <w:LsdException Locked=\"false\" Priority=\"52\"\n Name=\"List Table 7 Colorful Accent 6\"/>\n <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\"\n Name=\"Mention\"/>\n <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\"\n Name=\"Smart Hyperlink\"/>\n <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\"\n Name=\"Hashtag\"/>\n <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\"\n Name=\"Unresolved Mention\"/>\n <w:LsdException Locked=\"false\" SemiHidden=\"true\" UnhideWhenUsed=\"true\"\n Name=\"Smart Link\"/>\n </w:LatentStyles>\n</xml><![endif]--><!--[if gte mso 10]>\n<style>\n /* Style Definitions */\n table.MsoNormalTable\n {mso-style-name:\"Table Normal\";\n mso-tstyle-rowband-size:0;\n mso-tstyle-colband-size:0;\n mso-style-noshow:yes;\n mso-style-priority:99;\n mso-style-parent:\"\";\n mso-padding-alt:0cm 5.4pt 0cm 5.4pt;\n mso-para-margin-top:0cm;\n mso-para-margin-right:0cm;\n mso-para-margin-bottom:8.0pt;\n mso-para-margin-left:0cm;\n line-height:107%;\n mso-pagination:widow-orphan;\n \n \n mso-ascii-\n mso-ascii-theme-font:minor-latin;\n mso-hansi-\n mso-hansi-theme-font:minor-latin;\n mso-bidi-\n mso-bidi-theme-font:minor-bidi;\n mso-font-kerning:1.0pt;\n mso-ligatures:standardcontextual;\n mso-fareast-language:EN-US;}\n</style>\n<![endif]-->\n\n</p><p style=\"margin:0cm;line-height:115%\"><strong><span style=\"color:#0E101A\">Join\nUs at DIE & MOULD INDIA EXPO 2024 - Witness Cutting-Edge Machine Tool\nSolutions!</span></strong><span style=\"color:#0E101A\"></span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">S&T\nEngineers, a renowned trading unit under the esteemed S&T Group, is\nthrilled to announce its participation in the highly anticipated DIE &\nMOULD INDIA EXPO 2024. This prestigious event, hosted by the Tool and Gauge\nManufacturers Association – India (TAGMA INDIA), marks the 13th Biennial Die\n& Mould International Exhibition and will be held from February 14th to\n17th, 2024, at the esteemed Bombay Exhibition Centre in Goregaon, Mumbai,\nIndia.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">With a\nlegacy dating back to 1998, the DIEMOULD exhibitions have consistently set\ntrends and established themselves as a hallmark in the industry. As an\nexhibitor, S&T Engineers eagerly anticipates showcasing our world-class\nmachine tool solutions that align perfectly with the dynamic needs of the\nIndian tooling industry.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:115%\"><span style=\"color:#0E101A\">TAGMA EXPO 2024\nstands as the premier platform for businesses associated with the Tooling\nIndustry to present and market their products and services. It provides an\nunparalleled opportunity to network, explore the latest technologies, and\nengage with prospective clients in a state-of-the-art venue equipped with\ncentrally cooled halls and top-notch infrastructure.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">This event\npromises a convergence of industry experts, manufacturers, and innovators,\ncreating a vibrant environment conducive to growth and collaboration. Being\nstrategically located in the proximity of Mumbai airport, with excellent\nconnectivity by air, road, rail, and sea, TAGMA DMI INDIA EXPO 2024 ensures\neasy accessibility for attendees worldwide.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">We extend a\nwarm invitation to fellow industry members, stakeholders, and enthusiasts to\nvisit our exhibition stand at DIE & MOULD INDIA 2024. Join us in\nexperiencing cutting-edge machine tool solutions that epitomize innovation,\nefficiency, and reliability.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">S&T\nEngineers is honored to be part of this esteemed exhibition and looks forward\nto meeting you at our booth. Lets together embrace the opportunities, forge\nvaluable connections, and pave the way for mutual success at DMI 2024.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">For more\ninformation and updates regarding our participation, stay tuned to our website\nand social media channels.</span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\"> </span></p>\n\n<p style=\"margin:0cm;line-height:125%\"><span style=\"color:#0E101A\">Join us at\nDIE & MOULD INDIA EXPO 2024 – Where Innovation Meets Excellence!</span></p>\n\n<p class=\"MsoNormal\" style=\"line-height:115%\"> </p>\n\n','','tagma-dmi-india-expo-2024','S&T Engineers, a renowned trading unit under the esteemed S&T Group, is thrilled to announce its participation in the highly anticipated DIE & MOULD INDIA EXPO 2024.','active','2024-01-02','2024-09-25'),(8,'S&T Engineers at IMTOF 2024','','https://stengineers.com/admin/api/news-thump/thumb-609231712997598.jpg','https://stengineers.com/admin/api/news-image/news-374121714479304.jpg','Completed','2024-04-13','<h1><b style=\" \">Step into the world of innovation and excellence at IMTOF 2024</b><br></h1><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><br></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\">The International Machine Tools Fair! Hosted from April 18-22, 2024, at the prestigious Chennai Trade Centre in Chennai, India, this biennial event is a cornerstone for showcasing the latest advancements in machine tool technologies.</p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><br></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\">S&T Engineers, the trusted trading unit of the renowned S&T Group, cordially invites you to witness our unparalleled display of <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\"><font color=\"#009143\">metal-forming machines</font></a>. With a relentless commitment to delivering world-class solutions to the Indian machine tool industry, were positioned at Hall 1, Stall No: A57 – ready to redefine possibilities</p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><br></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">As a\nrepresentative of international brands in India, we are proud to present DENER\nMAKINAs metal-forming machines at IMTOF.</span><span style=\"\nCambria",serif;mso-fareast-Times New Roman";\nmso-bidi-color:#0E101A;mso-font-kerning:0pt;mso-ligatures:\nnone;mso-fareast-language:EN-IN\"> </span><span style=\"\nmso-fareast-Times New Roman";\nmso-bidi-Times New Roman";color:#0E101A;mso-font-kerning:0pt;\nmso-ligatures:none;mso-fareast-language:EN-IN\"><o:p></o:p></span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> </span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Experience\nthe innovation of the <a href=\"https://stengineers.com/product/smartxl30100\" target=\"_blank\"><font color=\"#009143\">DENER Hydraulic Press Brake Machine Smart XL 30100</font></a> and\nthe <a href=\"https://stengineers.com/product/ddm5020\" target=\"_blank\"><font color=\"#009143\">DENER Electric Press Brake Machine DD-M-5020</font></a></span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> </span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"><br></span></p><p style=\"margin-bottom: 0cm; line-height: normal;\"><span style=\"color: rgb(14, 16, 26);\">The DENER Hydraulic Press Brake Machine Smart XL 30100:</span><br></p><ul><li style=\"margin-bottom: 0cm; line-height: normal;\">High-precision bending results.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">A stress-relieved and solid frame.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Deeper throat depth, higher stroke, and longer daylight.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">A new design that is stronger and faster with less operational noise.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Quick and efficient tooling change and alignment.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Lower production costs with components from trusted global brands.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Ease of maintenance and repair.</li></ul><p style=\"margin-bottom: 0cm; line-height: normal;\">The DENER Electric Press Brake Machine DD-M-5020:</p><ul><li style=\"margin-bottom: 0cm; line-height: normal;\">High-speed movement thanks to its ball screw drive.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">100% pure electric power with no oil.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Up to 40% less energy consumption compared to hydraulic press brakes.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Up to 35% faster operation compared to hydraulic press brakes.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">High efficiency and precision.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">High bending speed and minimal noise.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Lower maintenance costs.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Eco-friendly operation.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">An intuitive user interface.</li><li style=\"margin-bottom: 0cm; line-height: normal;\">Automatic bending step calculation for STEP and DXF files.</li></ul><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Experience\nthe future of metal-forming technology with S&T Engineers and DENER MAKINA\nat IMTOF 2024. Let’s shape the future of your business together!<o:p></o:p></span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> </span></p><ul style=\"margin-top:0cm\" type=\"disc\">\n <li class=\"MsoNormal\" style=\"color:#0E101A;margin-bottom:0cm;line-height:normal;\n mso-list:l1 level1 lfo3;tab-stops:list 36.0pt\"><b><span style=\"font-size:\n 12.0pt;mso-fareast-Times New Roman";\n mso-bidi-Times New Roman";mso-font-kerning:0pt;mso-ligatures:\n none;mso-fareast-language:EN-IN\">Dates:</span></b><span style=\"font-size:\n 12.0pt;Cambria",serif;mso-fareast-Times New Roman";\n mso-bidi-mso-font-kerning:0pt;mso-ligatures:none;\n mso-fareast-language:EN-IN\"> </span><span style=\"\n mso-fareast-Times New Roman";\n mso-bidi-Times New Roman";mso-font-kerning:0pt;mso-ligatures:\n none;mso-fareast-language:EN-IN\">April 18, 20-23, 2024<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"color:#0E101A;margin-bottom:0cm;line-height:normal;\n mso-list:l1 level1 lfo3;tab-stops:list 36.0pt\"><b><span style=\"font-size:\n 12.0pt;mso-fareast-Times New Roman";\n mso-bidi-Times New Roman";mso-font-kerning:0pt;mso-ligatures:\n none;mso-fareast-language:EN-IN\">Venue:</span></b><span style=\"font-size:\n 12.0pt;mso-fareast-Times New Roman";\n mso-bidi-Times New Roman";mso-font-kerning:0pt;mso-ligatures:\n none;mso-fareast-language:EN-IN\"> Stall A57 Hall A<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"color:#0E101A;margin-bottom:0cm;line-height:normal;\n mso-list:l1 level1 lfo3;tab-stops:list 36.0pt\"><b><span style=\"font-size:\n 12.0pt;mso-fareast-Times New Roman";\n mso-bidi-Times New Roman";mso-font-kerning:0pt;mso-ligatures:\n none;mso-fareast-language:EN-IN\">Location:</span></b><span style=\"Cambria",serif;mso-fareast-font-family:\n "Times New Roman";mso-bidi-mso-font-kerning:0pt;\n mso-ligatures:none;mso-fareast-language:EN-IN\"> </span><span style=\"mso-fareast-font-family:\n "Times New Roman";mso-bidi-Times New Roman";mso-font-kerning:\n 0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">Chennai Trade Centre,\n Chennai, India<o:p></o:p></span></li>\n</ul><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"> </span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\">IMTOF 2024\nis a great opportunity for professionals in the machine tool industry to\nnetwork, learn about new technologies, and see the latest products from leading\nmanufacturers. </span></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><span style=\"mso-fareast-font-family:\n"Times New Roman";mso-bidi-Times New Roman";color:#0E101A;\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"><br></span>At IMTOF 2024, immerse yourself in a dynamic environment where innovation thrives and industry connections flourish. Engage with our experts, discover cutting-edge technologies, and envision the future of your operations.</p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\"><br></p><p class=\"MsoNormal\" style=\"margin-bottom:0cm;line-height:normal\">Join us as we embark on a journey toward excellence, leveraging the power of machine tools to drive efficiency, productivity, and growth. Secure your place at IMTOF 2024 and unlock a world of possibilities with S&T Engineers.</p>','etal-Forming Machines by S&T Engineers at IMTOF 2024 in Chennai','IMTOF2024','Explore Advanced Metal-Forming Machines by S&T Engineers at IMTOF 2024 in Chennai','active','2024-04-13','2024-05-03'),(15,'S&T Engineers participating at INTEC 2024','','https://stengineers.com/admin/api/news-thump/thumb-657311714709785.jpg',',https://stengineers.com/admin/api/news-image/news-307121714710234.jpg','Completed','2024-05-03','<h1 style=\"mso-margin-bottom-alt:auto;line-height:normal;\nmso-outline-level:1\"><b>INTEC\n2024-S&T\nEngineers</b><o:p></o:p></h1><h2 style=\"mso-margin-bottom-alt:auto;line-height:normal;\nmso-outline-level:2\"><a href=\"https://stengineers.com/\" target=\"_blank\"><i><u><font color=\"#00984b\"><b>S&T Engineers</b></font></u></i></a> is Participating in India’s Premier Trade Fair for Machine Tool\nand Engineering.</h2><h6><span style=\"line-height: 107%;\">INTEC 2024 at Codissia, Coimbatore. The 20th\nedition of the India International Trade Fair for Machine Tools & Engineering is set to take place from June 6-10, 2024</span></h6><h6><span style=\"line-height: 107%;\"><p class=\"MsoNormal\" style=\"mso-margin-bottom-alt:auto;line-height:normal;\nmso-outline-level:2\"><b><span style=\"Gill roy",serif;\nmso-fareast-Times New Roman";mso-bidi-Times New Roman";\nmso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN\"><br></span></b></p><h2 style=\"mso-margin-bottom-alt:auto;line-height:normal;\nmso-outline-level:2\"><b>What to\nexpect at CODISSIAs Premier event INTEC 2024?</b></h2>\n\n<h6 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\">INTEC 2024 promises to be an\nunparalleled gathering of industry leaders, innovators, and enthusiasts from\nacross the globe. Here a glimpse of what awaits you,</h6><h6 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Exhibits Galore: </b>Explore a wide range\n of exhibits showcasing <u><i><a href=\"https://stengineers.com/products.php\" target=\"_blank\"><font color=\"#00984b\">cutting-edge machine tools</font></a></i>,</u> industrial\n automation solutions, and engineering technologies. From leading\n manufacturers to emerging startups, INTEC 2024 offers a comprehensive\n display of the latest innovations shaping the industry.</li></ul><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Live Demonstrations:</b> Witness live demonstrations of\n state-of-the-art machine tools and technologies in\n action. Experience firsthand the precision, efficiency, and\n performance of the industrys most advanced equipment</li></ul><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Knowledge Sharing:</b> Engage in insightful technical seminars\n and workshops conducted by industry experts. Stay ahead of\n the curve with discussions on emerging trends, best practices, and\n future developments in machine tools and engineering.</li></ul><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Networking\n Opportunities: </b>Forge valuable connections with\n industry professionals, peers, and potential collaborators from\n around the world. INTEC 2024 provides the perfect platform to expand your\n network and explore business opportunities</li></ul><p style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><br></p></h6>\n\n\n\n\n\n\n\n\n\n<h2 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>S&T\nEngineers at INTEC 2024</b></h2>\n\n<h6 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\">Joining us at INTEC 2024 is\nS&T Engineers, a renowned name in the machine tool industry. With over 27+\nyears of excellence, S&T Engineers is your trusted partner for innovative\ntechnology solutions. Here why you should choose S&T Engineers:</h6><h6 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Commitment to\n Excellence: </b>S&T Engineers is\n committed to providing affordable and innovative technology\n solutions tailored to your needs. With a global presence and a\n manufacturing base in Coimbatore, S&T Engineers delivers cutting-edge\n products backed by unparalleled service and support.</li></ul><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Extensive Product\n Portfolio: </b>Discover a wide range\n of machines suited for various industrial applications. From metal\n cutting and forming machines to EDM and injection molding machines,\n S&T Engineers offers best-in-class solutions from renowned\n international brands.</li></ul><ul type=\"disc\"><li class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Nationwide Reach:</b> With 9 stockyards across\n strategic locations and over 18 branches throughout India, S&T\n Engineers ensures prompt delivery and seamless sales and service support\n nationwide. Experience hassle-free operations and maximize productivity with\n S&T Engineers by your side.</li></ul><p style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><br></p></h6><ul type=\"disc\">\n </ul>\n\n<h2 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><b>Plan your\nVisit to view S&Ts latest machine tool advancements</b></h2>\n\n<h6 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\">Mark your calendars and be part\nof this premier event in the machinery and engineering industry. Whether you are a manufacturer, supplier, or enthusiast, INTEC 2024 offers endless\nopportunities for learning, networking, and business growth.<br></h6><h6 style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><br><span style=\"line-height: 107%;\"><span style=\"line-height: 107%;\">For more information, including exhibitor lists,\nevent timings, and entry fees, visit the official website of INTEC 2024 or call us at 📲 +918220044287 (or) 📩onlinesupport@stengineers.com. Join\nus at the Codissia Trade Fair Complex in Coimbatore from June 6-10, 2024, and\nwitness the future of machine tools and engineering unfold at INTEC 2024!</span></span></h6><p class=\"MsoNormal\" style=\"line-height: normal; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><o:p></o:p></p>\n\n</span></h6><h6><span style=\"line-height: 107%;\"><br></span></h6>','S&T Engineers participating in the 20th INTEC 2024','sandt-engineers-intec-2024','S&T Engineers is participating in the 20th edition INTEC 2024. INTEC 2024 is scheduled to take place from Jun 6th-10th 2024.','active','2024-05-03','2024-07-29'),(18,'S&T Engineers AMTEX 2024 Invitation for customers to take part along with us','','https://stengineers.com/admin/api/news-thump/thumb-470861721884147.jpg','https://stengineers.com/admin/api/news-image/news-358421721884152.jpg','Completed','2024-07-18','<p style=\"\">Experience Cutting-Edge Machining Technologies at AMTEX 2024 with S&T Engineers</p><p><b>Join Us at AMTEX 2024</b>,</p><p>S&T Engineers, a proud trading unit of the S&T Group, invites you to visit our stall at AMTEX 2024. As an Indian representative of global brands, we continue to lead the industry with our dedication to innovation, precision, and reliability.</p><p><b>What Awaits You at Our Stall?</b></p><p style=\"\"><b>1. CNC Wire Cut EDM - <u><a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\"><i><font color=\"#019944\">View Specification of CNC Wire Cut EDM EX40</font></i></a></u></b></p><ul><li style=\"margin-left: 25px;\">Brand: EXCETEK</li><li style=\"margin-left: 25px;\">Model: EX40</li><li style=\"margin-left: 25px;\">Short Specs:<ul><li style=\"margin-left: 25px;\">Travel of X, Y: 400 * 300 mm</li><li style=\"margin-left: 25px;\">Travel of U, V: 80 * 80 mm</li><li style=\"margin-left: 25px;\">Travel of Z: 220 mm</li></ul></li></ul><p style=\"margin-left: 25px;\"></p><ul></ul><p></p><p style=\"\">Co-produced in India with technology from a YCM Group company, the EXCETEK CNC Wire Cut EDM combines advanced engineering with local manufacturing expertise to deliver high precision and efficiency.</p><p style=\"\"><b>2. STM Fiber Laser Cutting Machine -<a href=\"https://stengineers.com/category/metal_forming_machine\" target=\"_blank\"><u><i> <font color=\"#019944\">View Specification of STM Sheet Metal CNC Fiber Laser Cutters</font></i></u></a></b></p><ul><li><span style=\"\">Brand: STM</span></li><li><span style=\"\">Model: ST3015G</span></li><li><span style=\"\">Short Specs: </span><ul><li>Power: 1Kw to 3Kw<br></li><li>Customized bed sizes:</li><li>3050 * 1525 mm</li><li>4050\n * 1525 mm</li><li>4050\n * 2020 mm</li><li>6050\n * 1525mm</li></ul></li></ul><p></p><ul></ul><p></p><p>The STM Fiber Laser Cutting Machine offers exceptional versatility and power, making it ideal for various industrial applications requiring precise and rapid cutting capabilities.</p><p><b>Join us, Explore our advancements in the industry and S&Ts wide range of product portfolio catering all Industrial needs.</b></p><p><span style=\"\">Our innovative machining technologies are designed to meet the needs of various industries, including aerospace, automotive, medical, and defence. Professionals seeking to enhance their production efficiency, accuracy, and overall quality will find our solutions particularly beneficial. Whether youre looking to upgrade your existing equipment or explore new manufacturing possibilities, our CNC Wire Cut EDM and Fiber Laser Cutting Machines offer unparalleled performance and reliability.</span></p><p><b>S&T Engineers at Delhi AMTEX 2024 brings global innovation to the Indian Market</b></p><p></p><p>We showcase these machines at AMTEX 2024 to demonstrate our commitment to bringing the latest advancements in machining technology to the Indian market. Our presence at the exhibition highlights our role as a bridge between global innovations and local manufacturing needs. By featuring the EXCETEK CNC Wire Cut EDM and STM Fiber Laser Cutting Machine, we aim to provide industry professionals with firsthand experience of the cutting-edge solutions that can drive their businesses forward.</p><p>Join with S&T at AMTEX 2024 to experience the future of machining technology. Explore our diverse product portfolio, gain insights into market trends, and network with industry experts. Let’s transform your manufacturing capabilities together</p><p>⚙ <span style=\"\">Date: 26th July to 29th July 2024</span></p><p>⚙<span style=\"\">Location: Pragati Maidan, Delhi</span></p><p>⚙<span style=\"\">Hall: 10</span></p><p>⚙<span style=\"\">Stall No: B4</span></p><p>Contact Us Today!</p><p>Ready to elevate your manufacturing capabilities? Contact us for a consultation and discover how our innovative technology can drive your business forward. We look forward to seeing you at AMTEX 2024!</p><p><br></p><p>For more AMTEX and product-related queries, contact our support team,</p><p>📞+91 82200 44287</p><p>📩onlinesupport@stengineers.com</p><p style=\"margin-left: 50px;\"></p>','S&T Engineers AMTEX 2024 Invitation for customers to take part along with us','sand-engineers-amtex2024-invite','S&T Engineers invites all machine tool enthusiasts to the North Indias biggest machine tool event, Asian Machine Tool Expo(AMTEX 2024). The event will be 4 day event from 26-29 th July, 2024','active','2024-07-25','2024-08-09'),(19,'AMTEX 2024 Exhibition: S&T Engineers had showcased its latest advancements in the metal forming and EDM technologies','','https://stengineers.com/admin/api/news-thump/thumb-472891722408030.jpg','https://stengineers.com/admin/api/news-image/news-075431722408036.jpg','Completed','2024-07-31','<h1><b><font color=\"#008d42\">AMTEX 2024 Exhibition: S&T Engineers presented the valuable advancements in the metal forming and EDM technologies for the Delhi Machine Tools Market</font></b></h1><p><i>31/07/2024, Pragati Maidan, New Delhi. </i>S&T Engineers extend our heartfelt thanks to everyone who visited our stall at AMTEX 2024, held at Pragati Maidan, Delhi. Your presence and engagement made the event a resounding success, and we are truly grateful for the opportunity to showcase our cutting-edge machining technologies.</p><div><span style=\"font-weight: bolder;\"><font color=\"#008d42\">Highlights of AMTEX 2024:</font></span></div><div>During the event, we had the pleasure of demonstrating the capabilities of our top-tier machinery, including the EXCETEK CNC Wire Cut EDM and the STM Fiber Laser Cutting Machine. Attendees experienced firsthand the precision, efficiency, and innovation that define our products.</div><div><div><br></div></div><ul><li>EXCETEK CNC Wire Cut EDM (EX40): Co-produced in India with advanced technology from a YCM Group company, this machine impressed visitors with its superior engineering and local manufacturing expertise.</li><li>STM Fiber Laser Cutting Machine (ST3015G): With power options ranging from 1Kw to 3Kw and various customized bed sizes, this versatile machine showcased its ability to meet diverse industrial cutting needs.</li></ul><p></p><p><b><font color=\"#008d42\">Connecting with Industry leaders from the flamboyant list of exhibitors</font></b></p><p>AMTEX 2024 provided an invaluable platform for us to connect with industry professionals from aerospace, automotive, medical, and defence sectors. We enjoyed insightful discussions about the latest market trends and how our innovative solutions can enhance manufacturing efficiency and accuracy.</p><p><span style=\"\"><b style=\"\"><font color=\"#008d42\" style=\"\">Our Commitment to explicitly introduce Innovation in the Delhi Machine Tools Market:</font></b></span></p><p>Our participation in AMTEX 2024 underscores our commitment to bridging global innovations with local manufacturing needs. By showcasing the latest advancements in machining technology, we aim to support Indian industries in achieving new heights of productivity and quality.</p><p>Looking forward,</p><p>As we wrap up this exciting event, we are filled with enthusiasm for the future. We look forward to continuing our journey of innovation and excellence, driving the manufacturing industry forward with our state-of-the-art solutions.</p><div><span style=\"font-weight: bolder;\"><font color=\"#008d42\">Stay Connected!!</font></span></div><div>For those who couldnt attend or wish to learn more about our products, we invite you to contact us for a consultation. Discover how S&T Engineers can elevate your manufacturing capabilities with our advanced technology.</div><div>Thank you once again for making AMTEX 2024 a memorable event. We look forward to seeing you at our future exhibitions and events.</div><div>For more info, <font color=\"#008d42\"><u><i><span style=\"font-weight: bolder;\">contact S&T Engineers</span></i></u></font> <br>📞 +918220044287</div><div>📩onlinesupport@stengineers.com</div><div><br></div><div>Best Regards, <br>S&T Engineers Team.</div><div><div><br></div></div><div><br></div><p><span style=\"\"><b></b></span><br></p>','The AMTEX2024 (Asian Machine Tools Exhibition), 4 day event, happened from 26-29th July 2024. This was a major success for S&T Engineers, comapring with all the list of exhibitors, S&T showcased its best and latest inoovative machines at the Show, in metal forming and EDM Technologies. ','st-engineers-amtex2024-success-stories','The AMTEX2024 (Asian Machine Tools Exhibition), 4 day event, happened from 26-29th July 2024. This was a major success for S&T Engineers, comapring with all the list of exhibitors, S&T showcased its best and latest inoovative machines at the Show, in metal forming and EDM Technologies. ','active','2024-07-31','2025-03-01'),(20,'S&T Engineers HIMTEX 2024 participation','','https://stengineers.com/admin/api/news-thump/thumb-574361723197386.jpg','https://stengineers.com/admin/api/news-image/news-047621723197393.jpg','Completed','2024-08-09','<p style=\"text-align: justify;\"><i>Hyderabad, 09/08/2024. </i>S&T Engineers is participating in the 8th edition of Hyderabad International Machine tool Exhibition 2024. scheduled to take place from 16-19th August 2024 at HITEX Exhibition center, Hyderabad. </p><h1><b>At HIMTEX 2024 Experience the Pinnacle of Engineering Innovation with S&T Engineers</b></h1><h1><b></b></h1><p style=\"text-align: justify; \">We are excited to announce our participation in the 8th edition of the Hyderabad International Machine Tool & Engineering Expo (HIMTEX) 2024! This premier event is a hub of innovation, showcasing the latest advancements in machine tools, engineering, robotics, and automation. As a leading trading unit of S&T Group, S&T Engineers invites you to witness the future of manufacturing technology firsthand.</p><p>Event Details:</p><ul><li>Dates: 16th to 19th August 2024</li><li>Venue: HITEX Exhibition Centre, Hyderabad</li><li>Location: Hall 1, Stall No: 1C09</li></ul><h2><b>Discover S&T Engineers cutting edge machines at HIMTEX 2024</b></h2><div style=\"margin-left: 50px;\"><ol><li><b>SK110T3200 - </b><a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\" style=\"\"><u style=\"\"><b>Hydraulic Press Brake Machine</b></u></a></li></ol><div style=\"text-align: justify; margin-left: 50px;\">Our Skitek 3-Axis NC Press Brakes Machines are at the forefront of bending technology. With high-quality precision and advanced hydraulic systems, these machines deliver consistent and exceptional performance, revolutionizing the bending process.</div><ul><li style=\"margin-left: 50px;\"><span style=\"\">Bending Force: 1000 kN</span><ul><li style=\"margin-left: 50px;\"><span style=\"\">Bending Length: 3200 mm</span></li></ul></li></ul><p style=\"margin-left: 25px;\">2. <b>DDS 5020 –<u> <a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\" style=\"\">Ball screw Electric Press Brake</a></u></b></p><div style=\"text-align: justify; margin-left: 50px;\">Introducing the Dener CNC Servo Electric Press Brakes, the next generation of bending machines. These hydraulic-free press brakes are designed for flexibility, reliability, and advanced capabilities. They are eco-friendly, minimizing energy consumption and maintenance, making them the future of bending technology.</div><ul><li style=\"margin-left: 50px;\"><span style=\"\">Bending Capacity: 50 Ton</span></li><li style=\"margin-left: 50px;\">Bending Length: 2040 mm</li></ul><div style=\"margin-left: 25px;\">3<b>. SK CNC 900 -</b> <a href=\"https://stengineers.com/category/conventional-machines\" target=\"_blank\"><u><b>VMC Performance Mini CNC Milling Machine</b></u></a></div><div style=\"text-align: justify; margin-left: 50px;\">Explore the versatility and precision of our SK CNC 900. This high-performance mini CNC milling machine features:</div><ul><li style=\"margin-left: 75px;\"><span style=\"\">Table Size (LxW): 1450x350 mm</span></li><li style=\"margin-left: 75px;\">Travel (X/Y/Z): 900x400x400 mm</li><li style=\"margin-left: 75px;\">Spindle Speed: 6000 rpm</li></ul></div><h2><b>Why Visit S&T Engineers stall at HIMTEX 2024?</b></h2><div><ul><li style=\"text-align: justify; \">Live Demonstrations: See our machines in action and understand their capabilities.</li><li style=\"text-align: justify; \">Expert Insights: Engage with our team of experts and get in-depth knowledge about our products.</li><li style=\"text-align: justify; \">Networking Opportunities: Connect with industry leaders and professionals.</li><li style=\"text-align: justify; \">Innovative Solutions: Discover how our state-of-the-art technology can enhance your manufacturing processes.</li></ul><p><span style=\"\"><br></span></p><h2><span style=\"\"><b>Plan Your Visit:</b></span></h2><p style=\"text-align: justify; \">Don’t miss this opportunity to explore the latest innovations in the field of machine tools and engineering. Join us at HIMTEX 2024 and take a step towards transforming your manufacturing capabilities.</p><p>We look forward to welcoming you to HIMTEX 2024!</p></div><div><br></div>','S&T Engineers participating in the 8th edition of Hyderbad International Machine tools Expo','sandt-engineers-himtex-2024','S&T Engineers is Participating in the 8th edition of HIMTEX 2024. HIMTEX is scheduled to take place from from 16-19 August, 2024. S&T Engineers will stand out among the list of exhibitors in HIMTEX 2024 Edition','active','2024-08-09','2024-10-09'),(21,'PRECITECH INDIA 2.0 Expo - 2024 S&T Engineers to participate in second edition show','','https://stengineers.com/admin/api/news-thump/thumb-376501727782071.jpg',',https://stengineers.com/admin/api/news-image/news-452101727782116.jpg','Completed','2024-09-16','<h1><span style=\"line-height: 115%;\"><b>S&T Engineers to Participate in PRECITECH 2024:\nShowcasing Cutting-Edge Metal Forming Machines with Live Demonstrations</b></span></h1><p class=\"MsoNormal\" style=\"\"><span style=\"line-height: 115%;\">PRECITECH INDIA 2024 is scheduled to take place from October7-10, 2024. S&T Engineers is participating in its second edition, PRECITECH INDIA 2.0 2024 Expo for the manufacturing and production sectors in the Indian Industrial areas.</span></p><p class=\"MsoNormal\" style=\"\"><img 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data-filename=\"Precitech-2024-Invite-1080x1080px-with-machine - Copy.jpg\" style=\"width: 25%; float: left;\" class=\"note-float-left\" ;=\"\"></p><blockquote><p style=\"\"></p><p style=\"text-align: justify; margin-left: 25px;\"><i style=\"\"><u><b><font color=\"#00984b\">S&T Engineers, Pune, 16/09/2024:</font></b></u></i><span style=\"\">- We are happy to announce that S&T Engineers, a proud trading\nunit of S&T Group, will be participating in the prestigious PRECITECH -\nPrecision Engineering and Machine Tool Technology Show 2024. This premier event\nwill be held from October 7-10, 2024, at the Pune International Exhibition and Convention Center (PIECC) in Pune, India, and is organized by CKD Business\nTechnology.</span></p><span style=\"line-height: 115%;\"><p style=\"text-align: justify;\"><span style=\"\">At our stall, P1 in Hall 04, we will be showcasing our\nstate-of-the-art Metal Forming Machines, including advanced LASER Welding Machines, </span><a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\" style=\"background-color: rgb(255, 255, 255); \"><u><i><font color=\"#00984b\"><b>Bending Machines</b></font></i></u></a><span style=\"\">\nand </span><a href=\"https://stengineers.com/subcategory/metal-sheet-laser-cutting-machines\" target=\"_blank\" style=\"background-color: rgb(255, 255, 255); \"><u><i><font color=\"#00984b\"><b>Laser Cutting Machines</b></font></i></u></a><b style=\"\"><font color=\"#00984b\">.</font></b><span style=\"\"> Attendees will have the exclusive opportunity to\nwitness live demonstrations of these machines in action, highlighting their\nprecision, efficiency, and cutting-edge technology.</span></p></span></blockquote><blockquote><span style=\"line-height: 115%;\"><p style=\"text-align: justify;\"><span style=\"\">We invite industry professionals, partners, and enthusiasts to\nvisit our stall to explore our latest offerings and engage with our team of\nexperts. This is an excellent opportunity to see firsthand how our machines can\ntransform your manufacturing processes and elevate your production\ncapabilities.</span></p></span></blockquote><blockquote><span style=\"line-height: 115%;\"><p style=\"text-align: justify;\"><span style=\"\">Mark your calendars and join us at PRECITECH 2024! We look\nforward to welcoming you at our stall and demonstrating how S&T Engineers\ncontinues to lead the way in precision engineering and machine tool technology.</span></p></span></blockquote><p><span style=\"text-align: justify; \"><u><b>Event Details:</b></u></span><br></p><blockquote><p></p><ul style=\"margin-top:0cm\" type=\"disc\"><li class=\"MsoNormal\"><span style=\"line-height: 115%;\">Event:\n PRECITECH - Precision Engineering and Machine Tool Technology Show 2024</span></li></ul><ul style=\"margin-top:0cm\" type=\"disc\"><li class=\"MsoNormal\"><span style=\"line-height: 115%;\">Date:\n October 7-10, 2024</span></li></ul><ul style=\"margin-top:0cm\" type=\"disc\"><li class=\"MsoNormal\"><span style=\"line-height: 115%;\">Venue:\n Pune International Exhibition and Convention Center (PIECC), Pune, India</span></li></ul><ul style=\"margin-top:0cm\" type=\"disc\"><li class=\"MsoNormal\"><span style=\"line-height: 115%;\">Stall:\n P1, Hall 02</span></li></ul><p></p></blockquote><p></p><p>\n\n\n\n\n\n\n\n\n\n\n\n\n\n</p><p class=\"MsoNormal\"><br></p>','S&T Engineers is participating in the second edition PRECITECH INDIA 2.0 2024 Expo for the manufacturing and production sectors in the Indian Industrial areas','precitech-2.0-2024-sandt-engineers','PRECITECH INDIA 2024 is scheduled to take place from October 7-10, 2024. S&T Engineers is participating in its second edition, PRECITECH INDIA 2.0 2024 Expo for the manufacturing and production sectors in the Indian Industrial areas.','active','2024-09-16','2024-12-20'),(22,'Join S&T Engineers at IMTEX 2025 – Explore Cutting-Edge Machine Tool Solutions','','https://stengineers.com/admin/api/news-thump/thumb-839241734672407.jpg','https://stengineers.com/admin/api/news-image/news-309411734670630.jpg','Completed','2024-12-20','<h1><b><font color=\"#009b4a\">Join S&T Engineers at IMTEX 2025 – Explore Cutting-Edge Machine Tool Solutions</font></b></h1><p>IMTEX 2025, the 22nd edition of the International Machine Tool and Manufacturing Technology Exhibition, is set to captivate the machine tool industry from January 23rd to 29th, 2025, at the Bangalore International Exhibition Centre (BIEC) in Bengaluru, India. <span style=\"\">S&T Engineers, the trading unit of S&T Group, proudly invites you to visit us at Hall 1A, Stall No: B101 to witness the future of manufacturing technology and machine tool solutions.</span></p><h2><b><font color=\"#009b4a\">About S&T Engineers</font></b></h2><p>Established in 1996 and headquartered in Coimbatore, S&T Engineers has been a trusted name in the machine tool industry for over 25 years. With a mission to deliver world-class technology at affordable prices, we have consistently supported quality-driven and cost-conscious manufacturers across industries.</p><h2><b><font color=\"#009b4a\">Discover Innovation at Our stall</font></b></h2><p>At our stall, experience the pinnacle of precision and versatility with our exclusive product showcase:</p><ul><li><a href=\"https://stengineers.com/subcategory/milling-machine\" target=\"_blank\">SKITEK DRO Milling Machine</a> – Reliable performance for everyday manufacturing needs.</li><li><a href=\"https://stengineers.com/category/cnc-metal-cutting-machine\" target=\"_blank\">YCM 3-Axis VMC</a> – High-performance Vertical Machining Center for precision machining.</li><li><a href=\"https://stengineers.com/subcategory/die-sinking-edm\" target=\"_blank\">SKITEK CNC Die Sinking EDM</a> – Advanced solutions for precision die manufacturing.</li><li><a href=\"https://stengineers.com/subcategory/laser-welding-machine\" target=\"_blank\">STM Laser Welding Machine</a> – Cutting-edge technology for intricate welding applications.</li><li>New Launch – Unveiling revolutionary technology for unique machining requirements.</li></ul><h2><font color=\"#009b4a\"><b>What S&T Engineers Awaits You at IMTEX 2025</b></font></h2><p>Join us at the IMTEX Exhibition and be part of an unparalleled experience in the machine tool industry:</p><ul><li>Live Demonstrations: See our high-precision CNC machines in action.</li><li>Expert Insights: Engage with industry leaders and discover customized manufacturing solutions.</li><li>New Launch Unveiling: Be among the first to witness our special-purpose machining innovations at the event.</li></ul><h2><b>Event Details</b></h2><p>Event Name: IMTEX 2025 – International Machine Tool and Manufacturing Technology Exhibition</p><p>Dates: January 23rd to 29th, 2025</p><p>Venue: BIEC Bangalore International Exhibition Centre, Bengaluru, India</p><p>Stall Location: Hall 1A, Stall No: B101</p><p><span style=\"\">At S&T Engineers, we combine engineering excellence with a commitment to delivering value-driven solutions for manufacturers worldwide. Our products represent a perfect synergy of innovation, precision, and affordability, designed to elevate your manufacturing capabilities.</span></p><p>Pre Book and Plan Your Visit</p><p>To Pre Book <font color=\"#000000\">👉🏻</font><span style=\"background-color: rgb(239, 198, 49);\"><font color=\"#000000\"> <i style=\"\"><a href=\"https://forms.gle/4Nx1fpUBLrtkoV7v6\" target=\"_blank\" style=\"text-decoration-line: underline;\"><font color=\"#000000\"><b>Pre Book</b></font></a> </i></font></span></p><p><span style=\"color: rgb(0, 0, 0); \"><i><u><a href=\"https://stengineers.com/products.php\" target=\"_blank\">S&T Engineers Machine Tool </a></u></i></span></p><p>Don’t miss the opportunity to explore our innovations at the BIEC Exhibition Bangalore. Visit us at Hall 1A, Stall No: B101, and discover how S&T Engineers can empower your manufacturing technology needs.</p><p><br></p>','S&T Engineers is participating in the 22nd edition of IMTEX Metal Cutting Expo 2025 at Bengaluru','imtex-2025-join-with-sandt-engineers','IMTEX 2025 - S&T Engineers is participating in the 22nd Edition of IMTEX 2025, scheduled to take place from 23-29 January, 2025 at BIEC in Bengaluru.','active','2024-12-20','2025-05-02'),(24,'S&T Engineers Showcases Machining Solutions at ACMEE 2025','','https://stengineers.com/admin/api/news-thump/thumb-635191749639821.jpeg','https://stengineers.com/admin/api/news-image/news-180591749639825.jpeg','Completed','2025-06-19','<h3>S&T Engineers Showcases Machining Solutions at ACMEE 2025</h3><h6><br></h6><h6>Chennai, India – June 2025</h6><p><br></p><p>S&T Engineers will showcase its latest range of machining and fabrication solutions at <b>ACMEE 2025</b>, one of the most anticipated international machine tool shows in India. The event will take place from <b>June 19 to 23, 2025</b>, at the Chennai Trade Centre, organized by the Ambattur Industrial Estate Manufacturers Association (AIEMA).</p><p>By participating in the ACMEE Expo 2025, S&T Engineers reinforces its commitment to advancing the Indian manufacturing sector through innovative, efficient, and high-precision technologies. Visitors can explore a diverse line-up of <a href=\"https://stengineers.com/blogs/electrical-discharge-machining-meets-ai\" target=\"_blank\">EDM machines</a>, milling solutions, fiber laser cutting systems, and press brakes designed for industries including die and mould, automotive, aerospace, and general machining.</p><h4>Featured Machines on Display</h4><h5>Machining & EDM Solutions</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/product/skitekpm4ks\" target=\"_blank\">PM-4KS</a> – SKITEK DRO Milling Machine</b></p><p>Performs high-precision manual milling, ideal for toolroom operations.</p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/product/sn400c\" target=\"_blank\">SN400C</a> – SKITEK Die Sinking EDM (Column Move Type)</b></p><p>Delivers precise cavity machining with smooth surface finishes and stable control.</p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/subcategory/cnc-wire-edm-machines\" target=\"_blank\">EX400</a> – S&T EXCETEK CNC Wire Cut EDM (Submerged Type)</b></p><p>Achieves exceptional accuracy and cutting quality for intricate components.</p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/product/sf-25-120\" target=\"_blank\">SF-45</a> – SKITEK Fast-Speed CNC Wire EDM</b></p><p>Executes faster cutting cycles while maintaining precision and performance.</p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/product/nsv106am\" target=\"_blank\">NSV106AM</a> – YCM CNC Vertical Machining Center</b></p><p>Specially engineered for the die and mould industry, this machine ensures consistent machining with thermal stability and rigidity.</p><h5>Laser Cutting, Bending & Welding Solutions</h5><p><br></p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/product/skcnc160t3200\" target=\"_blank\">SKCNC160T3200</a> – SKITEK CNC Hydraulic Press Brake</b></p><p>Handles a wide range of bending applications with high repeatability.</p><p>•<span style=\"white-space:pre\"> </span><b>ST6525G – STM Fiber Laser Cutting Machine (Open Type, Single Pallet)</b></p><p>Provides easy access and efficient sheet cutting in open-format operations.</p><p>•<span style=\"white-space:pre\"> </span><b><a href=\"https://stengineers.com/product/sf3015g\" target=\"_blank\">ST3015G</a> – STM Fiber Laser Cutting Machine (Open Type, Single Pallet)</b></p><p>Offers precise and rapid sheet metal cutting for production environments.</p><p>•<span style=\"white-space:pre\"> </span><b>ST3015H – STM Fiber Laser Cutting Machine (Enclosure Type, Double Pallet)</b></p><p>Maximizes safety and productivity with a fully enclosed system and pallet changer.</p><p>•<span style=\"white-space:pre\"> </span><b>ST1500HWM – STM Handheld Laser Welding Machine</b></p><p>Supports flexible and portable welding across various metals and components.</p><p><br></p><h5>📍 Event Details</h5><p><br></p><p><font face=\"Gilroy-Regular\" style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); \"> </font><span style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); white-space-collapse: preserve;\">▪️ </span>Exhibition: ACMEE 2025 – 17th International Machine Tool Show</p><p> <span style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); white-space-collapse: preserve;\">▪️ </span><span style=\"\">Dates: June 19–23, 2025</span></p><p> <span style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); white-space-collapse: preserve;\">▪️ </span><span style=\"\">Venue: Chennai Trade Centre, Chennai</span></p><p> <span style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); white-space-collapse: preserve;\">▪️ </span><span style=\"\">Organizer: Ambattur Industrial Estate Manufacturers Association (AIEMA)</span></p><p> <span style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); white-space-collapse: preserve;\">▪️ </span><span style=\"\">Hall No.: E & G</span></p><p> <span style=\"margin: 0px; padding: 0px; color: rgb(0, 0, 0); white-space-collapse: preserve;\">▪️ </span><span style=\"\">Stall No.: E37, G73</span></p><p><br></p><p><a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> invites all manufacturing professionals, buyers, and decision-makers to visit its booth and experience live demonstrations of its most advanced machines. This upcoming expo in India offers a great opportunity to connect with our team and explore solutions that drive precision, speed, and efficiency in modern manufacturing.</p><p>Don’t miss us at ACMEE 2025 Chennai — where innovation meets performance.</p>','S&T Engineers Showcases Machining Solutions at ACMEE 2025','stengineers-showcases-machining-solutions-at-acmee2025','S&T Engineers proudly announces participation in ACMEE 2025 at the Chennai Trade Center. The event will take place from June 19 to 23, 2025, and we will showcase at Hall No.: E & G, Stall No.: E37, G73. Don’t miss S&T Engineers at ACMEE 2025 Chennai. ','active','2025-06-11','2025-07-04'); INSERT INTO `news_events` VALUES (25,'Join S&T Engineers at IMTOS 2025 – Explore the Future of Machine Tools with Us!','','https://stengineers.com/admin/api/news-thump/thumb-689401751864365.jpg',',','Completed','2025-07-11','<h2>Join S&T Engineers at IMTOS 2025 – Explore the Future of Machine Tools with Us!</h2><p><br></p><p style=\"text-align: justify; \">We’re excited to invite you to visit S&T Engineers at the 10th India Machine Tools Show (IMTOS) 2025, happening from July 11 to 14, 2025, at the Yashobhoomi Convention Center, Dwarka, New Delhi.</p><p style=\"text-align: justify; \">We’re bringing our latest lineup of <a href=\"https://stengineers.com/category/metal-forming-machine\" target=\"_blank\"><i>Metal Forming Machines</i></a> and <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\"><i>EDM Machines</i></a>, designed to boost precision, speed, and productivity on your shop floor. Don’t miss the chance to see them in action, get expert advice, and explore solutions tailored to your business.</p><p><br></p><h5>Metal Forming Machines Showcasing at</h5><p><br></p><p>📍 Hall No: 2</p><p>🔢 Stall No: P14</p><p><br></p><p style=\"text-align: left;\"><img 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\" style=\"width: 50%;\" data-filename=\"Imtos-2025-Invite-1080x1080px_MFD.jpg\"><br></p><p><br></p><p>STM Laser Cutting Machine 3015H (with Pallet) – High-speed, automated cutting for sheet metal applications.</p><p><a href=\"https://stengineers.com/product/sf3015g\" target=\"_blank\">STM Laser Cutting Machine 3015G</a> – Compact and efficient for precision fabrication.</p><p><a href=\"https://stengineers.com/product/st6020t\" target=\"_blank\">STM CNC Metal Tube Laser Cutting Machine ST6020T</a> – Built for high-accuracy tube and pipe cutting.</p><p><a href=\"https://stengineers.com/product/-sknc160t3200\" target=\"_blank\">SKITEK Press Brake Machine SKCNC160T3200MM</a> – Heavy-duty press brake for robust bending performance.</p><p><a href=\"https://stengineers.com/subcategory/cnc-press-brake-machine\" target=\"_blank\">Dener Press Brake Machine 40T1300MM</a> – European engineering for light to mid-range forming.</p><p><a href=\"https://stengineers.com/product/st1000hwm\" target=\"_blank\">STM Laser Welding Machine ST1500HWM</a> – 1.5kW – Designed for clean, seamless welds in a variety of materials.</p><p><br></p><h5>EDM Machines Showcasing at</h5><p><br></p><p>📍 Hall No: 2</p><p>🔢 Stall No: 41</p><p><br></p><p style=\"text-align: left;\"><img 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\" style=\"width: 50%;\" data-filename=\"Imtos-2025-Invite-1080x1080px_EDM.jpg\"><br></p><p><br></p><p><a href=\"https://stengineers.com/product/edm-ex40-\" target=\"_blank\">S&T Excetek CNC Wire EDM Machine EX-40</a> – Ideal for fine, high-precision cutting of complex components.</p><p><a href=\"https://stengineers.com/product/sf-25-120\" target=\"_blank\">SKITEK Fast Speed Moly Wire EDM SF-45</a> – Designed for high-speed, high-efficiency machining.</p><p><br></p><h5>Why You Should Visit Us at IMTOS</h5><p><br></p><h6>When you visit our stall, you’ll:</h6><p><br></p><p>•<span style=\"white-space:pre\"> </span>Watch live demos of our latest machines in action</p><p>•<span style=\"white-space:pre\"> </span>Talk to our technical experts and get recommendations for your specific needs</p><p>•<span style=\"white-space:pre\"> </span>Discover new technologies that can improve your speed, quality, and bottom line</p><p>•<span style=\"white-space:pre\"> </span>Explore opportunities to partner with us for growth and long-term support</p><p><br></p><h5>Let’s Meet at IMTOS 2025</h5><p><br></p><p>We’re looking forward to connecting with you at Hall 2, Stalls P14 and 41. Come and see how <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> is shaping the future of manufacturing—one solution at a time.</p><p><br></p><p>Want to book a live demo or schedule a meeting in advance? <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Contact us</a>, we’ll be happy to assist you.</p><p><br></p><p>Let’s build something great together. See you at IMTOS 2025!</p><div style=\"text-align: right; \"><br></div>','Join S&T Engineers at IMTOS 2025 – Explore the Future of Machine Tools with Us!','join-stengineers-at-imtos-2025-explore-future-of-machine-tools','Join S&T Engineers at IMTOS 2025 and experience the next wave of innovation in the machine tool industry. From advanced CNC machines to automation-ready solutions, we’re showcasing it all. Get hands-on with live demos, expert insights, and future-ready technologies. See why IMTOS 2025 is a must-visit for every machining professional.','active','2025-07-07','2025-07-16'); INSERT INTO `news_events` VALUES (26,'S&T Engineers Tech Center Inaugurated in Noida','','https://stengineers.com/admin/api/news-thump/thumb-349681752646838.jpg','https://stengineers.com/admin/api/news-image/news-165231752647257.jpg','Completed','2025-07-10','<h2>S&T Engineers Tech Center Inaugurated in Noida</h2><p><span style=\"\"><br></span></p><p><span style=\"\">Grand Opening Held on 10th July 2025 at 10:30 AM</span></p><p><br></p><h5>A New Chapter of Engineering Innovation in North India</h5><p><br></p><p style=\"text-align: justify; \">S&T Engineers is proud to announce the grand inauguration of its advanced Tech Center and Regional Branch Office in Noida, strengthening its presence in Northern India and reaffirming its commitment to delivering affordable and advanced machine tool technology.</p><p style=\"text-align: justify; \"><br></p><h5>Inaugurated by an Industry Leader</h5><p><br></p><p style=\"text-align: justify; \">The facility was officially inaugurated by <b>Mr. Akash Khandelwal, COO – <a href=\"https://www.uflexltd.com/\" target=\"_blank\">UFlex Limited</a></b>, on 10th July 2025. His presence added significance to this milestone and highlighted the role of innovation in modern manufacturing.</p><p><br></p><h5>Live Demo Highlights at the Tech Center</h5><p><span style=\"\"><br></span></p><p><span style=\"\">The Noida Tech Center offers a complete experience with live demonstrations and technical consultations for:</span></p><p>•<span style=\"white-space:pre\"> </span><a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">EDM Machines</a> (Die sinking and wire cut)</p><p>•<span style=\"white-space:pre\"> </span><a href=\"https://stengineers.com/category/metal-forming-machine\" target=\"_blank\">Metal Forming Machines</a></p><p>•<span style=\"white-space:pre\"> </span><a href=\"https://stengineers.com/category/cnc-metal-cutting-machine\" target=\"_blank\">Metal Cutting Machines</a></p><p>•<span style=\"white-space:pre\"> </span><a href=\"https://stengineers.com/category/conventional-machines\" target=\"_blank\">Conventional Machines</a></p><p>•<span style=\"white-space:pre\"> </span><a href=\"https://stengineers.com/category/machine-tool-accessories\" target=\"_blank\">Machine Tool Accessories</a></p><p><br></p><p>The facility also supports cutting trials, application discussions, and on-site training for operators and process engineers.</p><p><br></p><h6>🌐 Our Vision: Making Futuristic Technology Affordable</h6><p><br></p><p style=\"text-align: justify; \">This expansion brings our global-quality machines and support closer to customers in the Northern region, fulfilling our mission of delivering precision engineering with accessibility and value.</p><p><br></p><h6>🤝 You are Invited to Experience it Live</h6><p><span style=\"\"><br></span></p><p><span style=\"\">Visit <a href=\"https://share.google/z5W8kPkn23R0GGTC9\" target=\"_blank\">S&T Engineers Tech Center</a><a> in Noida</a> to experience our full range of technologies in action.</span></p><p><span style=\"\"><br></span></p><p>📍 Location: S&T Engineers Tech Center, A-47, A Block, Sector 63, Noida, Uttar Pradesh 201301.</p>','S&T Engineers Tech Center Inaugurated in Noida','stengineers-tech-center-inaugurated-noida','S&T Engineers Tech Center is now inaugurated in Noida, marking a major milestone in advanced machining support. The new center showcases live demos, application support, and hands-on experience with CNC and conventional machines. It’s a hub for innovation, customer engagement, and precision engineering solutions. Discover how the Noida Tech Center empowers manufacturers across North India.','active','2025-07-16','2025-07-17'),(29,'S&T Engineers at ENGIMACH 2025 – Showcasing Advanced Metal Forming Solutions','uploads/news/test.png','https://stengineers.com/admin/api/news-thump/thumb-510761764661410.jpg',',https://stengineers.com/admin/api/news-image/news-183451764661417.jpg','Completed','2025-12-02','<h2>S&T Engineers at ENGIMACH 2025 – Showcasing Advanced Metal Forming Solutions</h2><p><br></p><p style=\"text-align: justify; \">ENGIMACH 2025 stands as one of India’s leading exhibitions dedicated to Industrial Automation, Engineering, and Manufacturing Technology, and is scheduled from December 3–7, 2025, at the Helipad Exhibition Centre, Gandhinagar, Gujarat. The event brings together the latest advancements in engineering, machinery, and machine tools, driving innovation and shaping the future of modern manufacturing.</p><p><br></p><h4>S&T ENGINEERS AT ENGIMACH EXPO 2025</h4><p><br></p><p style=\"text-align: justify; \"><font color=\"#000000\"><a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a></font>, a trading unit of <a href=\"https://stgroup.co.in/\" target=\"_blank\">S&T Group</a>, is proud to showcase its cutting-edge <a href=\"https://stengineers.com/category/metal-forming-machine\" target=\"_blank\">Metal Forming solutions</a>, including Fiber Laser Cutting Machine, advanced Laser Welding Machine, and Press Brake Machine at ENGIMACH 2025.</p><p style=\"text-align: justify;\">Visitors will have the chance to experience live demonstrations, interact with our experts, and explore technology built for the future of global manufacturing.</p><p><br></p><h5>Visit S&T ENGINEERS at ENGIMACH 2025</h5><p><br></p><p>📅: 3rd – 7th December 2025</p><p>📍: Hall 9, Stall No: P7 | Helipad Exhibition Centre, Sector 17, Gandhinagar, Gujarat</p><p><br></p><h4>Machines on Display</h4><p><br></p><h5>STM Fiber Laser Cutting Machine - ST3015G </h5><p><br></p><p>The <a href=\"https://stengineers.com/product/st3015g\" target=\"_blank\">STM ST3015G</a>, Fiber Laser Cutting Machine is designed for high-speed, high-precision metal cutting, helping manufacturers improve productivity and efficiency with reliable Indian-made technology.</p><p><br></p><h6>Specifications:</h6><p><br></p><p><b>Bed Size:</b> 3meter - 6 meter</p><p><b>Laser Power: </b>1.5 - 6 kW</p><p><b>Speed:</b> 80m/min</p><p><br></p><h5>STM Laser Welding Machine - ST1500 HWM</h5><p><br></p><p>The <a href=\"https://stengineers.com/product/st1000hwm\" target=\"_blank\">STM ST1500 HWM</a> delivers fast, precise, and clean welds across a wide range of metals, enhancing productivity and finish quality. Built for reliability and ease of use, it’s perfect for modern welding needs.</p><p><br></p><h6>Specifications: </h6><p><br></p><p><b>Laser Power:</b> 1.5 - 3 kW</p><p><b>Welding Speed:</b> ≤120 mm/s</p><p><br></p><h5>Press Brake Machine - SKCNC160T3200</h5><p><br></p><p>The <a href=\"https://stengineers.com/product/skcnc160t3200\" target=\"_blank\">SKITEK SKCNC160T 3200</a> ensures powerful and accurate metal bending with advanced CNC control. Designed for durability and precision, it delivers consistent results across every operation.</p><p><br></p><h6>Specifications: </h6><p><br></p><p><b>Normal Force:</b> 1600 kN</p><p><b>Bending Length:</b> 3200mm</p><p><b>Dimension (<span style=\"\">LxWxH)</span></b><b style=\"\">: </b><span style=\"\">3500x1650x2600mm</span></p><p><br></p><h5>Why Visit S&T Engineers at ENGIMACH 2025?</h5><p><br></p><p>✔ Discover advanced metal forming solutions built for performance and precision.</p><p>✔ Experience live demos and engage with our technical experts.</p><p>✔ Learn how S&T Engineers’ machines can elevate your productivity.</p><p>✔ Explore collaboration and partnership opportunities for long-term growth.</p><p><br></p><p>Join <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a> at Hall 9, Stall No: P7 to explore Metal Forming Solutions at the ENGIMECH Exhibition. </p><p>👉 <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Pre-book</a> a meeting with our team today and <a href=\"https://stengineers.com/category/metal-forming-machine\" target=\"_blank\">explore Metal Forming Solutions </a>built for the future of manufacturing.</p>','S&T Engineers at ENGIMACH 2025 – Showcasing Advanced Metal Forming Solutions','advanced-metal-forming-solutions-at-engimach-2025','S&T Engineers highlights advanced metal forming technology at ENGIMACH 2025, presenting powerful CNC press brakes, laser cutting machine, and welding machine. Discover solutions engineered for precision-driven sheet metal manufacturing.','active','2025-12-02','2025-12-08'),(30,'S&T Engineers at ENGIMACH 2025 – Showcasing Advanced EDM Machines','uploads/news/test.png','https://stengineers.com/admin/api/news-thump/thumb-298161764652855.jpg','https://stengineers.com/admin/api/news-image/news-129831764652852.jpg','Completed','2025-12-02','<h2>S&T Engineers at ENGIMACH 2025 – Showcasing Advanced EDM Machines</h2><p><br></p><p style=\"text-align: justify; \">ENGIMACH 2025 is one of India’s largest exhibitions for Industrial Automation, Engineering, and Manufacturing Technology, taking place from December 3–7, 2025, at the Helipad Exhibition Centre, Gandhinagar, Gujarat. The event is a premier platform showcasing the latest innovations in engineering, machinery, and machine tools that shape the future of manufacturing.</p><p><br></p><h4>S&T ENGINEERS AT ENGIMACH EXPO 2025</h4><p><br></p><p style=\"text-align: justify; \"><a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers</a>, a trading unit of the <a href=\"https://stgroup.co.in/\" target=\"_blank\">S&T Group</a>, proudly presents its range of high-performance SKITEK EDM Machines in India at ENGIMACH 2025. Experience cutting-edge technology in ZNC Die Sinking EDM, Fast-Speed Moly Wire EDM, and Medium-Speed Moly Wire EDM, built for unmatched precision, reliability, and performance.</p><p style=\"text-align: justify; \">Visitors will have the chance to experience live demonstrations, interact with our experts, and explore technology built for the future of global manufacturing.</p><p><br></p><h5>Visit S&T ENGINEERS at ENGIMACH 2025</h5><p><br></p><p>📅: 3rd – 7th December 2025</p><p>📍: Hall 1, Stall No: P6 | Helipad Exhibition Centre, Sector 17, Gandhinagar, Gujarat</p><p><br></p><h4>Machines on Display</h4><p><br></p><h5>SKITEK ZNC Die Sinking EDM - S35Z </h5><p><br></p><p style=\"text-align: justify; \">The <a href=\"https://stengineers.com/product/s-35\" target=\"_blank\">S35Z - SKITEK ZNC Die Sinking EDM</a> delivers uncompromising precision and reliability for complex cavity machining, ensuring consistent performance and superior accuracy in every mold-making operation.</p><p><br></p><h6>Specifications:</h6><p><br></p><p><b>X/Y/Z Travel: </b>350 x 250 x 200 mm</p><p><b>Work Table:</b> 600x320 mm</p><p><b>Surface Finish: </b>0.3µ Ra</p><p><br></p><h5>SKITEK Fast Speed Moly Wire EDM - SF35</h5><p><br></p><p style=\"text-align: justify; \">The <a href=\"https://stengineers.com/product/sf-25-120\" target=\"_blank\">SF35 – SKITEK Fast Speed Moly Wire EDM</a> is engineered for precision wire cutting at high speeds, ensuring superior accuracy, fine surface finish, and consistent performance for complex materials.</p><p style=\"text-align: justify; \"><br></p><h6>Specifications:</h6><p><br></p><p><b>X/Y/Z Travel: </b>350 x 610 x 505 mm</p><p><b>Work Table: </b>720x500 mm</p><p><b>Max Cutting Angle: </b>±6⁰/80 mm</p><p><br></p><h5>SKITEK Medium Speed Moly Wire EDM - SR 400X</h5><p><br></p><p style=\"text-align: justify; \">The <a href=\"https://stengineers.com/subcategory/medium-speed-cnc-wire-edm\" target=\"_blank\">SR 400X – SKITEK Medium Speed Moly Wire EDM</a> is designed for precision cutting, offering an optimal balance between speed and accuracy and delivering a superior surface finish for tooling and die manufacturing applications.</p><p><br></p><h6>Specifications:</h6><p><br></p><p><b>X/Y Travel: </b>400 x 300 mm</p><p><b>U/V Axis Travel: </b>80 x 80 </p><p><b>Work Table: </b>550x690 mm</p><p><b>Max Surface Finish: </b>≤0.8 - 1.0 μm</p><p><br></p><h5>Why Visit S&T Engineers at ENGIMACH 2025?</h5><p><br></p><p>✔ Discover advanced EDM Machines designed for precision, performance, and reliability.</p><p>✔ Experience live demonstrations of Die Sinking, Fast-Speed, and Medium-Speed Moly Wire EDMs.</p><p>✔ Interact with our technical experts to learn how EDM technology can transform your machining efficiency.</p><p>✔ Explore collaboration and partnership opportunities for sustainable business growth.</p><p><br></p><p>🚀 Join <a href=\"https://stengineers.com/index.php\" target=\"_blank\">S&T Engineers </a>at Hall 1, Stall No: P6 to experience the EDM Machines shaping the future of precision manufacturing.</p><p>👉 <a href=\"https://stengineers.com/contact-us.php\" target=\"_blank\">Pre-book</a> a meeting with our team today and <a href=\"https://stengineers.com/category/edm-machines\" target=\"_blank\">explore EDM solutions</a> engineered for excellence.</p>','S&T Engineers at ENGIMACH 2025 – Showcasing Advanced EDM Machines','advanced-edm-machines-at-engimach-2025','Discover S&T Engineers’ powerful EDM lineup at ENGIMACH 2025, including high-performance Fast Speed Moly Wire EDM, Medium Speed Moly Wire EDM, and ZNC Die Sinking models. See how S&T’s EDM technology supports accuracy-driven industries like medical, automotive, and tooling.','active','2025-12-02','2025-12-08'); INSERT INTO `news_events` VALUES (31,'S&T Engineers at ENGIMACH 2025 – A Grand Success','uploads/news/test.png','https://stengineers.com/admin/api/news-thump/thumb-150761765260886.jpg','https://stengineers.com/admin/api/news-image/news-752811765260891.jpg','Completed','2025-12-09','<h3>BHARAT NEXT: S&T Engineers at ENGIMACH 2025 – A Grand Success</h3><p><br></p><p style=\"text-align: justify; \">ENGIMACH 2025, one of India’s largest and most influential exhibitions for Industrial Automation, Engineering, and Manufacturing Technology, was held from December 3–7, 2025, at the Helipad Exhibition Centre, Gandhinagar, Gujarat.</p><p style=\"text-align: justify;\"><a href=\"https://stengineers.com/\" target=\"_blank\">S&T Engineers,</a> a trading unit of the <a href=\"https://stgroup.co.in/\" target=\"_blank\">S&T Group</a>, successfully showcased its advanced Metal Forming and EDM Solutions at ENGIMACH 2025, reinforcing its mission to empower the manufacturing industry through cutting-edge technology.</p><p><br></p><h5>Machines on Display</h5><p>Our stall featured a range of high-performance and technology-driven machines designed to meet modern industrial needs:</p><p><br></p><h6>STM Fiber Laser Cutting Machine – ST3015G</h6><p>Delivered high-speed, precise sheet metal cutting with consistent accuracy and efficiency.</p><p><br></p><h6>STM Laser Welding Machine – ST1500HWM</h6><p>Showcased versatile 3-in-1 functions for welding, cutting, and cleaning with seamless operation.</p><p><br></p><h6>SKITEK Press Brake Machine – SKCNC160T3200</h6><p>Demonstrated superior bending accuracy and reliability for various metal forming applications.</p><p><br></p><h6>SKITEK ZNC Die Sinking EDM – S35Z</h6><p>Ensured fine surface finish and precision machining for complex mould and die components.</p><p><br></p><h6>SKITEK Fast Speed Moly Wire EDM – SF35</h6><p>Highlighted fast cutting speeds with excellent accuracy for production efficiency.</p><p><br></p><h6>SKITEK Medium Speed Moly Wire EDM – SR400X</h6><p>Combined precision and cost-effectiveness for high-quality EDM machining.</p><p><br></p><p>Glimpses from the event</p><p><img 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style=\"width: 50%;\" data-filename=\"S&T ENGINEERS ENGIMACH GLIMSE.jpg\"><br></p><p><br></p><h5>Live Demonstrations</h5><p><br></p><p style=\"text-align: justify; \">Our laser cutting, welding, and EDM machines drew great attention throughout the show.</p><p style=\"text-align: justify;\">Each live demonstration highlighted the precision, speed, and performance that define S&T Engineers’ technology, leaving a lasting impression on visitors and potential partners alike</p><p><br></p><h5>Engaging Interactions</h5><p style=\"text-align: justify; \"><br></p><p style=\"text-align: justify; \">During the five days of the exhibition, our stall attracted a large number of visitors, including industry experts, business owners, and technology enthusiasts.</p><p style=\"text-align: justify;\">The event created a vibrant environment for meaningful discussions, idea exchange, and new collaborations across the manufacturing industry.</p><p><br></p><h5>Thank You for Making It a Grand Success</h5><p><br></p><p>We extend our heartfelt gratitude to all visitors, partners, and customers who made ENGIMACH 2025 a remarkable success for us. <span style=\"\">Your trust and support continue to inspire us to push boundaries and deliver world-class manufacturing solutions.</span></p><p>We look forward to seeing you at our next event — with even more innovation, technology, and success stories to share!</p>','S&T Engineers at ENGIMACH 2025 – A Grand Success','engimach-2025-grand-success','S&T Engineers celebrated a strong performance at ENGIMACH 2025, featuring advanced manufacturing technologies across metal forming machines, and EDM segments. Discover how S&T set new benchmarks in innovation and performance.','active','2025-12-09','2025-12-09'); /*!40000 ALTER TABLE `news_events` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `product_feature` -- DROP TABLE IF EXISTS `product_feature`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `product_feature` ( `id` int NOT NULL AUTO_INCREMENT, `product_id` int NOT NULL, `feature_data` longtext COLLATE utf8mb4_general_ci NOT NULL, `image` text COLLATE utf8mb4_general_ci NOT NULL, `feature_order` varchar(20) COLLATE utf8mb4_general_ci NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=8634 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_general_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `product_feature` -- LOCK TABLES `product_feature` WRITE; /*!40000 ALTER TABLE `product_feature` DISABLE KEYS */; INSERT INTO `product_feature` VALUES (40,6,'<p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The standard IDD spindle design, easy for maintenance 15,000 rpm max. spindle speed with 37 kW output delivers 244 Nm torque.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-249831704782812.jpg','1'),(41,6,'<p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The standard IDD spindle design, easy for maintenance 15,000 rpm max. spindle speed with 37 kW output delivers 244 Nm torque.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-561041704782751.jpg','2'),(42,6,'<p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The standard IDD spindle design, easy for maintenance 15,000 rpm max. spindle speed with 37 kW output delivers 244 Nm torque.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-517431704782760.jpg','3'),(46,7,'<p>gcASHHfkjF</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-386171704796613.png','1'),(47,7,'<p class=\"ml-50\">ashgdhG</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-316781704796634.png','2'),(48,7,'<p>hbfv</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-286491704796651.png','3'),(275,20,'<p><span data-contrast=\"auto\" xml:lang=\"EN-IN\" lang=\"EN-IN\" class=\"TextRun SCXW173084245 BCX0\" style=\"-webkit-user-drag: none; -webkit-tap-highlight-color: transparent; margin: 0px; padding: 0px; user-select: text; color: rgb(0, 0, 0); white-space-collapse: preserve; line-height: 20.5042px; font-variant-ligatures: none !important;\">The multi-jobs machining would be much easier since the machining will be automatically finished without manual command.</span><span class=\"EOP SCXW173084245 BCX0\" data-ccp-props=\"{"201341983":0,"335559685":720,"335559739":160,"335559740":259}\" style=\"-webkit-user-drag: none; -webkit-tap-highlight-color: transparent; margin: 0px; padding: 0px; user-select: text; color: rgb(0, 0, 0); white-space-collapse: preserve; line-height: 20.5042px; \"> </span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-215641707117799.webp','1'),(276,20,'<p class=\"ml-50\"><span data-contrast=\"auto\" xml:lang=\"EN-IN\" lang=\"EN-IN\" class=\"TextRun SCXW173084245 BCX0\" style=\"-webkit-user-drag: none; -webkit-tap-highlight-color: transparent; margin: 0px; padding: 0px; user-select: text; color: rgb(0, 0, 0); white-space-collapse: preserve; line-height: 20.5042px; font-variant-ligatures: none !important;\">The multi-jobs machining would be much easier since the machining will be automatically finished without manual command.</span><span class=\"EOP SCXW173084245 BCX0\" data-ccp-props=\"{"201341983":0,"335559685":720,"335559739":160,"335559740":259}\" style=\"-webkit-user-drag: none; -webkit-tap-highlight-color: transparent; margin: 0px; padding: 0px; user-select: text; color: rgb(0, 0, 0); white-space-collapse: preserve; line-height: 20.5042px; \"> </span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-319701707117814.png','2'),(277,20,'<p><span data-contrast=\"auto\" xml:lang=\"EN-IN\" lang=\"EN-IN\" class=\"TextRun SCXW173084245 BCX0\" style=\"-webkit-user-drag: none; -webkit-tap-highlight-color: transparent; margin: 0px; padding: 0px; user-select: text; color: rgb(0, 0, 0); white-space-collapse: preserve; line-height: 20.5042px; font-variant-ligatures: none !important;\">The multi-jobs machining would be much easier since the machining will be automatically finished without manual command.</span><span class=\"EOP SCXW173084245 BCX0\" data-ccp-props=\"{"201341983":0,"335559685":720,"335559739":160,"335559740":259}\" style=\"-webkit-user-drag: none; -webkit-tap-highlight-color: transparent; margin: 0px; padding: 0px; user-select: text; color: rgb(0, 0, 0); white-space-collapse: preserve; line-height: 20.5042px; \"> </span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-894621707117820.png','3'),(283,2,'<h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><br></h5><h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Structure</h5><ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">High rigidity Dual-Wall castings.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Auto oil lubrication system for all axis.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">High rigidity ball type linear guideways.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Fanuc α-series 15kW powerful spindle motor.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Fixed pretensioned, high precision ball screws.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Powerful 3kW direct drive axis motors in all 3 axis.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">10,000rpm spindle with cooling system and creamic bearings.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">FEM technique enables superiors machining stable performance.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Axial assembly supported by integrated structure, providing excellent dynamic movement</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-083921704717897.jpg','1'),(284,21,'<p>YCM In-house IDD Spindle</p><p>•<span style=\"white-space:pre\"> </span>Tool unclamping cushion extends spindle bearing life by protecting spindle bearing from tool unclamping force.</p><p>•<span style=\"white-space:pre\"> </span>Spindle cooling system (opt.) removes heat efficiently and minimizes thermal deformation.</p><p>•<span style=\"white-space:pre\"> </span>Ceramic bearings features low inertia mass, low centrifugal force, high rigidity and low coefficient of thermal deformation.</p><p>•<span style=\"white-space:pre\"> </span>High precision helical springs features high dynamic balance and low vibration.</p><p>•<span style=\"white-space:pre\"> </span>Grease lubrication for 12,000 rpm spindle as a standard</p><p>•<span style=\"white-space:pre\"> </span>Oil-air lubrication for 12,000 / 15,000 rpm spindle (opt.</p><p><br></p><p><br></p>','','1'),(295,22,'<p>cc</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-329061707135594.jpg','1'),(296,22,'<p class=\"ml-50\">c</p>','','2'),(297,22,'<p>cc</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-798501707135605.jpg','3'),(298,22,'<p class=\"ml-50\">ccc</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-758691707135610.jpg','4'),(299,22,'<p>cccc</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-738211707135616.jpg','5'),(357,26,'<h3>Mechanical Structure-NP500L</h3><h2>Machine feature</h2><p>1. Rigid U, V truss design</p><p>2. Stainless steel worktable with hardness HRC 50°.</p><p>3. Machine Casting is designed based on the FEA analysis for increasing the rigidity.</p><p>4. Machine base with extra wide.</p><p>https://www.excetek.com/images/ms15.jpg</p><p>Linear Sheft Motor Driver System</p><p>MechanicalStructure</p><p>The machine provides the constant temperature for improving the accuracy while machining where the heat generated by the linear motor will affect the accuracy. The water circulation reduces the temperature generated by the linear electric motor from the magnetic field, with high thrust, high efficiency and low energy consumption.</p><p>Features such as a 0.1 μm high-resolution digital ruler and controller provide high-precision forming and ultra-fine finishing.</p><p>https://www.excetek.com/images/ms16.jpg</p><p>1. Coil</p><p> 2. Magent</p><p>3. Shaft</p><p> <span style=\"\">4. Coil</span></p><p> <span style=\"\">5. Magnetic flux</span></p><h2><span style=\"\">Improved Operability</span></h2><p><span style=\"\">4-side Hardened Stainless Steel Table</span><br></p><p>• It has certified the standards of TUV Certification for safety and metal desired design.</p><p>• Power slider door design to save installation space and light operation</p><p>https://www.excetek.com/images/ms13.jpg</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-507341707202170.jpg','1'),(358,26,'<h2>Intelligent machining mode</h2><h3>Workpiece postioning function - https://www.excetek.com/images/im2.jpg</h3><h3>Maintenance and Diagnosis information - https://www.excetek.com/images/im3.jpg</h3><h3>Technology data search function - https://www.excetek.com/images/im4.jpg</h3><h3>Graphical interface - https://www.excetek.com/images/im5.jpg</h3><h3>Useful function - https://www.excetek.com/images/im6.jpg</h3><h3><br></h3>\n\n<p class=\"ml-50\"></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-865011707202328.jpg','2'),(359,26,'<h5 style=\"margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt; line-height: 30pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; vertical-align: baseline;\"><br></h5>','https://stengineers.com/admin/api/product-upload/product-feature/features-326071707202993.jpg','4'),(360,26,'<h2>On-line measurement system</h2><p>CBefore the machining, on-line measurement and calibration instead of the conventional one, significantly reduce the time to calibrate the workpiece. With the macro command the automatic measurement calibrates the reference point; enhance the machining accuracy. After machining, directly on-line measure the workpiece on the table; avoid the unexpected error from dismount/mount the workpiece.</p><p>Multi-workpiece machining</p><p>• Automatic compensating the 3D flatness of workpiece.</p><p>• Automatic compensating the parallelism of workpiece (AR)</p><p>• Automatic machining reference point measurement.</p><p>• Processing AWT automatic wire threading</p><p>• Go to the next workpiece to continue processing.</p><p>https://www.excetek.com/images/online1.jpg</p><p>Processing automation</p><p>• Automatic compensating the parallelism of workpiece (AR)</p><p>• Automatically calibrate the reference point</p><p>• Processing AWT automatic wire threading</p><p>• Automatically measure the results after machining</p><p>• Export the measurement report</p><p>https://www.excetek.com/images/online2.jpg</p><p>Automatic Measurement Application</p><p>https://www.excetek.com/images/online3.jpg</p><p>https://www.excetek.com/images/online4.jpg</p><p>https://www.excetek.com/images/online5.jpg</p><p>https://www.excetek.com/images/online6.jpg</p><p>https://www.excetek.com/images/online7.jpg</p><p>https://www.excetek.com/images/online8.jpg</p><p>https://www.excetek.com/images/online9.jpg</p><p>https://www.excetek.com/images/online10.jpg</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-154381707203023.jpg','5'),(361,26,'<h2>Cutting Technology</h2><p class=\"MsoNormal\" align=\"center\" style=\"text-align: center;\"><a href=\"https://www.excetek.com/images/ct1.jpg\">https://www.excetek.com/images/ct1.jpg</a><o:p></o:p></p><p class=\"ml-50\"></p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\"><tbody><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Type<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Without control<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Using control<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">A<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">B<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">C<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">D<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr></tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-734021707203108.jpg','6'),(380,27,'<h2>Mechanical Structure-NP400L</h2><h3>Machine feature</h3><p>1. Rigid U, V truss design</p><p>2. Stainless steel worktable with hardness HRC 50°.</p><p>3. Machine Casting is designed based on the FEA analysis for increasing the rigidity.</p><p>4. Machine base with extra wide.</p><p>https://www.excetek.com/images/ms15.jpg</p><p>Linear Sheft Motor Driver System</p><h3>Mechanical Structure</h3><p>The machine provides the constant temperature for improving the accuracy while machining where the heat generated by the linear motor will affect the accuracy. The water circulation reduces the temperature generated by the linear electric motor from the magnetic field, with high thrust, high efficiency and low energy consumption.</p><p>Features such as a 0.1 μm high-resolution digital ruler and controller provide high-precision forming and ultra-fine finishing.</p><p>https://www.excetek.com/images/ms16.jpg</p><p>1. Coil</p><p>2. Magent<br></p><p> 3. Shaft</p><p> 4. Coil</p><p> 5. Magnetic flux</p><h3>Improved Operability</h3><p>4-side Hardened Stainless Steel Table</p><p>• It has certified the standards of TUV Certification for safety and metal desired design.</p><p>• Power slider door design to save installation space and light operation</p><p>https://www.excetek.com/images/ms13.jpg</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-920451707204549.jpg','1'),(381,27,'<h2>Intelligent machining mode</h2><p class=\"ml-50\">Workpiece postioning function - https://www.excetek.com/images/im2.jpg</p><p class=\"ml-50\">Maintenance and Diagnosis information - https://www.excetek.com/images/im3.jpg</p><p class=\"ml-50\">Technology data search function - https://www.excetek.com/images/im4.jpg</p><p class=\"ml-50\">Graphical interface - https://www.excetek.com/images/im5.jpg</p><p class=\"ml-50\">Useful function - https://www.excetek.com/images/im6.jpg</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-786121707204747.jpg','2'),(382,27,'<h2>Auto wire threading</h2><p class=\"ml-50\">200mm Submerge threading - https://www.excetek.com/images/aw7.jpg</p><p class=\"ml-50\">200mm Submerge threading - https://www.excetek.com/images/aw8.jpg</p><p class=\"ml-50\">400mm thickness threading in break point - https://www.excetek.com/images/aw9.jpg</p><h2>High Speed Auto Wire Threading System</h2><p class=\"ml-50\">Workpiece thickness 100mm</p><p class=\"ml-50\">• Wire annealing and cutting : 10 sec</p><p class=\"ml-50\">• Threading : 10 sec</p><p class=\"ml-50\">https://www.excetek.com/images/aw10.jpg</p><h2>Reliable Auto Wire Threading system</h2><p class=\"ml-50\">In EXCETEK, AWT provides a sophisticated design which generates continuous unmanned operation for 24 hours. Unlike other systems it can thread from the point of the wire breakage or break point.</p><p class=\"ml-50\">A water jet function enables the machine to thread workpieces up to 500mm.</p><p class=\"ml-50\">https://www.excetek.com/images/aw5.jpg</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-765901707204755.jpg','4'),(383,27,'<h2>On-line measurement system</h2><h2><p class=\"ml-50\" style=\"\">CBefore the machining, on-line measurement and calibration instead of the conventional one, significantly reduce the time to calibrate the workpiece. With the macro command the automatic measurement calibrates the reference point; enhance the machining accuracy. After machining, directly on-line measure the workpiece on the table; avoid the unexpected error from dismount/mount the workpiece.</p></h2><h2>Multi-workpiece machining</h2><h2><p class=\"ml-50\" style=\"\">• Automatic compensating the 3D flatness of workpiece.</p><p class=\"ml-50\" style=\"\">• Automatic compensating the parallelism of workpiece (AR)</p><p class=\"ml-50\" style=\"\">• Automatic machining reference point measurement.</p><p class=\"ml-50\" style=\"\">• Processing AWT automatic wire threading</p><p class=\"ml-50\" style=\"\">• Go to the next workpiece to continue processing.</p><p class=\"ml-50\" style=\"\"><br></p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online1.jpg</p></h2><h2>Processing automation</h2><h2><p class=\"ml-50\" style=\"\">• Automatic compensating the parallelism of workpiece (AR)</p><p class=\"ml-50\" style=\"\">• Automatically calibrate the reference point</p><p class=\"ml-50\" style=\"\">• Processing AWT automatic wire threading</p><p class=\"ml-50\" style=\"\">• Automatically measure the results after machining</p><p class=\"ml-50\" style=\"\">• Export the measurement report</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online2.jpg</p><p class=\"ml-50\" style=\"\"><br></p></h2><h2>Automatic Measurement Application</h2><h2><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online3.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online4.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online5.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online6.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online7.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online8.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online9.jpg</p><p class=\"ml-50\" style=\"\">https://www.excetek.com/images/online10.jpg</p></h2>','https://stengineers.com/admin/api/product-upload/product-feature/features-069121707204764.jpg','5'),(384,27,'<h2>Cutting Technology</h2><p class=\"MsoNormal\" align=\"center\" style=\"text-align: center;\"><a href=\"https://www.excetek.com/images/ct1.jpg\">https://www.excetek.com/images/ct1.jpg</a><o:p></o:p></p><p class=\"ml-50\"></p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\"><tbody><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Type<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Without control<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Using control<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">A<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">B<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">C<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">D<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr></tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-341801707204916.jpg','6'),(531,35,'<p>x</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-971461707221681.jpg','1'),(534,36,'<p>Robust Structure Design</p><p>• High Quality, Rugged MEEHANITE™ Castings – YCMs In-House Foundry follows strict international MEEHANITE standards ensuring high stiffness, rigidity, and vibration dampening that results in superior thermal stability, and cutting performance.</p><p>• Reinforced saddle features provides optimum stiffness, rigidity and stability.</p><p>• Extra wide base and column design enables solid support and excellent cutting performance when machining complex parts at a high feeds and speeds.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-258141707221917.jpg','1'),(582,41,'<h3><span style=\"\">High Rigidity Construction With High Feedrate</span><br></h3><p>• The moving column design, the strengthened 3-point support base, and dual wall rib-structure designed column sustain the utmost rigidity, accuracy level, and machine durability.</p><p>• Direct transmission design on all 3 Axes and pre-tensioned ballscrews ensure motion rigidity, and machining accuracy.</p><p>• Deploy high precision linear motion guideways, ensure excellent machining performance and service life with low friction, high rigidity, high speed and optimal damping force. The rapid feedrate is 40 m/min. (X/Y/Z), and 20 m/min. for max. cutting feedrate.</p><p><br></p><p><br></p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-154691707283146.jpg','1'),(583,41,'<h3>Stepped Design on X-axis</h3><p class=\"ml-50\">• Two X-axis guideways are positioned at different height to increase stable and reliable rapid axial movement.</p><p class=\"ml-50\">• Compact column design is able to achieve higher acceleration and performance.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-809131707283228.jpg','2'),(584,41,'<h3>All Roller Type Guideways</h3><p>• XYZ axes are equipped with roller guideways to increase rigidity and accuracy.</p><p>• High dynamic AC servo driven pre-tensioned ball screws, delivering high control qualities.</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-046931707283231.jpg','3'),(585,41,'<h3>Powerful IDD Spindle</h3><p class=\"ml-50\">• The standard IDD spindle design, easy for maintenance 15,000 rpm max. spindle speed with 37 kW output delivers 244 Nm torque.</p><p class=\"ml-50\">• The powerful spindle utilizes high precision ceramic ball bearings.</p><p class=\"ml-50\">• The spindle oil cooling system effectively minimizes thermal deformation.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-632191707283276.jpg','4'),(586,41,'<h3>High Performance Built-in Motorized Spindle (opt.)</h3><p>• The max. spindle speed reaches up to 20,000 rpm with 22.5 kW output delivers 61 Nm torque.</p><p>• Micro oil-air lubrication for angular ceramic ball bearings prolongs spindle life.</p><p>• Circulated oil jacket cooling system minimize thermal deformation, ensuring high accuracy.</p><p>• Easy spindle unit replacement reduces maintenance time.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-140631707283285.jpg','5'),(587,41,'<h3>BBT40 Dual-Contact Spindle Taper</h3><p class=\"ml-50\">• Equipped with BBT dual-contact to improve cutting capacity and accuracy, also enhance spindle and tool life.</p><p class=\"ml-50\">• Coolant through spindle system: 20 bar (std.) / 70 bar (opt.).</p><p class=\"ml-50\">• Spindle air seal protected.</p><p class=\"ml-50\">• Labyrinth protection design.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-192531707283317.jpg','6'),(975,33,'<h5>Generator Feature</h5><p><b>Superior Erosion Function</b></p><p>EXCETEK of EDM create all by oneself MOSFET sparking circuit, with less electrode wear and fast erosion speed, can achieve mirror erosion with smooth surface roughness easy for polish.</p><p><b>Stable Generator with performance</b></p><p>Front and back separate double heat flow system, hot component and cold circuit separate, electronic component. adequately heat sink to improve generator working stable, nearly zero maintenance.</p><p><b>Simple Maintenance</b></p><p>EXCETEK EDM Generator use front and back assembly module design, function of circuit indicate clear, each circuit have fuse protection, easy for check maintenance and exchange PCB, provide user simple easy and speedy service quality.</p><p><b>Perfect of after sale service quality</b></p><p>EXCETEK of EDM provide full range of after sales service system, include Operation、Training、Maintenance、Application, According vanguard of professional management technology, to provide service quality and customer fear of disturbance in the rear after sales service support.</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-790141707217725.jpg','1'),(976,33,'<h5>OB-Mode</h5><ul class=\"ml-50\"><li>https://www.excetek.com/images/ob-0.jpg</li><li>https://www.excetek.com/images/ob-1.jpg</li><li>https://www.excetek.com/images/ob-2.jpg</li><li>https://www.excetek.com/images/ob-3.jpg</li><li>https://www.excetek.com/images/ob-4.jpg</li><li>https://www.excetek.com/images/ob-5.jpg</li><li>https://www.excetek.com/images/ob-6.jpg</li><li>https://www.excetek.com/images/ob-7.jpg</li><li>https://www.excetek.com/images/ob-8.jpg</li><li>https://www.excetek.com/images/ob-9.jpg</li><li>https://www.excetek.com/images/ob-10.jpg</li><li>https://www.excetek.com/images/ob-11.jpg</li><li>https://www.excetek.com/images/ob-12.jpg</li><li>https://www.excetek.com/images/ob-13.jpg</li><li>https://www.excetek.com/images/ob-14.jpg</li><li>https://www.excetek.com/images/ob-15.jpg</li><li>https://www.excetek.com/images/ob-16.jpg</li><li>https://www.excetek.com/images/ob-17.jpg</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-916341707217768.jpg','2'),(977,34,'<h5>Generator Feature</h5><p><b>Superior Erosion Function</b></p><p>EXCETEK EDM provide MOSFET sparking circuit where it sustains only less electrode wear and fast erosion speed which can achieve minor erosion with smooth surface roughness.</p><p><b>Stable Generator With Performance</b></p><p>Front and back have separate double heat flow system which are hot component and cold circuit where it is separated electronic component. Adequately heat sink to improve generator working stable, for nearly zero maintenance.</p><p><b>Simple Maintenance</b></p><p>EXCETEK Generator uses front and back assembly module design where the function of circuit indicates clear at each circuit which have fuse protection. This helps more easier for maintenance check and exchange PCB where it also provides user friendly with the customers and service maintenance.</p><p><b>Perfect Of After Sale Service Quality</b></p><p>EXCETEK provide after sales and service maintenance which include Operation, Training, Maintenance and Application. According to vanguard’s professional management technology, we provide service quality and customer satisfaction for after sales service support.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-537841707219758.jpg','1'),(978,34,'<h5>OB-Mode</h5><ul class=\"ml-50\"><li>https://www.excetek.com/images/ob-0.jpg</li><li>https://www.excetek.com/images/ob-1.jpg</li><li>https://www.excetek.com/images/ob-2.jpg</li><li>https://www.excetek.com/images/ob-3.jpg</li><li>https://www.excetek.com/images/ob-4.jpg</li><li>https://www.excetek.com/images/ob-5.jpg</li><li>https://www.excetek.com/images/ob-6.jpg</li><li>https://www.excetek.com/images/ob-7.jpg</li><li>https://www.excetek.com/images/ob-8.jpg</li><li>https://www.excetek.com/images/ob-9.jpg</li><li>https://www.excetek.com/images/ob-10.jpg</li><li>https://www.excetek.com/images/ob-11.jpg</li><li>https://www.excetek.com/images/ob-12.jpg</li><li>https://www.excetek.com/images/ob-13.jpg</li><li>https://www.excetek.com/images/ob-14.jpg</li><li>https://www.excetek.com/images/ob-15.jpg</li><li>https://www.excetek.com/images/ob-16.jpg</li><li>https://www.excetek.com/images/ob-17.jpg</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-897601707219895.jpg','2'),(988,56,'<p>dasdasds<br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-925801708929387.jpg','1'),(989,56,'<p class=\"ml-50\">sdadwaeqwe<br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-136081708929398.png','2'),(1062,57,'<ol style=\"padding: 0px; margin-bottom: 0px; list-style-type: none; color: rgb(44, 44, 44); Helvetica Neue", Arial, sans-serif; background-color: rgb(247, 247, 249);\"><li style=\"color: rgb(30, 30, 30); line-height: 30px;\"><ul>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Stable synchronous lock structure: Lock cylinder\n with buffer unit. Accurate alignment without impact, stable tie bar\n position with even force.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Huge mold space and opening stroke: Flexible for\n more molds. The exclusive mold protection function of the two-platen\n machine is safe and reliable.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Pullsure™ technology (option): Solves customer\n factory height limits, improves mold change efficiency<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Short stroke clamping cylinder: Boosting stroke can\n speed up clamping force built, so mold force can be more even.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Sliding foot oblique iron type support device: Can\n support heavier molds, mold Support weight increased by 15%<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">High repeatability: Mold opening and closing\n controller by proportional valve, improve mold opening position and repeat\n the position accuracy, the repeat accuracy is within ±0.5mm<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"line-height: 22.5pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Diagonal parallel cylinder structure: High speed\n cylinder with Diagonal parallel structure, guarantees stable and fast mold\n clamping & opening, shortens dry cycle time<o:p></o:p></span></li>\n</ul></li></ol>','','1'),(1063,57,'<ol class=\"ml-50\"><li><ol start=\"1\" type=\"1\">\n <li class=\"MsoNormal\" style=\"color:#1E1E1E;mso-margin-top-alt:auto;mso-margin-bottom-alt:\n auto;line-height:22.5pt;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt;\n background:#F7F7F9\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Stable synchronous lock structure: Lock cylinder\n with buffer unit. Accurate alignment without impact, stable tie bar\n position with even force.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"color:#1E1E1E;mso-margin-top-alt:auto;mso-margin-bottom-alt:\n auto;line-height:22.5pt;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt;\n background:#F7F7F9\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Huge mold space and opening stroke: Flexible for\n more molds. The exclusive mold protection function of the two-platen\n machine is safe and reliable.<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"color:#1E1E1E;mso-margin-top-alt:auto;mso-margin-bottom-alt:\n auto;line-height:22.5pt;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt;\n background:#F7F7F9\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Pullsure™ technology (option): Solves customer\n factory height limits, improves mold change efficiency<o:p></o:p></span></li>\n <li class=\"MsoNormal\" style=\"color:#1E1E1E;mso-margin-top-alt:auto;mso-margin-bottom-alt:\n auto;line-height:22.5pt;mso-list:l0 level1 lfo1;tab-stops:list 36.0pt;\n background:#F7F7F9\"><span style=\"Inter",serif;\n mso-fareast-Times New Roman";mso-bidi-Times New Roman";\n mso-font-kerning:0pt;mso-ligatures:none;mso-fareast-language:EN-IN;\n mso-bidi-language:TA\">Short stroke clamping cylinder: Boosting stroke can\n speed up clamping force built, so mold force can be more even.<o:p></o:p></span></li>\n</ol></li></ol>','','2'),(1064,57,'<p>gg</p>','','3'),(1103,65,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes.</li><li>The machine offers versatile electrode and mould processing capabilities<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-249311710220917.png','1'),(1104,65,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-365871710220951.png','2'),(1263,84,'<p>Hi</p>','','1'),(1656,151,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-874091712811229.png','1'),(1657,151,'<p class=\"ml-50\">SKITEK back gauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive<br><br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-863791712811299.png','2'),(1658,151,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the NC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-689011712811348.png','3'),(1659,151,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-095421712811389.png','4'),(1660,151,'<p><b>Main Motor</b></p><ul><li>The NC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-730981712811433.png','5'),(1661,151,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die </li><li>exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-895621712811465.png','6'),(1722,155,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-149031712813591.png','1'),(1723,155,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-496811712813618.png','2'),(1724,155,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the NC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-438761712813650.png','3'),(1725,155,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-704251712813683.png','4'),(1726,155,'<p><b>Main Motor</b></p><ul><li>The NC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-294631712813705.png','5'),(1727,155,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-169081712813733.png','6'),(1904,216,'<p><span style=\"color: rgb(30, 30, 30); text-align: center; background-color: rgb(247, 247, 249);\">The SF3015G Metal Sheet Laser Cutting Machine Is Used To Cut Mild Steel, Stainless Steel, Aluminum Alloy, Brass And Other Steel; Application In Automobile Industry, Sheet Metal Industry, Furniture Industry, Advertising Industry, Etc.</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-427931714988802.jpg','1'),(1905,216,'<p class=\"ml-50\"><span style=\"color: rgb(30, 30, 30); text-align: center; background-color: rgb(247, 247, 249);\">The SF3015G Metal Sheet Laser Cutting Machine Is Used To Cut Mild Steel, Stainless Steel, Aluminum Alloy, Brass And Other Steel; Application In Automobile Industry, Sheet Metal Industry, Furniture Industry, Advertising Industry, Etc.</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-246571714990226.png','2'),(1906,216,'<p><span style=\"color: rgb(30, 30, 30); text-align: center; background-color: rgb(247, 247, 249);\">The SF3015G Metal Sheet Laser Cutting Machine Is Used To Cut Mild Steel, Stainless Steel, Aluminum Alloy, Brass And Other Steel; Application In Automobile Industry, Sheet Metal Industry, Furniture Industry, Advertising Industry, Etc.</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-029751714988815.jpg','3'),(1907,254,'<p>sadad<br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-185061716206032.png','1'),(1938,257,'<br>','https://stengineers.com/admin/api/product-feature/features-526391717487291.png','1'),(1939,257,'<p class=\"ml-50\"><br></p>','','2'),(1940,257,'<p><br></p>','','3'),(1941,257,'<p class=\"ml-50\"><br></p>','','4'),(1942,257,'<p><br></p>','','5'),(1943,257,'<p class=\"ml-50\"><br></p>','','6'),(2190,275,'<p><br></p>','https://stengineers.com/admin/api/product-feature/features-928071718700080.jpg','1'),(2191,275,'<p class=\"ml-50\"><br></p>','','2'),(2192,275,'<p><br></p>','','3'),(2193,275,'<p class=\"ml-50\"><br></p>','','4'),(2194,275,'<p><br></p>','','5'),(2195,275,'<p class=\"ml-50\"><br></p>','','6'),(2394,292,'<p><br></p>','https://stengineers.com/admin/api/product-feature/features-602391718794051.jpg','1'),(2395,292,'<p class=\"ml-50\"><br></p>','','2'),(2396,292,'<p><br></p>','','3'),(2397,292,'<p class=\"ml-50\"><br></p>','','4'),(2398,292,'<p><br></p>','','5'),(2399,292,'<p class=\"ml-50\"><br></p>','','6'),(3144,342,'<p><br></p>','https://stengineers.com/admin/api/product-feature/features-369041719462488.jpg','1'),(3145,342,'<p class=\"ml-50\"><br></p>','','2'),(3146,342,'<p><br></p>','','3'),(3147,342,'<p class=\"ml-50\"><br></p>','','4'),(3148,342,'<p><br></p>','','5'),(3149,342,'<p class=\"ml-50\"><br></p>','','6'),(3300,354,'<p><br></p>','https://stengineers.com/admin/api/product-feature/features-504781719832328.jpg','1'),(3301,354,'<p class=\"ml-50\"><br></p>','','2'),(3302,354,'<p><br></p>','','3'),(3303,354,'<p class=\"ml-50\"><br></p>','','4'),(3304,354,'<p><br></p>','','5'),(3305,354,'<p class=\"ml-50\"><br></p>','','6'),(3342,358,'<p><br></p>','https://stengineers.com/admin/api/product-feature/features-493861719833401.jpg','1'),(3343,358,'<p class=\"ml-50\"><br></p>','','2'),(3344,358,'<p><br></p>','','3'),(3345,358,'<p class=\"ml-50\"><br></p>','','4'),(3346,358,'<p><br></p>','','5'),(3347,358,'<p class=\"ml-50\"><br></p>','','6'),(3444,367,'<p><br></p>','https://stengineers.com/admin/api/product-feature/features-392471719836116.jpg','1'),(3445,367,'<p class=\"ml-50\"><br></p>','','2'),(3446,367,'<p><br></p>','','3'),(3447,367,'<p class=\"ml-50\"><br></p>','','4'),(3448,367,'<p><br></p>','','5'),(3449,367,'<p class=\"ml-50\"><br></p>','','6'),(4848,470,'<ul><li>Automatic multiple machining center with functions of mills, drills, taps, routes, and chamfers metal profiles of various lengths. Long travel VMC handles steel, copper, and aluminum for maximum versatility.</li><li>Automatic chip conveyor: Ensures a clean work environment.</li><li>BT40 spindle: guarantees high rigidity for precise machining. </li><li>Protection door: Moving column machining center provides operator safety and keeps the work area clean.</li><li>Arm-type tool magazine: Changes tools in just 2 seconds, minimizing downtime.</li><li>Casting machine construction: offers a solid foundation for high-precision machining and strong stability.</li><li>B-axis rotation: 3-axis traveling column VMC enables angled machining with high accuracy, perfect for complex shapes in the automotive industry (auto bumpers, sunroof tracks, car luggage racks) and processing special-shaped curved surfaces.</li></ul>','https://stengineers.com/admin/api/product-feature/features-091461729513236.jpg','1'),(4849,470,'<p class=\"ml-50\"><br></p>','','2'),(4850,470,'<p><br></p>','','3'),(4851,470,'<p class=\"ml-50\"><br></p>','','4'),(4852,470,'<p><br></p>','','5'),(4853,470,'<p class=\"ml-50\"><br></p>','','6'),(5178,150,'<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\" width=\"520\" style=\"width: 390pt;\"><tbody><tr height=\"140\" style=\"height:105.0pt\"><td height=\"140\" class=\"xl65\" width=\"520\" style=\"height:105.0pt;width:390pt\"><p>Tough and durable MEEHANITE castings deliver exceptional cutting stability and consistent accuracy - the massive, rigid internally ribbed construction reduces damping effect for superb part finishing.</p><ul><li>The extra wide column base and machine base maximize the cutting rigidity, and enhance machine stability during heavy-duty machining.</li><li>Hardened & ground ball screws are precisely pre-tensioned at both ends, supported by angular contact thrust bearings, and directly coupled with high responsive AC servomotors of backlash-free for outstanding positioning repeatability and accuracy during long machining cycles.</li><li> All axes utilize the newly developed NR type linear motion guide ways from THK of its superior rigidity, low friction, low noise, thus to assure much smoother movement in high-speed traverse.</li><li>All linear motion guide ways are mounted on the very fine surface for maximum surface contact and exceptional cutting rigidity and stability<br>\n <br>\n <br>\n </li></ul></td></tr></tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-138651712552182.png','1'),(5179,150,'<p class=\"ml-50\"><b class=\"ml-50\">Reliable ATC Unit</b></p><ul class=\"ml-50\"><li>Fast and reliable roller gear cam ATC allows ATC time in 3.5 seconds, lower the idle time and enhances the machining efficiency.</li><li>The ATC units were running tested more than 72 hours before their mass production to ensure high reliability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-709121712552242.jpg','2'),(5180,150,'<p><b>Complete chips disposal system</b></p><ul><li>Ensure the cleanness of the machining environment. Optional flush coolant can be used to prove the chips disposal efficiently.</li><li>Screw type chip conveyor makes the chips disposal more easily & efficiently.</li><li>Complete set of the Y-axis back side plate well protects the guide-way for durable operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-265431712552275.jpg','3'),(5181,150,'<p class=\"ml-50\"><br></p>','','4'),(5182,150,'<p><br></p>','','5'),(5183,150,'<p class=\"ml-50\"><br></p>','','6'),(5184,37,'<h5>Structure</h5><ul><li>High rigidity Dual-Wall castings.</li><li>Auto oil lubrication system for all axis.</li><li>High rigidity ball type linear guideways.</li><li>Fanuc α-series 15kW powerful spindle motor.</li><li>Fixed pretensioned, high precision ball screws.</li><li>Powerful 3kW direct drive axis motors in all 3 axis.</li><li>10,000rpm spindle with cooling system and ceramic bearings.</li><li>FEM technique enables superiors machining stable performance.</li><li>Axial assembly supported by integrated structure, providing excellent dynamic movement</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-392761707222871.jpg','1'),(5185,37,'<p class=\"ml-50\"><br></p>','','2'),(5186,37,'<p><br></p>','','3'),(5187,37,'<p class=\"ml-50\"><br></p>','','4'),(5188,37,'<p><br></p>','','5'),(5189,37,'<p class=\"ml-50\"><br></p>','','6'),(5190,91,'<p><b>YCM In-house IDD Spindle</b></p><ul><li style=\"\">Tool unclamping cushion extends spindle bearing life by protecting spindle bearing from tool unclamping force.</li><li style=\"\">Spindle cooling system (opt.) removes heat efficiently and minimizes thermal deformation.</li><li style=\"\">Ceramic bearings features low inertia mass, low centrifugal force, high rigidity and low coefficient of thermal deformation.</li><li style=\"\">High precision helical springs features high dynamic balance and low vibration.</li><li style=\"\">Grease lubrication for 12,000 rpm spindle ; Oil-air lubrication for 15,000 rpm spindle (opt.) .</li><br></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-806971712136170.jpg','1'),(5191,91,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Design</b></p><ul class=\"ml-50\"><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-510731712136209.jpg','2'),(5192,91,'<p><b>High Stability Tool Magazine</b></p><ul><li>Absolute encoder ATC system provides high stability and speed.</li><li>Inverter controlled, prevents tool change speed from changing under different power supply frequency.</li><li>Tool change speed can be adjustable for heavy tools.</li><li>Auto Tool Change (T-T) 1.8 sec.</li><li>Tool Magazine Capacity: 24T</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-149851712136240.jpg','3'),(5193,91,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-248161712136273.jpg','4'),(5194,91,'<p><b>Brand New Exterior Design</b></p><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Coolant shower for efficient chip removal <NXV Series std.></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-867301712136301.jpg','5'),(5195,91,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Pallet Change</b></p><ul class=\"ml-50\"><li>Pallet Size: 560 x 410 mm 22.04\" x 16.14\"</li><li>Table Load Capacity: 120 kg 265 lb</li><li>Distance Between Spindle Nose and Table Top: 25 ~ 475 mm 0.98\"~18.7\"</li><li>Hole Pattern: M12 x 80 mm x 80 mm M12 x 3.15\" x 3.15\"</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-607431712136325.jpg','6'),(5196,92,'<p><b>YCM In-house IDD Spindle</b></p><ul><li>Tool unclamping cushion extends spindle bearing life by protecting spindle bearing from tool unclamping force.</li><li>Spindle cooling system (opt.) removes heat efficiently and minimizes thermal deformation.</li><li>Ceramic bearings features low inertia mass, low centrifugal force, high rigidity and low coefficient of thermal deformation.</li><li>High precision helical springs features high dynamic balance and low vibration.</li><li>Grease lubrication for 12,000 rpm spindle ; Oil-air lubrication for 15,000 rpm spindle (opt.).</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-624801712137236.jpg','1'),(5197,92,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Design</b></p><ul class=\"ml-50\"><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-369071712137259.jpg','2'),(5198,92,'<p><b>High Stability Tool Magazine</b></p><ul><li>Absolute encoder ATC system provides high stability and speed.</li><li>Inverter controlled, prevents tool change speed from changing under different power supply frequency.</li><li>Tool change speed can be adjustable for heavy tools.</li><li>Auto Tool Change (T-T): 1.8 sec.</li><li>Tool Magazine Capacity: 24T</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-310951712137403.jpg','3'),(5199,92,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-268171712137428.jpg','4'),(5200,92,'<p><b>Brand New Exterior Design</b></p><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Coolant shower for efficient chip removal <NXV Series std.></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-956241712137453.jpg','5'),(5201,92,'<p class=\"ml-50\"><br></p>','','6'),(5202,38,'<h5><b>YCM In-house IDD Spindle</b><br></h5><ul><li>Tool unclamping cushion extends spindle bearing life by protecting spindle bearing from tool unclamping force.</li><li>Spindle cooling system (opt.) removes heat efficiently and minimizes thermal deformation.</li><li>Ceramic bearings features low inertia mass, low centrifugal force, high rigidity and low coefficient of thermal deformation.</li><li>High precision helical springs features high dynamic balance and low vibration.</li><li>Grease lubrication for 12,000 rpm spindle as a standard</li><li>Oil-air lubrication for 12,000 / 15,000 rpm spindle (opt.</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-728541707223758.jpg','1'),(5203,38,'<h5><b class=\"ml-50\">High Rigidity Design</b></h5><ul class=\"ml-50\"><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-314501707280863.jpg','2'),(5204,38,'<h5><b>High Stability Tool Magazine</b></h5><ul><li>Absolute encoder ATC system provides high stability and speed.</li><li>Inverter controlled, prevents tool change speed from changing under different power supply frequency.</li><li>Tool change speed can be adjustable for heavy tools.</li><li>Auto Tool Change (T-T): 1.8 sec.</li><li>Tool Magazine Capacity: 24T (30T/40T opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-234891707280867.jpg','3'),(5205,38,'<h5><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></h5><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li><span style=\"\">Prevent coolant and chips from entering tool magazine.</span></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-215801707280872.jpg','4'),(5206,38,'<h5><b>Brand New Exterior Design</b></h5><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Coolant shower for efficient chip removal <NXV Series std.></li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-753401707280876.jpg','5'),(5207,38,'<p class=\"ml-50\"><br></p>','','6'),(5208,93,'<ul><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>Robust roller linear guideways applied on 3 axes.</li><li>6 blocks design on X-axis can easily support workpieces weighing up to 1,500 kg.</li><li>4-linear guideways on Y-axis with superior large span ensures the best dynamic balance.</li><li>Rigid dual-wall castings on saddle</li><li>Wide base structure with 10 leveling pads.</li><li>The compact structure enables excellent floor space utilization</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-187041712137963.jpg','1'),(5209,93,'<p class=\"ml-50\"><b class=\"ml-50\">IDD Spindle Design: HIGH PRECISION HIGH SPEED</b></p><ul class=\"ml-50\"><li>The unique IDD spindle design offers smooth reliability at high speed.</li><li>Ceramic bearings do not just boost the spindle speed, but also achieve high axial and radial rigidity, which fulfill strict machining requirements on heavy cutting, drilling and tapping.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-350711712138001.jpg','2'),(5210,93,'<p><b>High Stability Tool Magazine</b></p><ul><li>Absolute encoder ATC system provides high stability and speed.</li><li>Inverter controlled, prevents tool change speed from changing under different power supply frequency.</li><li>Tool change speed can be adjustable for heavy tools.</li><li>Auto Tool Change (T-T): 1.8 sec.</li><li>Tool Magazine Capacity: 24T (30T/48T/60T opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-528171712138029.jpg','3'),(5211,93,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-345161712138054.jpg','4'),(5212,93,'<p><b>Brand New Exterior Design</b></p><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Coolant shower for efficient chip removal <NXV Series std.></li><li>Penta chip augers (4 Y-axial 1 X-axial) ensure fluent chip removal prevent chips from piling up. [Quad chip augers (4 Y-axial Chip Conveyor) opt.]</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-324871712138081.jpg','5'),(5213,93,'<p class=\"ml-50\"><br></p>','','6'),(5214,94,'<p><b>YCM In-house IDD Spindle</b></p><ul><li>Tool unclamping cushion extends spindle bearing life by protecting spindle bearing from tool unclamping force.</li><li>Spindle cooling system (opt.) removes heat efficiently and minimizes thermal deformation.</li><li>Ceramic bearings features low inertia mass, low centrifugal force, high rigidity and low coefficient of thermal deformation.</li><li>High precision helical springs features high dynamic balance and low vibration.</li><li>Grease lubrication for 12,000 rpm spindle as a standard.</li><li>Oil-air lubrication for 12,000 / 15,000 rpm spindle (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-367101712140405.jpg','1'),(5215,94,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Design</b></p><ul class=\"ml-50\"><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>High rigidity and high loading linear guideways applied on the three axes.</li><li>6 slide blocks on X-axis and 4 linear guideways on Y-axis</li><li>No counter weight on Z-axis</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-087191712140431.jpg','2'),(5216,94,'<p><b>High Stability Tool Magazine</b></p><ul><li>Absolute encoder ATC system provides high stability and speed.</li><li>Inverter controlled, prevents tool change speed from changing under different power supply frequency.</li><li>Tool change speed can be adjustable for heavy tools.</li><li>Auto Tool Change (T-T): 1.8 sec.</li><li>Tool Magazine Capacity: 24T (30T/48T/60T opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-207161712140458.jpg','3'),(5217,94,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-856711712140481.jpg','4'),(5218,94,'<p><b>Brand New Exterior Design</b></p><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Coolant shower for efficient chip removal <NXV Series std.></li><li>Penta chip augers (4 Y-axial 1 X-axial) ensure fluent chip removal prevent chips from piling up. [Quad chip augers (4 Y-axial Chip Conveyor) opt.]</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-280711712140505.jpg','5'),(5219,94,'<p class=\"ml-50\"><br></p>','','6'),(5220,39,'<h5><b>YCM In-house IDD Spindle</b></h5><ul><li>Tool unclamping cushion extends spindle bearing life by protecting spindle bearing from tool unclamping force.</li><li>Spindle cooling system (opt.) removes heat efficiently and minimizes thermal deformation.</li><li>Ceramic bearings features low inertia mass, low centrifugal force, high rigidity and low coefficient of thermal deformation.</li><li> High precision helical springs features high dynamic balance and low vibration.</li><li> Grease lubrication for 12,000 rpm spindle as a standard</li><li>Oil-air lubrication for 12,000 / 15,000 rpm spindle (opt.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-738961707281739.jpg','1'),(5221,39,'<h5><b class=\"ml-50\">High Rigidity Design</b></h5><ul class=\"ml-50\"><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed.</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>High rigidity and high loading linear guideways applied on the three axes.</li><li>6 slide blocks on X-axis and 4 linear guideways on Y-axis</li><li>No counter weight on Z-axis</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-752381707281743.jpg','2'),(5222,39,'<h5><b>High Stability Tool Magazine</b></h5><ul><li>Absolute encoder ATC system provides high stability and speed.</li><li>Inverter controlled, prevents tool change speed from changing under different power supply frequency.</li><li>Tool change speed can be adjustable for heavy tools.</li><li>Auto Tool Change (T-T) 1.8 sec.</li><li>Tool Magazine Capacity: 24T (30T/48T/60T opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-875911707281788.jpg','3'),(5223,39,'<h5><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></h5><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-461571707281869.jpg','4'),(5224,39,'<h5><b>Brand New Exterior Design</b></h5><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Coolant shower for efficient chip removal <NXV Series std.></li><li>Penta chip augers (4 Y-axial 1 X-axial) ensure fluent chip removal prevent chips from piling up. [Quad chip augers (4 Y-axial Chip Conveyor) opt.]</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-273641707281875.jpg','5'),(5225,39,'<p class=\"ml-50\"><br></p>','','6'),(5226,95,'<p><b>YCM In-house IDD Spindle</b></p><ul><li>Standard gearhead spindle of maximum of 6,000 rpm high-speed with the maximum of 18.5 kW 25 HP power output and 48 kgf-m 347.19 lb-ft torque.</li><li>Spindle speed of up to 10,000 rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Spindle power 22 kW 30 HP without gearbox, electric speed shift with spindle motor, maximum torque of 36 kgf-m 260.39 lb-ft. (option).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-147901712140932.jpg','1'),(5227,95,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Design</b></p><ul class=\"ml-50\"><li>FEM analysis is adopted to ensure the best mass arrangement and rib construction of the machine for constant stability under the intensive load of heavy-duty cutting.</li><li>All axial AC servo motors equipped with Absolute Positioning Encoders, no zero return needed</li><li>Direct drive provides backlash free, best accuracy, reliability and stability.</li><li>High rigidity and high loading linear guideways applied on the three axes.</li><li>6 slide blocks on X-axis and 4 linear guideways on Y-axis</li><li>No counter weight on Z-axis</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-421301712140992.jpg','2'),(5228,95,'<p><b>High Stability Tool Magazine</b></p><ul><li>Auto Tool Change (T-T): 4.2 sec.</li><li>Tool Magazine Capacity: 32T (24T/40T opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-618421712141057.jpg','3'),(5229,95,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Driven by pneumatic cylinder.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-807341712141083.jpg','4'),(5230,95,'<p><b>Brand New Exterior Design</b></p><ul><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Smooth chip removal.</li><li>Quad chip augers (4 Y-axial) system ensures fluent chip removal prevent chips from piling up. [with Rear Side Chip Conveyor (opt.)]</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-398461712141107.jpg','5'),(5231,95,'<p class=\"ml-50\"><br></p>','','6'),(5232,87,'<p><b>Hi-Speed, Hi-Power Spindle Design</b></p><ul><li>The 10,000rpm spindle deploys precision ceramic ball bearings of light mass, low centrifugal force, low swell factor, but high rigidity, which assure the optimal accuracy and spindle life span.</li><li>Oil-Air lubrication 12,000rpm or 15,000rpm spindle is available for option.</li></ul>','','1'),(5233,87,'<p class=\"ml-50\"><b class=\"ml-50\">Reliable ATC Unit</b></p><ul class=\"ml-50\"><li>Fast and reliable roller gear cam ATC allows ATC time in 3.5 seconds, lower the idle time and enhances the machining efficiency.</li><li>The ATC units were running tested more than 72 hours before their mass production to ensure high reliability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-426891712313449.jpg','2'),(5234,87,'<p><b>Complete chips disposal system</b></p><ul><li>Ensure the cleanness of the machining environment. Optional flush coolant can be used to prove the chips disposal efficiently.</li><li>Screw type chip conveyor makes the chips disposal more easily & efficiently.</li><li>Complete set of the Y-axis back side plate well protects the guide-way for durable operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-931481712313473.jpg','3'),(5235,87,'<p class=\"ml-50\"><b class=\"ml-50\">Shuttle Type Automatic Pallet Changer</b></p><ul class=\"ml-50\"><li>APCs swivel arm is driven by X-axis servo motor with unique rack transmission design, features fast and accurate pallet change mechanism.</li><li>APC time is around 15 seconds.</li><li>Oversized taper pins are applied to ensure backlash-free positioning and rigid clamping on the pallet.</li><li>APC feed rate is adjustable to appropriate speed for different workpieces demand.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-736021712313497.jpg','4'),(5236,87,'<p><b>Super-Accuracy & Rigidity Construction for High Speed Epoch</b></p><ul><li>Tough and durable MEEHANITE castings deliver exceptional cutting stability and consistent accuracy - the massive, rigid internally ribbed construction reduces damping effect for superb part finishing.</li><li>The extra wide column base and machine base maximize the cutting rigidity, and enhance machine stability during heavy-duty machining.</li><li>Hardened & ground ballscrews are precisely pre-tensioned at both ends, supported by angular contact thrust bearings, and directly coupled with high responsive AC servomotors of backlash-free for outstanding positioning repeatability and accuracy during long machining cycles.</li><li>All axes utilize the newly developed NR type linear motion guide ways of its superior rigidity, low friction, low noise, thus to assure much smoother movement in high-speed traverse.</li><li>All linear motion guide ways are mounted on the very fine surface for maximum surface contact and exceptional cutting rigidity and stability.</li></ul>','','5'),(5237,87,'<p class=\"ml-50\"><br></p>','','6'),(5238,96,'<p><b>Superb Body Structure</b></p><ul><li>With the unique T-base structure, the machine footprint can be reduced effectively.</li><li>Overhang-free table movement is supported by high-rigidity base to ensure the best dynamic accuracy.</li><li>Dual screw-type chip augers efficiently elevate chip removal rate.</li><li>Massive MEEHANITE® casting through FEM analysis offers exceptional damping capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-694211712142548.jpg','1'),(5239,96,'<p class=\"ml-50\"><b class=\"ml-50\">YCM In-house IDD Spindle</b></p><ul class=\"ml-50\"><li>Reduces noise, backlash and vibration issues and maximizes spindle accuracy and life.</li><li>YCMs uniquely designed IDD Spindle ensures direct transmission and is proven to maximize both spindle and tool life under harsh working environment.</li><li>The cooling system for spindle motor seat and spindle makes real time control of spindle temperature.</li><li>The oil-air lubrication system ensures long-term high-speed operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-103571712142575.jpg','2'),(5240,96,'<p><b>High Reliability Axial Movement</b></p><ul><li>All axes are equipped with roller type linear guideways to ensure higher dynamic accuracy, durability and rigidity.</li><li>Preload high precision ball screws are directly driven by servo motor will efficiently eliminate axial backlash and vibrations.</li><li>X-axis with 6 guideway blocks fully supports the saddle and efficiently releases loading from the table.</li><li>Y-axis is designed with 3 guideways maintaining exceptional dynamic accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-571291712142599.jpg','3'),(5241,96,'<p class=\"ml-50\"><b class=\"ml-50\">Efficiency-friendly Design</b></p><ul class=\"ml-50\"><li>Massive MEEHANITE® casting through FEM analysis offers exceptional damping capacity<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-682131712142761.jpg','4'),(5242,96,'<p><b>Without Counter-weight Design</b></p><ul><li>High response axial control provides smooth movement.</li><li>Low inertia avoids vibration during high speed feedrate.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-017251712142791.jpg','5'),(5243,96,'<p class=\"ml-50\"><br></p>','','6'),(5244,97,'<p><b>Superb Body Structure</b></p><ul><li>With the unique T-base structure, the machine footprint can be reduced effectively.</li><li>Overhang-free table movement is supported by high-rigidity base to ensure the best dynamic accuracy.</li><li>Dual screw-type chip augers efficiently elevate chip removal rate.</li><li>Massive MEEHANITE® casting through FEM analysis offers exceptional damping capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-382101712143791.jpg','1'),(5245,97,'<p class=\"ml-50\"><b class=\"ml-50\">YCM In-house IDD Spindle</b></p><ul class=\"ml-50\"><li>Reduces noise, backlash and vibration issues and maximizes spindle accuracy and life.</li><li>YCMs uniquely designed IDD Spindle ensures direct transmission and is proven to maximize both spindle and tool life under harsh working environment.</li><li>The cooling system for spindle motor seat and spindle makes real time control of spindle temperature.</li><li>The oil-air lubrication system ensures long-term high-speed operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-153841712143817.jpg','2'),(5246,97,'<p><b>High Reliability Axial Movement</b></p><ul><li>All axes are equipped with roller type linear guideways to ensure higher dynamic accuracy, durability and rigidity.</li><li>Preload high precision ball screws are directly driven by servo motor will efficiently eliminate axial backlash and vibrations.</li><li>X-axis with 6 guideway blocks fully supports the saddle and efficiently releases loading from the table.</li><li>Y-axis is designed with 3 guideways maintaining exceptional dynamic accuracy.</li></ul>','','3'),(5247,97,'<p class=\"ml-50\"><b class=\"ml-50\">Efficiency-friendly Design</b></p><ul class=\"ml-50\"><li>The casting rigidity is enhanced through FEM analysis.</li><li>Roller type guideways provides low friction which reduces energy waste.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-089611712143868.jpg','4'),(5248,97,'<p><b>Z-axis Dual Driven</b></p><ul><li>Increases the feedrate and acceleration/deceleration.</li><li>High response axial control provide smooth movement.</li><li>Low inertia avoids vibration during high speed feedrate.</li><li>Dual drive system on Z-axis elevates exceptional axial smoothness and machining efficiency, and ensures fine surface roughness.</li><li>Up to 15,000 rpm (HSK A100) spindle is available to meet different machining demands.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-706311712143890.jpg','5'),(5249,97,'<p class=\"ml-50\"><br></p>','','6'),(5250,98,'<p><b>The Best Force Flow T-base Design</b></p><ul><li>The unique T-base structural design has been awarded a patent from Taiwan, China and the U.S.A. Its overhang free table movement is supported by highly rigid MEEHANITE® castings to ensure the best dynamic leveling accuracy, machining rigidity and durability.</li><li>The long travel of X-axis lies on the top of the base, where the saddle moves along the full stroke; the cross Y-axis saddle supports the work table.</li><li>The T-base rigid structure has full stroke support and do not have overhang problem guarantees the most dynamic leveling accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-936051712144374.jpg','1'),(5251,98,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Axial Movement</b></p><ul class=\"ml-50\"><li>All axes are equipped with hardened and precision ground integrated square guideway with durable Turcite-B lubrication coating.</li><li>Sophisticated scraper work guarantees the best contact and perfect surface of the components to assure flawless accuracy.</li><li>Sufficient support areas of all guideways give the best damping capacity and gain the best cutting rigidity.</li><li>All precise ballscrews are pre-tensioned and directly coupled with powerful servo motors to reduce backlash and ensure the best accuracy.</li><li>The counter weight of Z-axis headstock is secured by guide bar to minimize machining vibration.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-314061712144409.jpg','2'),(5252,98,'<p><b>Hi-Speed, Hi-Power Spindle Design</b></p><ul><li>Standard gearhead spindle of maximum of 6,000 rpm high-speed with the maximum of 18.5 kW 25 HP power output and 48.04 kgf-m 347.48 lb-ft torque.</li><li>Spindle speed of up to 10,000 rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Max. spindle power 22 kW 30 HP without gearbox, electric speed shift with spindle motor, maximum torque of 36.03 kgf-m 260.61 lb-ft (option).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-406351712144529.jpg','3'),(5253,98,'<p class=\"ml-50\"><b class=\"ml-50\">Fast & Reliable ATC System</b></p><ul class=\"ml-50\"><li>Number of tool posts in magazine can be selected for 24T/32T/40T.</li><li>The arm type ATC sysstem is driven by roller gear cam to increase the work efficiency.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-032951712144548.jpg','4'),(5254,98,'<p><b>Humanized Operation Panel</b></p><ul><li>The swivel operation panel of appropriate height and clear modular switches can be operated easily.</li><li>Clearly display the signals and alarm messages.</li><li>Detachable MPG handwheel is installed for operational convenience.</li></ul>','','5'),(5255,98,'<p class=\"ml-50\"><br></p>','','6'),(5256,99,'<p><b>The Best Force Flow T-base Design</b></p><ul><li>The unique T-base structural design has been awarded a patent from Taiwan, China and the U.S.A. Its overhang free table movement is supported by highly rigid MEEHANITE® castings to ensure the best dynamic leveling accuracy, machining rigidity and durability.</li><li>The long travel of X-axis lies on the top of the base, where the saddle moves along the full stroke; the cross Y-axis saddle supports the work table.</li><li>The T-base rigid structure has full stroke support and do not have overhang problem guarantees the most dynamic leveling accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-361971712145032.jpg','1'),(5257,99,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Axial Movement</b></p><ul class=\"ml-50\"><li>All axes are equipped with hardened and precision ground integrated square guideway with durable Turcite-B lubrication coating.</li><li>Sophisticated scraper work guarantees the best contact and perfect surface of the components to assure flawless accuracy.</li><li>Sufficient support areas of all guideways give the best damping capacity and gain the best cutting rigidity.</li><li>All precise ballscrews are pre-tensioned and directly coupled with powerful servo motors to reduce backlash and ensure the best accuracy.</li><li>The counter weight of Z-axis headstock is secured by guide bar to minimize machining vibration.</li><li>The Y-axis is equipped with 4 guideways to gain the best support and forceflow.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-514021712145187.jpg','2'),(5258,99,'<p><b>Hi-Speed, Hi-Power Spindle Design</b></p><ul><li>Standard gearhead spindle of maximum of 6,000 rpm high-speed with the maximum of 18.5 kW 25 HP power output and 48.04 kgf-m 347.48 lb-ft torque.</li><li>Spindle speed of up to 10,000 rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Max. spindle power 22 kW 30 HP without gearbox, electric speed shift with spindle motor, maximum torque of 36.03 kgf-m 260.61 lb-ft (option).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-967101712145215.jpg','3'),(5259,99,'<p class=\"ml-50\"><b class=\"ml-50\">Fast & Reliable ATC System</b></p><ul class=\"ml-50\"><li>Number of tool posts in magazine can be selected for 24T/32T/40T.</li><li>The arm type ATC system is driven by roller gear cam to increase the work efficiency.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-072811712145241.jpg','4'),(5260,99,'<p><b>Humanized Operation Panel</b></p><ul><li>The swivel operation panel of appropriate height and clear modular switches can be operated easily.</li><li>Clearly display the signals and alarm messages.</li><li>Detachable MPG handwheel is installed for operational convenience.</li></ul>','','5'),(5261,99,'<p class=\"ml-50\"><br></p>','','6'),(5262,100,'<p><b>The Best Force Flow T-base Design</b></p><ul><li>The unique T-base structural design has been awarded a patent from Taiwan, China and the U.S.A. Its overhang free table movement is supported by highly rigid MEEHANITE® castings to ensure the best dynamic leveling accuracy, machining rigidity and durability.</li><li>The long travel of X-axis lies on the top of the base, where the saddle moves along the full stroke; the cross Y-axis saddle supports the work table.</li><li>The T-base rigid structure has full stroke support and do not have overhang problem guarantees the most dynamic leveling accuracy.</li></ul>','','1'),(5263,100,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Axial Movement</b></p><ul class=\"ml-50\"><li>All axes are equipped with hardened and precision ground integrated square guideway with durable Turcite-B lubrication coating.</li><li>Sophisticated scraper work guarantees the best contact and perfect surface of the components to assure flawless accuracy.</li><li>Sufficient support areas of all guideways give the best damping capacity and gain the best cutting rigidity.</li><li>All precise ballscrews are pre-tensioned and directly coupled with powerful servo motors to reduce backlash and ensure the best accuracy.</li><li>Inner-rail design on Z-axis ensures smooth movement of the headstock during heavy cutting performance. And the counter weight of Z-axis headstock is secured by guide bar to minimize machining vibration.</li><li>The Y-axis is equipped with 4 guideways to gain the best support and forceflow.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-081291712212746.jpg','2'),(5264,100,'<p><b>Hi-Speed, Hi-Power Spindle Design</b></p><ul><li>Standard gearhead spindle of maximum of 6,000 rpm high-speed with the maximum of 18.5 kW 25 HP power output and 48.04 kg-m 347.48 lb-ft torque.</li><li>Spindle speed of up to 10,000 rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Max. spindle power 22 kW 30 HP without gearbox, electric speed shift with spindle motor, maximum torque of 36.03 kgf-m 260.61 lb-ft (opt.).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-708651712212775.jpg','3'),(5265,100,'<p class=\"ml-50\"><b class=\"ml-50\">Fast & Reliable ATC System</b></p><ul class=\"ml-50\"><li>Number of tool posts in magazine can be selected for 24T/32T/40T.</li><li>The arm type ATC sysstem is driven by roller gear cam to increase the work efficiency.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-235101712212802.jpg','4'),(5266,100,'<p><b>Humanized Operation Panel</b></p><ul><li>The swivel operation panel of appropriate height and clear modular switches can be operated easily.</li><li>Clearly display the signals and alarm messages.</li><li>Detachable MPG handwheel is installed for operational convenience.</li></ul>','','5'),(5267,100,'<p class=\"ml-50\"><br></p>','','6'),(5268,101,'<p><b>The Best Force Flow T-base Design</b></p><ul><li>The unique T-base structural design has been awarded a patent from Taiwan, China and the U.S.A. Its overhang free table movement is supported by highly rigid MEEHANITE® castings to ensure the best dynamic leveling accuracy, machining rigidity and durability.</li><li>The long travel of X-axis lies on the top of the base, where the saddle moves along the full stroke; the cross Y-axis saddle supports the work table.</li><li>The T-base rigid structure has full stroke support and do not have overhang problem guarantees the most dynamic leveling accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-261571712213209.jpg','1'),(5269,101,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Axial Movement</b></p><ul class=\"ml-50\"><li>All axes are equipped with hardened and precision ground integrated square guideway with durable Turcite-B lubrication coating.</li><li>Sophisticated scraper work guarantees the best contact and perfect surface of the components to assure flawless accuracy.</li><li>Sufficient support areas of all guideways give the best damping capacity and gain the best cutting rigidity.</li><li>All precise ballscrews are pre-tensioned and directly coupled with powerful servo motors to reduce backlash and ensure the best accuracy.</li><li>Inner-rail design on Z-axis ensures smooth movement of the headstock during heavy cutting performance. And the counter weight of Z-axis headstock is secured by guide bar to minimize machining vibration.</li><li>The Y-axis is equipped with 4 guideways to gain the best support and forceflow.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-152391712213237.jpg','2'),(5270,101,'<p><b>Fast & Reliable ATC System</b></p><ul><li>Number of tool posts in magazine can be selected for 24T/32T/40T.</li><li>The arm type ATC sysstem is driven by roller gear cam to increase the work efficiency.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-847601712213261.jpg','3'),(5271,101,'<p class=\"ml-50\"><b class=\"ml-50\">Humanized Operation Panel</b></p><ul class=\"ml-50\"><li>The swivel operation panel of appropriate height and clear modular switches can be operated easily.</li><li>Clearly display the signals and alarm messages.</li><li>Detachable MPG handwheel is installed for operational convenience.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-208141712213394.jpg','4'),(5272,101,'<p><b>Hi-Speed, Hi-Power Spindle Design</b></p><ul><li>Standard gearhead spindle of maximum of 6,000 rpm high-speed with the maximum of 18.5 kW 25 HP power output and 48.04 kgf-m 347.48 lb-ft torque.</li><li>Spindle speed of up to 10,000 rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Max. spindle power 22 kW 30 HP without gearbox, electric speed shift with spindle motor, maximum torque of 36.03 kgf-m 260.61 lb-ft (option).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-318571712213403.jpg','5'),(5273,101,'<p class=\"ml-50\"><br></p>','','6'),(5274,102,'<p><b>The Best Force Flow T-base Design</b></p><ul><li>The unique T-base structural design has been awarded a patent from Taiwan, China and the U.S.A. Its overhang free table movement is supported by highly rigid MEEHANITE® castings to ensure the best dynamic leveling accuracy, machining rigidity and durability.</li><li>The long travel of X-axis lies on the top of the base, where the saddle moves along the full stroke; the cross Y-axis saddle supports the work table.</li><li>The T-base rigid structure has full stroke support and do not have overhang problem guarantees the most dynamic leveling accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-957341712213982.jpg','1'),(5275,102,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Axial Movement</b></p><ul class=\"ml-50\"><li>All axes are equipped with hardened and precision ground integrated square guideway with durable Turcite-B lubrication coating.</li><li>Sophisticated scraper work guarantees the best contact and perfect surface of the components to assure flawless accuracy.</li><li>n Sufficient support areas of all guideways give the best damping capacity and gain the best cutting rigidity.</li><li>All precise ballscrews are pre-tensioned and directly coupled with powerful servo motors to reduce backlash and ensure the best accuracy.</li><li>Inner-rail design on Z-axis ensures smooth movement of the headstock during heavy cutting performance. And the counter weight of Z-axis headstock is secured by guide bar to minimize machining vibration.</li><li>The Y-axis is equipped with 4 guideways to gain the best support and forceflow.</li></ul>','','2'),(5276,102,'<ul><li>Standard gearhead spindle of maximum of 6,000rpm high-speed with the maximum of 15kW/18.5kW 25HP/20HP power output and 48kg-m 347.19lb-ft torque.</li><li>n Spindle speed of up to 10,000rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Spindle power 18.5kW / 22kW 24.8HP/29.5HP without gearbox, electric speed shift with spindle motor, maximum torque of 36kgf-m. (option).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-840911712214052.jpg','3'),(5277,102,'<p class=\"ml-50\"><b class=\"ml-50\">Fast & Reliable ATC System</b></p><ul class=\"ml-50\"><li>Number of tool posts in magazine can be selected for 24T/32T/40T.</li><li>The arm type ATC sysstem is driven by roller gear cam to increase the work efficiency.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-561841712214074.jpg','4'),(5278,102,'<p><b>Humanized Operation Panel</b></p><ul><li>The swivel operation panel of appropriate height and clear modular switches can be operated easily.</li><li>Clearly display the signals and alarm messages.</li><li>Detachable MPG handwheel is installed for operational convenience.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-735981712214096.jpg','5'),(5279,102,'<p class=\"ml-50\"><br></p>','','6'),(5280,103,'<p><b>The Best Force Flow T-base Design</b></p><ul><li>The unique T-base structural design has been awarded a patent from Taiwan, China and the U.S.A. Its overhang free table movement is supported by highly rigid MEEHANITE® castings to ensure the best dynamic leveling accuracy, machining rigidity and durability.</li><li>The long travel of X-axis lies on the top of the base, where the saddle moves along the full stroke; the cross Y-axis saddle supports the work table.</li><li>The T-base rigid structure has full stroke support and do not have overhang problem guarantees the most dynamic leveling accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-109721712214497.jpg','1'),(5281,103,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Axial Movement</b></p><ul class=\"ml-50\"><li>All axes are equipped with hardened and precision ground integrated square guideway with durable Turcite-B lubrication coating.</li><li>Sophisticated scraper work guarantees the best contact and perfect surface of the components to assure flawless accuracy.</li><li>n Sufficient support areas of all guideways give the best damping capacity and gain the best cutting rigidity.</li><li>All precise ballscrews are pre-tensioned and directly coupled with powerful servo motors to reduce backlash and ensure the best accuracy.</li><li>Inner-rail design on Z-axis ensures smooth movement of the headstock during heavy cutting performance. And the counter weight of Z-axis headstock is secured by guide bar to minimize machining vibration.</li><li>The Y-axis is equipped with 4 guideways to gain the best support and forceflow.</li></ul>','','2'),(5282,103,'<ul><li>Standard gearhead spindle of maximum of 6,000rpm high-speed with the maximum of 15kW/18.5kW 25HP/20HP power output and 48kg-m 347.19lb-ft torque.</li><li>Spindle speed of up to 10,000rpm with IDD (Isolated Direct Drive) design, coupled with oil lubrication that can lower heat deviation, improve spindle accuracy and extend bearing life. Spindle power 18.5kW / 22kW 24.8HP/29.5HP without gearbox, electric speed shift with spindle motor, maximum torque of 36kgf-m. (option).</li><li>The quill type spindle housing is with cooling system to assure the best temperature control of the spindle head, and for the best machining results.</li><li>Deployed with precise angular contact ceramic ball bearings for extra axial and radial rigidity to fit the requirements of heavy cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-058421712214542.jpg','3'),(5283,103,'<p class=\"ml-50\"><b class=\"ml-50\">Fast & Reliable ATC System</b></p><ul class=\"ml-50\"><li>Number of tool posts in magazine can be selected for 24T/32T/40T.</li><li>The arm type ATC sysstem is driven by roller gear cam to increase the work efficiency.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-932851712214563.jpg','4'),(5284,103,'<p><b>Humanized Operation Panel</b></p><ul><li>The swivel operation panel of appropriate height and clear modular switches can be operated easily.</li><li>Clearly display the signals and alarm messages.</li><li>Detachable MPG handwheel is installed for operational convenience.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-023641712214586.jpg','5'),(5285,103,'<p class=\"ml-50\"><br></p>','','6'),(5286,104,'<p><b>High Rigidity Structural Design</b></p><ul><li>Adopted consistent production process, box guideway type models with high shock absorption and wear resistance, are the best for heavy cutting.</li><li>The rigid body construction makes for uncompromising precision and rigidity.</li><li>Finite Element Method analysis (FEM) is adopted to simulate the structural deformation of the body under various conditions,integrated with YCM hand scrapping skills for box guideways, which ensures the best accuracy and life.</li><li>Boxway design on three axis is suitable for heavy cutting.</li><li>The wide span 650mm Y-axis with rigid dual-wall saddle design fully supports table movement.</li><li>No counter weight on Z-axis provides the best dynamic accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-876291712215296.jpg','1'),(5287,104,'<p class=\"ml-50\"><b class=\"ml-50\">YCM In-house IDD Spindle</b></p><ul class=\"ml-50\"><li>Symmetrical Head Stock design homogeneously absorbs the thermal expansion and avoids thermal deformation.</li><li>High precision ceramic ball bearing with low centrifugal force, low vibration and low coefficient of thermal expansion.</li><li>Tool unclamping cushion design extends spindle bearing life by protecting spindle bearing from tool unclamping force.</li><li>12,000 rpm direct-drive spindle features high precision helical springs for excellent balance, suitable for parts machining.</li><li>The optional 8,000 rpm spindle design incorporates gear transmission is capable of reaching 45.04 kgf-m 325.78 lb-ft torque; perfect for casting and titanium machining.</li><li>The optional 10,000 rpm spindle combines with gear transmission for heavy cutting. Even using the small-diameter tools for high speed cutting can achieve refined machining roughness (Spindle cooling system: std.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-570641712215330.jpg','2'),(5288,104,'<p><b>High Stability Tool Magazine</b></p><ul><li>The bi-directional tool selection design takes the shortest random path.</li><li>The standard tool magazine is equipped with 24T, for more machining demands, the tool magazine can be expanded to 30T.</li><li>Absolute encoder and inventor control in ATC improve the tool change time 1.8 sec. only.</li><li>Tool change speed can be adjustable.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-093851712215354.jpg','3'),(5289,104,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Pneumatic cylinder driven.</li><li>Prevent coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-795621712215376.jpg','4'),(5290,104,'<p><b>The Z-axis is outside support design</b></p><ul><li>The best L/W ratio.</li><li>Secure the utmost cutting rigidity.</li><li>The Z-axial movement is very smooth.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-892051712215404.jpg','5'),(5291,104,'<p class=\"ml-50\"><b class=\"ml-50\">Brand New Exterior Design</b></p><ul class=\"ml-50\"><li>Full enclosure exterior (including top cover).</li><li>Convertible side window for convenient chip removal.</li><li>Aesthetic rear cover design.</li><li>Smooth chip removal.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-084271712215428.jpg','6'),(5298,106,'<p><b>Isolated Direct Drive Spindle</b></p><ul><li>The unique IDD spindle with speed of 12,000 rpm / 15,000 rpm (opt.) and ceramic bearings offer low spindle vibration and optimal heat isolation.</li><li>High performance spindle motor of 22 kW 30 HP output</li><li>Result in excellent surface finish while maximizing both spindle and tool life under hard milling conditions.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-648391712216371.jpg','1'),(5299,106,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Structural Design</b></p><ul class=\"ml-50\"><li>X/Y/Z axes equipped with the roller type linear guideways and large diameter ball screw that maximize aluminum chip disposal during processing</li><li>Extra large delta machine column</li><li>Double-nut ball screw with high performance axial servo motor</li><li>Wide distance between guideways</li><li>Advanced design with reinforced body structure through FEM analysis, the NSV series offers superb cutting performance and reduced vibration to meet the highest machining demand.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-169351712216395.jpg','2'),(5300,106,'<p><b>Column Mounted Design</b></p><ul><li>Minimizes the vibration during tool change</li><li>Tool magazine capacity: 30T</li><li>ATC auto door as a standard prevents coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-309181712216417.jpg','3'),(5301,106,'<p class=\"ml-50\"><br></p>','','4'),(5302,106,'<p><br></p>','','5'),(5303,106,'<p class=\"ml-50\"><br></p>','','6'),(5304,107,'<p><b>Isolated Direct Drive Spindle</b></p><ul><li>The unique IDD spindle with speed of 12,000 rpm / 15,000 rpm (opt.) and ceramic bearings offer low spindle vibration and optimal heat isolation.</li><li>High performance spindle motor of 22 kW 30 HP output</li><li>Result in excellent surface finish while maximizing both spindle and tool life under hard milling conditions.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-459061712219593.jpg','1'),(5305,107,'<p class=\"ml-50\"><b class=\"ml-50\">Built-in Motorized Spindle (Opt.)</b></p><ul class=\"ml-50\"><li>Maximum spindle speed: 20,000 rpm</li><li>Superb spindle cooling system with YCM patent provides minimum spindle vibration.</li><li>Rear bearing floating design</li><li>Micro oil-air lubrication system</li><li>BBT40 double contact spindle taper</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-628051712219617.jpg','2'),(5306,107,'<p><b>High Rigidity Structural Design</b></p><ul><li>X/Y/Z axes equipped with the roller type linear guideways and large diameter ball screw that maximize aluminum chip disposal during processing</li><li>Extra large delta machine column</li><li>Double-nut ball screw with high performance axial servo motor</li><li>Wide distance between guideways</li><li>Advanced design with reinforced body structure through FEM analysis, the NSV series offers superb cutting performance and reduced vibration to meet the highest machining demand.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-201981712219640.jpg','3'),(5307,107,'<p class=\"ml-50\"><b class=\"ml-50\">Column Mounted Design</b></p><ul class=\"ml-50\"><li>Minimizes the vibration during tool change</li><li>Tool magazine capacity: 30T</li><li>Standard ATC door prevents coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-273501712219664.jpg','4'),(5308,107,'<p><br></p>','','5'),(5309,107,'<p class=\"ml-50\"><br></p>','','6'),(5310,108,'<p><b>Isolated Direct Drive Spindle</b></p><ul><li>The unique IDD spindle with speed of up to 12,000 rpm and ceramic bearings offer low spindle vibration and optimal heat isolation</li><li>High performance spindle motor of 22 kW 30 HP output</li><li>Result in excellent surface finish while maximizing both spindle and tool life under hard milling conditions.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-513741712220351.jpg','1'),(5311,108,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Structural Design</b></p><ul class=\"ml-50\"><li>X/Y/Z axes equipped with the stable linear guideways and wide ball screw that maximize aluminum chip disposal during processing.</li><li>Extra large delta machine column</li><li>Double-nut ball screw with high performance axial servo motor</li><li>Wide distance between guideways</li><li>Advanced design with reinforced body structure through FEM analysis, the NSV series offers superb cutting performance and reduced vibration to meet the highest machining demand.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-852391712220377.jpg','2'),(5312,108,'<p><b>Column Mounted Design</b></p><ul><li>Minimizes the vibration during tool change</li><li>Tool magazine capacity: 30T</li><li>Standard ATC door prevents coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-529131712220401.jpg','3'),(5313,108,'<p class=\"ml-50\"><b class=\"ml-50\">Efficient Chip Removal System</b></p><ul class=\"ml-50\"><li>Quad-chip auger (std.) for large amount of aluminium chips removal<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-730891712220427.jpg','4'),(5314,108,'<p><br></p>','','5'),(5315,108,'<p class=\"ml-50\"><br></p>','','6'),(5316,109,'<p><b>Reinforced Body Structure</b></p><ul><li>Wide span design of machine structure.</li><li>High efficiency traveling column design.</li><li>Large delta machine column and base ensure highest stability.</li><li>With FEM analysis.</li><li>With stepped design and 6 slider blocks on X-axis ensure the ultra reliable axial movement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-049161712220840.jpg','1'),(5317,109,'<p class=\"ml-50\"><b class=\"ml-50\">High Performance</b></p><ul class=\"ml-50\"><li>Large working area is ideal for large and long workpieces machining.</li><li>With the installation of piding wall in the working area, both long and complex parts can be manufactured in the same machine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-764381712220865.jpg','2'),(5318,109,'<p><b>High Efficiency</b></p><ul><li>High precision roller type guideways on all 3 axes</li><li>X-axis is capable of reaching up to 40 m/min rapid feedrate.</li><li>Circulated cooling system design on X-axis ensures stable temperature and optimal accuracy.</li><li>No counter weight design on Z-axis that lowers vibration while machining and greatly improves surface roughness.</li><li>Extra guideway blocks support ATC magazine to ensure smooth and stable movement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-978641712220889.jpg','3'),(5319,109,'<p class=\"ml-50\"><br></p>','','4'),(5320,109,'<p><br></p>','','5'),(5321,109,'<p class=\"ml-50\"><br></p>','','6'),(5322,139,'<p><b>High Rigidity Structural Design</b></p><ul><li>One-piece motor housing</li><li>Large delta machine column and base ensure the highest stability during high speed movement.</li><li>Advanced FEM analysis strengthens the structure while reduces the weight to provide the best cutting rigidity.</li><li>3 axes equipped with 45 mm guideways, which has a super load capacity of up to 700 kg.</li><li>X-axis equipped with 6 slide blocks increases rigidity by 50%, compared to previous model.</li><li>Y-axis guideway span with optimal ratio</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-428751712314965.jpg','1'),(5323,139,'<p class=\"ml-50\"><b class=\"ml-50\">IDD PLUS Spindle Design: HIGH PRECISION HIGH SPEED</b></p><ul class=\"ml-50\"><li>The unique IDD spindle design offers smooth reliability at high speed.</li><li>Ceramic bearings not just boost the spindle speed, but also achieve high axial and radial rigidity, which fulfill strict machining requirements on heavy cutting, drilling and tapping.</li><li>Spindle cooling unit decrease thermal deformation on spindle headstock.</li><li>Micro oil-air lubrication system minimizes thermal deformation and prolongs spindle life that are well-suited for die & mold industry.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-176391712314994.jpg','2'),(5324,139,'<p><b>Reliable Automatic Tool Change</b></p><ul><li>Auto tool change(T-T): 1.8 sec.</li><li>24T Disk type as a standard</li><li>30T Disk type / 48T Chain type (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-178501712315019.jpg','3'),(5325,139,'<p class=\"ml-50\"><b class=\"ml-50\">Efficient Chip Removal System</b></p><ul class=\"ml-50\"><li>Equipped with triple-chip augers as a standard.</li><li>Dual-chip augers as an option.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-184761712315039.jpg','4'),(5326,139,'<p><b>High Performance Applications</b></p><ul><li>Perfect for die & mold, aerospace and automotive applications.</li><li>Ultra-high controllability and stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-431721712315058.jpg','5'),(5327,139,'<p class=\"ml-50\"><br></p>','','6'),(5328,110,'<p><b>Reinforced Body Structure</b></p><ul><li>Wide span design of machine structure.</li><li>High efficiency traveling column design.</li><li>Large delta machine column and base ensure highest stability.</li><li>With FEM analysis.</li><li>With stepped design and 6 slider blocks on X-axis ensure the ultra reliable axial movement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-014691712221329.jpg','1'),(5329,110,'<p class=\"ml-50\"><b class=\"ml-50\">High Performance</b></p><ul class=\"ml-50\"><li>Large working area is ideal for large and long workpieces machining.</li><li>With the installation of piding wall in the working area, both long and complex parts can be manufactured in the same machine.</li></ul>','','2'),(5330,110,'<p><b>High Efficiency</b></p><ul><li>High precision roller type guideways on all 3 axes</li><li>X-axis is capable of reaching up to 40 m/min rapid feedrate.</li><li>Circulated cooling system design on X-axis ensures stable temperature and optimal accuracy.</li><li>No counter weight design on Z-axis that lowers vibration while machining and greatly improves surface roughness.</li><li>Extra guideway blocks support ATC magazine to ensure smooth and stable movement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-517231712221405.jpg','3'),(5331,110,'<p class=\"ml-50\"><br></p>','','4'),(5332,110,'<p><br></p>','','5'),(5333,110,'<p class=\"ml-50\"><br></p>','','6'),(5334,111,'<p><b>Reinforced Body Structure</b></p><ul><li>Wide span design of machine structure.</li><li>High efficiency traveling column design.</li><li>Large delta machine column and base ensure highest stability.</li><li>With FEM analysis.</li><li>With stepped design and 6 slider blocks on X-axis ensure the ultra reliable axial movement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-879511712221973.jpg','1'),(5335,111,'<p class=\"ml-50\"><b class=\"ml-50\">High Performance</b></p><ul class=\"ml-50\"><li>Large working area is ideal for large and long workpieces machining.</li><li>With the installation of piding wall in the working area, both long and complex parts can be manufactured in the same machine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-249561712221996.jpg','2'),(5336,111,'<p><b>High Efficiency</b></p><ul><li>High precision roller type guideways on 3 axes</li><li>Capable of reaching up to 40 m/min rapid feedrate.</li><li>Circulated cooling system design on X-axis ensures stable temperature and optimal accuracy.</li><li>Centroid driven on X-axis to reduce vibration during movement.</li><li>No counter weight design on Z-axis that lowers vibration while machining and greatly improves surface roughness.</li><li>The guide blocks support tool magazine to ensure smooth and stable movement.</li><li>Reliable ATC system: Tool magazine with 40T. (80T opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-301241712222019.jpg','3'),(5337,111,'<p class=\"ml-50\"><b class=\"ml-50\">Low backlash swivel head and rotary table</b></p><ul class=\"ml-50\"><li>Max. speed (B-axis): 33.3 rpm</li><li>Swivel angle (B-axis): ±110° / ±120° (Big torque opt.)</li><li>Max. speed (C-axis): 50 rpm (FANUC opt.) / 90 rpm (HEIDENHAIN std.)</li><li>Positioning accuracy (C-axis): <10 sec.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-261951712222055.jpg','4'),(5338,111,'<p><b>YCM In-House Built-in Spindle</b></p><ul><li>The YCM in-house built-in spindle effectively lowers vibration, providing the best surface performance. Meanwhile, it prolongs lifespan of spindle and tools during heavy cutting.</li><li>BBT40 double contact spindle taper greatly enhances machining accuracy.</li><li>Up to 16,000 rpm spindle, 50 kW 67 HP outputs and Swivel angle 120°, best for heavy cutting. (opt.)</li><li>Tool shank: HSK A63 (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-407861712222085.jpg','5'),(5339,111,'<p class=\"ml-50\"><br></p>','','6'),(5340,112,'<p><b>IDD Direct Drive Dual Spindle Design</b></p><ul><li>High precision ceramic ball bearing with low centrifugal force, low vibration and very little heat growth, to assure the optimal cutting performance under high speed machining.</li><li>Reliable helical disc spring design prolongs the spindle life.</li><li>Simultaneous tool change with IDD spindle, T-T: 1 sec. only.</li></ul>','','1'),(5341,112,'<p class=\"ml-50\"><b class=\"ml-50\">Highly Increase Production Capacity, Tremendously Reduces Cost</b></p><ul class=\"ml-50\"><li>High precision, high production with minimum floor space realizes tremendous cost-down.</li><li>With more than 60% production capacity compared to tapping machine with the same size.</li><li>Optional rotary table for multi-face milling, drilling, and tapping Works</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-412081712222585.jpg','2'),(5342,112,'<p><b>Efficient Chips Removal Design</b></p><ul><li>Slanted bed structure design speeds the chip and coolant removal, preventing chips from accumulating inside of the machine.</li><li>Wide chip tank design can increase the chip removal capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-241371712222609.jpg','3'),(5343,112,'<p class=\"ml-50\"><br></p>','','4'),(5344,112,'<p><br></p>','','5'),(5345,112,'<p class=\"ml-50\"><br></p>','','6'),(5346,113,'<p><b>IDD Direct Drive Dual Spindle Design</b></p><ul><li>High precision ceramic ball bearing with low centrifugal force, low vibration and very little heat growth, to assure the optimal cutting performance under high speed machining.</li><li>Reliable helical disc spring design prolongs the spindle life.</li><li>Simultaneous tool change with IDD spindle, T-T: 1.1 sec. only</li></ul>','','1'),(5347,113,'<p class=\"ml-50\"><b class=\"ml-50\">Highly Increase Production Capacity, Tremendously Reduces Cost</b></p><ul class=\"ml-50\"><li>High precision, high production with minimum floor space realizes tremendous cost-down.</li><li>With more than 60% production capacity compared to tapping machine with the same size.</li><li>Optional rotary table for multi-face milling, drilling, and tapping Works</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-481791712223067.jpg','2'),(5348,113,'<p><b>Efficient Chips Removal Design</b></p><ul><li>Slanted bed structure design speeds the chip and coolant removal, preventing chips from accumulating inside of the machine.</li><li>Wide chip tank design can increase the chip removal capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-136091712223092.jpg','3'),(5349,113,'<p class=\"ml-50\"><br></p>','','4'),(5350,113,'<p><br></p>','','5'),(5351,113,'<p class=\"ml-50\"><br></p>','','6'),(5352,40,'<h5><b>High Rigidity Structural Design</b></h5><ul><li>One-piece motor housing</li><li>Large delta machine column and base ensure the highest stability during high speed movement.</li><li>Advanced FEM analysis strengthens the structure while reduces the weight to provide the best cutting rigidity.</li><li>45 mm guideways on 3 axes have a super load capacity of up to 700 kg.</li><li>X-axis equipped with 6 slide blocks increases rigidity by 50%, compared to previous model.</li><li>Y-axis guideway span with optimal ratio.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-705621707282502.jpg','1'),(5353,40,'<h5><b class=\"ml-50\">IDD PLUS Spindle Design: HIGH PRECISION HIGH SPEED</b></h5><ul class=\"ml-50\"><li>The unique IDD spindle design offers smooth reliability at high speed.</li><li>Ceramic bearings do not just boost the spindle speed, but also achieve high axial and radial rigidity, which fulfill strict machining requirements on heavy cutting, drilling and tapping.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-486271707282511.jpg','2'),(5354,40,'<h5><b>Reliable Automatic Tool Change</b></h5><ul><li>Auto tool change(T-T): 1.8 sec.</li><li>24T Disk type</li><li>30T Disk type / 48T Chain type (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-367081707282541.jpg','3'),(5355,40,'<h5><b class=\"ml-50\">Efficient Chip Removal System</b></h5><ul class=\"ml-50\"><li>Equipped with triple-chip augers as a standard.</li><li>Dual-chip augers as an option.</li></ul><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-350281707282566.jpg','4'),(5356,40,'<p><br></p>','','5'),(5357,40,'<p class=\"ml-50\"><br></p>','','6'),(5358,140,'<p><b>High Rigidity Design</b></p><ul><li>One-piece motor housing</li><li>Large delta machine column and base ensure the highest stability during high speed movement.</li><li>Advanced FEM analysis strengthens the structure while reduces the weight to provide the best cutting rigidity.</li><li>3 axes equipped with 45 mm roller guideways and large-diameter ball screws maximize chip disposal during processing.</li><li>X-axis equipped with 6 slide blocks increases rigidity by 50%, compared to previous model.</li><li>Y-axis guideway span with optimal ratio</li><li>Its table can easily support workpieces weighing up to 1,000 kg.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-075841712315525.jpg','1'),(5359,140,'<p class=\"ml-50\"><b class=\"ml-50\">IDD PLUS Spindle Design HIGH PRECISION HIGH SPEED</b></p><ul class=\"ml-50\"><li>The unique IDD spindle design offers smooth reliability at high speed.</li><li>Ceramic bearings not just boost the spindle speed, but also achieve high axial and radial rigidity, which fulfill strict machining requirements on heavy cutting, drilling and tapping.</li><li>Spindle cooling unit decrease thermal deformation on spindle headstock.</li><li>Micro oil-air lubrication system minimizes thermal deformation and prolongs spindle life that are well-suited for die & mold industry.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-137581712315550.jpg','2'),(5360,140,'<p><b>Reliable Automatic Tool Change</b></p><ul><li>Auto tool change(T-T): 1.8 sec.</li><li>24T Disk type as a standard</li><li>30T Disk type / 48T Chain type (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-547011712315570.jpg','3'),(5361,140,'<p class=\"ml-50\"><b class=\"ml-50\">Efficient Chip Removal System</b></p><ul class=\"ml-50\"><li>Equipped with triple-chip augers as a standard.</li><li>Dual-chip augers as an option.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-510361712315596.jpg','4'),(5362,140,'<p><br></p>','','5'),(5363,140,'<p class=\"ml-50\"><br></p>','','6'),(5364,141,'<p><b>High Rigidity Structural Design</b></p><ul><li>One-piece motor housing</li><li>Large delta machine column and base ensure the highest stability during high speed movement.</li><li>Advanced FEM analysis strengthens the structure while reduces the weight to provide the best cutting rigidity.</li><li>3 axes equipped with 45 mm roller guideways and large-diameter ball screws maximize chip disposal during processing.</li><li>X-axis equipped with 6 slide blocks increases rigidity by 50%, compared to previous model.</li><li>Y-axis guideway span with optimal ratio</li><li>Its table can easily support workpieces weighing up to 1,000 kg.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-640851712316684.jpg','1'),(5365,141,'<p class=\"ml-50\"><b class=\"ml-50\">IDD PLUS Spindle Design: HIGH PRECISION HIGH SPEED</b></p><ul class=\"ml-50\"><li>The unique IDD spindle design offers smooth reliability at high speed.</li><li>Ceramic bearings do not just boost the spindle speed, but also achieve high axial and radial rigidity, which fulfill strict machining requirements on heavy cutting, drilling and tapping.</li><li>Spindle cooling unit decrease thermal deformation on spindle headstock.</li><li>Micro oil-air lubrication system minimizes thermal deformation and prolongs spindle life.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-826031712316706.jpg','2'),(5366,141,'<p><b>Reliable Automatic Tool Change</b></p><ul><li>Auto tool change (T-T): 1.8 sec.</li><li>30T Disk type as a standard</li><li>48T Chain type (opt.)</li><li>Standard ATC door</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-057431712316729.jpg','3'),(5367,141,'<p class=\"ml-50\"><b class=\"ml-50\">Efficient Chip Removal System</b></p><ul class=\"ml-50\"><li>Equipped with dual-chip augers and chain type chip conveyor definitely help maximize the efficiency of chip removal.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-371621712316752.jpg','4'),(5368,141,'<p><b>High Performance Applications</b></p><ul><li>Rapid Feedrate (X/Y/Z): 48 / 48 / 48 m/min.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-230641712316774.jpg','5'),(5369,141,'<p class=\"ml-50\"><br></p>','','6'),(5370,205,'<p><b>Spindle</b></p><ul><li>Makino Spindles are best in the global competitive market. </li><li>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations</li></ul><p class=\"MsoNormal\"><b>Master-crafted spindle</b></p><ul><li>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-183401713874156.png','1'),(5371,205,'<p class=\"ml-50\"><b class=\"ml-50\">Versatile VMC</b></p><ul class=\"ml-50\"><li>In the competitive climate of the metal working industry, it is important to look at highly flexible and productive processes that provide integrated solutions in order to sustain growth. </li><li>Makino is well known for bringing high performance, quality and reliability through its innovative machining centres, technologies and process know-how. </li><li>Makino’s PS Series Vertical Machining Centre, targeting the high mix and low volume segment of the manufacturing sector, provides users the capability to meet the requirements for precision metal cutting industries like Aerospace, Medical, Automotive, General Engineering and Precision Engineering. </li><li>Equipped with Makino’s high performance spindle technology, the PS Series guarantees optimal material removal rates with desired surface finish and accuracy. </li><li>The mechanical structure with linear guideway design ensures swift, stable, rigid and precise motion even with the heaviest of loads installed</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-247581713874574.png','2'),(5372,205,'<p><b>Ball Screw Core Cooling</b></p><ul><li>Apart from the spindle technology which accounts for the High Material Removal Rate (MRR), Makino also adopted the core cooling of ball screw to achieve thermal balance which is an important factor to deliver accuracy. </li><li>There are 15 axis bearings which support the axis and are traditionally grease packed bearings. </li><li>During the axis motion, the ball screw rotates in both forward and reverse direction. </li><li>Quick change of rotation of the ball screw generates heat and knocking effect, thereby leading to poor axis control. </li><li>The PS Series delivers thermal controlled lubrication oil through the ball screw and support bearing to enhance the life and sustains accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-538461713874603.png','3'),(5373,205,'<p class=\"MsoNormal\">Intelligent Technology</p><ol class=\"ml-50\"><li>Vision BTS</li><li>Spindle Active Care</li></ol><p class=\"ml-50\">The machine incorporates sophisticated intelligent technology equipped with advanced sensors capable of precisely measuring wear and tear as well as potential breakage. </p><p class=\"ml-50\">These sensors are strategically positioned throughout the machine, constantly monitoring critical components and detecting even subtle changes in their condition. </p><p class=\"ml-50\">By continuously analyzing data in real-time, the system can accurately assess the health of various parts and anticipate potential issues well in advance.</p>','','4'),(5374,205,'<p><br></p>','','5'),(5375,205,'<p class=\"ml-50\"><br></p>','','6'),(5376,206,'<p><b>Spindle</b></p><ul><li>Makino Spindles are best in the global competitive market. </li><li>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</li></ul><p><b>Master-crafted spindles</b></p><ul><li>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-426701713949385.png','1'),(5377,206,'<p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Versatile VMC</span></p><p class=\"ml-50\"><span id=\"docs-internal-guid-821fb842-7fff-5102-5701-d01596648fe2\"></span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">In the competitive climate of the metal working industry, it is important to look at highly flexible and productive processes that provide integrated solutions in order to sustain growth. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Makino is well known for bringing high performance, quality and reliability through its innovative machining centres, technologies and process know-how. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Makino’s PS Series Vertical Machining Centre, targeting the high mix and low volume segment of the manufacturing sector, provides users the capability to meet the requirements for precision metal cutting industries like Aerospace, Medical, Automotive, General Engineering and Precision Engineering. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Equipped with Makino’s high performance spindle technology, the PS Series guarantees optimal material removal rates with desired surface finish and accuracy. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">The mechanical structure with linear guideway design ensures swift, stable, rigid and precise motion even with the heaviest of loads installed</span></p></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-827641713949391.png','2'),(5378,206,'<p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Ball Screw Core Cooling</span></p><p><span id=\"docs-internal-guid-6a1f8625-7fff-b1f0-7cbc-9433e73d0e66\"></span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Apart from the spindle technology which accounts for the High Material Removal Rate (MRR), Makino also adopted the core cooling of ball screw to achieve thermal balance which is an important factor to deliver accuracy. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">There are 15 axis bearings which support the axis and are traditionally grease packed bearings. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">During the axis motion, the ball screw rotates in both forward and reverse direction. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Quick change of rotation of the ball screw generates heat and knocking effect, thereby leading to poor axis control. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">The PS Series delivers thermal controlled lubrication oil through the ball screw and support bearing to enhance the life and sustains accuracy.</span></p></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-826511713949400.png','3'),(5379,206,'<p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Intelligent Technology</span></p><ol style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:decimal;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;margin-left: 54pt;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Vision BTS</span></p></li><li dir=\"ltr\" style=\"list-style-type:decimal;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;margin-left: 54pt;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Spindle Active Care</span></p></li></ol><p class=\"ml-50\"><span id=\"docs-internal-guid-cb75f89b-7fff-e9b0-28fa-c8e756a8948d\"></span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">The machine incorporates sophisticated intelligent technology equipped with advanced sensors capable of precisely measuring wear and tear as well as potential breakage. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">These sensors are strategically positioned throughout the machine, constantly monitoring critical components and detecting even subtle changes in their condition. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">By continuously analyzing data in real-time, the system can accurately assess the health of various parts and anticipate potential issues well in advance.</span></p></li></ul>','','4'),(5380,206,'<p><br></p>','','5'),(5381,206,'<p class=\"ml-50\"><br></p>','','6'),(5382,207,'<p><b>Spindle</b></p><p>Makino Spindles are best in the global competitive market. </p><p>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</p><p>Master-crafted spindles</p><p>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-524711713950829.png','1'),(5383,207,'<p class=\"ml-50\"><b class=\"ml-50\">Ball Screw Core Cooling</b></p><p class=\"ml-50\">Cooling oil controlled to the machine temperature is circulated through the inside of the ball screws to minimise or control heat generation during high-speed movement.</p><p class=\"ml-50\">In addition, cooling oil is also circulated to the support bearings providing the dual effect of cooling and increasing the life.</p><p class=\"ml-50\">Motor flange cooling</p><p class=\"ml-50\">Cooling oil is circulated through the motor flange to prevent motor heat from being transferred to the machine.</p><p class=\"ml-50\">High performance linear motion guideways provide extremely precise, anti-friction motion. In addition, pre-tensioned, dual supported, large diameter ball screws and powerful, direct-coupled, digital servo motors - tuned for peak performance -provide the stiffness and rigidity for the most challenging applications.</p><p class=\"ml-50\">Fine ball screw motion provides greater precision for blends, matches and complex geometry applications.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-275691713950832.png','2'),(5384,207,'<p><b>Competitive solution for larger component machining</b></p><p>The F8 & F9 machines are designed to provide stiffness and rigidity for chatter-free cutting, agility expected from a hard milling machine and accuracies for tight-tolerance blends and matches typical of complex, 3-D contoured geometry associated with:</p><p>Plastic, die cast to blow molds</p><p>Stamping to forging</p><p>Prototype to production</p><p>Medical, electronics, aerospace, optical consumer products, to packaging</p><p><b>Center Console</b></p><p>Virtually eliminating adjustments during matching</p><p>Low vibration spindle even with using long cutters L/D=9</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-874251713950837.png','3'),(5385,207,'<p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><b class=\"ml-50\">Efficient Chip Removal</b></p><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\">Through-spindle air (optional specification) </p><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"\">Air is supplied from the tool tip and holder. Through-spindle coolant (1.5 MPa and 3.0 MPa) (optional specification) </span></p><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"\">Coolant is supplied from the inside of the holder through the tool tip.</span></p><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\">Within the work zone, chip and coolant recovery is very quick and efficient due to a number of design features. All internal chip and splashguard surfaces are steeply sloped. High center or T shaped tele-covers and flushing nozzles ensure that all chips and coolant are directed into the integral chip trough, with a dual spiral screw design that provides a four auger chip management system. Chips and coolant are transferred to a large capacity chip and coolant recovery system conveniently located at the rear of the machine.</p><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\">An optional lift up chip conveyor can be installed at the rear of the machine to further improve the chip management of the machine.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-592831713950840.png','4'),(5386,207,'<p><br></p>','','5'),(5387,207,'<p class=\"ml-50\"><br></p>','','6'),(5388,208,'<p><b>Spindle</b></p><p>Makino Spindles are best in the global competitive market. </p><p>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</p><p><b>Master-crafted spindles</b></p><p>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-075611713954080.png','1'),(5389,208,'<p class=\"ml-50\"><b class=\"ml-50\">Ball Screw Core Cooling</b></p><p class=\"ml-50\">Cooling oil controlled to the machine temperature is circulated through the inside of the ball screws to minimise or control heat generation during high-speed movement.</p><p class=\"ml-50\">In addition, cooling oil is also circulated to the support bearings providing the dual effect of cooling and increasing the life.</p><p class=\"ml-50\"><b class=\"ml-50\">Motor flange cooling</b></p><p class=\"ml-50\">Cooling oil is circulated through the motor flange to prevent motor heat from being transferred to the machine.</p><p class=\"ml-50\">High performance linear motion guideways provide extremely precise, anti-friction motion. In addition, pre-tensioned, dual supported, large diameter ball screws and powerful, direct-coupled, digital servo motors - tuned for peak performance -provide the stiffness and rigidity for the most challenging applications.</p><p class=\"ml-50\">Fine ball screw motion provides greater precision for blends, matches and complex geometry applications.</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-986741713954080.png','2'),(5390,208,'<p><b>Competitive solution for larger component machining</b></p><p>The F8 & F9 machines are designed to provide stiffness and rigidity for chatter-free cutting, agility expected from a hard milling machine and accuracies for tight-tolerance blends and matches typical of complex, 3-D contoured geometry associated with:</p><p>Plastic, die cast to blow molds</p><p>Stamping to forging</p><p>Prototype to production</p><p>Medical, electronics, aerospace, optical consumer products, to packaging</p><p>Center Console</p><p>Virtually eliminating adjustments during matching</p><p>Low vibration spindle even with using long cutters L/D=9</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-239151713954089.png','3'),(5391,208,'<p class=\"ml-50\"><b class=\"ml-50\">Efficient Chip Removal</b></p><p class=\"ml-50\">Through-spindle air (optional specification) </p><p class=\"ml-50\">Air is supplied from the tool tip and holder. Through-spindle coolant (1.5 MPa and 3.0 MPa) (optional specification) </p><p class=\"ml-50\">Coolant is supplied from the inside of the holder through the tool tip.</p><p class=\"ml-50\"><span style=\"\">Within the work zone, chip and coolant recovery is very quick and efficient due to a number of design features. All internal chip and splashguard surfaces are steeply sloped. High center or T shaped tele-covers and flushing nozzles ensure that all chips and coolant are directed into the integral chip trough, with a dual spiral screw design that provides a four auger chip management system. Chips and coolant are transferred to a large capacity chip and coolant recovery system conveniently located at the rear of the machine.</span></p><p class=\"ml-50\">An optional lift up chip conveyor can be installed at the rear of the machine to further improve the chip management of the machine.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-430521713954096.png','4'),(5392,208,'<p><br></p>','','5'),(5393,208,'<p class=\"ml-50\"><br></p>','','6'),(5394,209,'<p><br></p>','','1'),(5395,209,'<p class=\"ml-50\"><br></p>','','2'),(5396,209,'<p><br></p>','','3'),(5397,209,'<p class=\"ml-50\"><br></p>','','4'),(5398,209,'<p><br></p>','','5'),(5399,209,'<p class=\"ml-50\"><br></p>','','6'),(5400,210,'<p><b>Spindle</b></p><p>Makino Spindles are best in the global competitive market. </p><p>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</p><p><b>Master-crafted spindles</b></p><p>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-160351713958449.png','1'),(5401,210,'<p class=\"ml-50\">Makino is the Reliable CNC Machine for High Volume Parts Machining</p><p class=\"ml-50\">In the realm of high-volume production, meeting customer demands for faster turnaround, enhanced quality, and reduced costs presents an ongoing struggle for machine tool designers. </p><p class=\"ml-50\">Renowned for its commitment to excellence and innovation in machining centers, technologies, and process expertise, Makino consistently delivers quality and reliability. </p><p class=\"ml-50\">The Slim Series, Makinos Compact Vertical Machining Center, stands out for its exceptional performance and efficiency in high-volume part production. </p><p class=\"ml-50\">Tailored to a perse range of component machining tasks, the Slim Series prioritizes optimizing machining processes, enhancing flexibility, and ensuring seamless workflow.</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-019821713958440.png','2'),(5402,210,'<p><br></p>','','3'),(5403,210,'<p class=\"ml-50\"><br></p>','','4'),(5404,210,'<p><br></p>','','5'),(5405,210,'<p class=\"ml-50\"><br></p>','','6'),(5436,42,'<h5>High Rigidity Construction With High Feedrate</h5><ul><li>The moving column design, the strengthened 3-point support base, and dual wall rib-structure designed column sustain the utmost rigidity, accuracy level, and machine durability.</li><li>Direct transmission design on all 3 Axes and pre-tensioned ballscrews ensure motion rigidity, and machining accuracy.</li><li>Deploy high precision linear motion guideways, ensure excellent machining performance and service life with low friction, high rigidity, high speed and optimal damping force. The rapid feedrate is 40 m/min. (X/Y/Z), and 20 m/min. for max. cutting feedrate.</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-465791707285408.jpg','1'),(5437,42,'<h5>High Speed, High Precision Spindle Design</h5><ul class=\"ml-50\"><li>Ceramic spindle bearings for high speed machining, features low thermal expansion coefficient and excellent rigidity performance.</li><li>The ID’s of spindle bearings, ø100 mm ø3.94\", satisfy heavy cutting requirements.</li><li>Standard isolated direct drive (IDD) 6,000 rpm spindle with BBT50 taper, offers excellent power output.</li><li>High-Low speed winding performs 36 kgf-m 260.39 lb-ft and excellent cutting capability.</li></ul><p class=\"ml-50\"><br></p>','','2'),(5438,42,'<h5>Quick and Reliable ATC Mechanism</h5><ul><li>The roller-gear-cam ATC arm, parallel to the spindle of the short-pitch design, makes the ATC prompt and reliable; it takes only 2.9 sec.</li><li>The magazine is precisely indexed and driven by servo motor for efficient operations.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-274831707285486.jpg','3'),(5439,42,'<h5>High precision, power clamp APC enhances flexibility and efficiency</h5><ul class=\"ml-50\"><li>Compact and smart rotary pallet change design with unique and strengthen rail way support ensures the accurate, fast, and reliable APC.</li><li>Pallet is swift (on Z-axis) to make APC, the rotary door is quickly turned along with APC, which takes only 10 sec.</li><li>Large size ø450 mm ø17.72\" position clutch is deployed, together with taper pin in precise positioning, strongly supports the table and meets the rigid machining needs.</li><li>Optional 0.001° continuous feed 4th axis pallet of dual warm gear design is backlash-free and easily maintained.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-592041707285510.jpg','4'),(5440,42,'<p><br></p>','','5'),(5441,42,'<p class=\"ml-50\"><br></p>','','6'),(5442,147,'<p><b>High Rigidity Structural Design</b></p><ul><li>One piece T-base foundation with rib construction for unprecedented rigidity.</li><li>Spindle headstock is made of one piece casting to ensure cutting rigidity and accuracy during long-period machining.</li><li>Stepped castings design on X-axis to increase the cutting rigidity.</li><li>Dual-wall column design for eliminating possible thermal deformation.</li></ul><p><b>Reliable Automatic Tool Change</b></p><ul><li>Servo motor driven tool magazine shortens tool search time.</li><li>Short tool change arm with low moment of inertia design.</li></ul><p><b>High Capacity Machining Space</b></p><ul><li>ø1,300 mm x 1,300 mm largest working envelope within its rank.</li><li>2,000 kg maximum loading capacity on each pallet</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-650411712386953.jpg','1'),(5443,147,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Roller Guideways</b></p><ul class=\"ml-50\"><li>Oversize roller guideways increase rigidity and precision.</li><li>High dynamic AC servo driven pre-tensioned ball screws, delivering high control qualities.</li><li>50 m/min. rapid feedrate increase machining efficiency.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Y-axis Dual Drive System</b></p><ul class=\"ml-50\"><li>Headstock is driven at the center of the gravity to minimize vibration. The dual-driven design restrains vibration and delivers high speed, high quality machining ability while increasing machine performance and tool life.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-305741712387025.jpg','2'),(5444,147,'<p><b>Automatic Pallet Change</b></p><ul><li>20-second pallet change.</li><li>Servo motor driven.</li><li>Simple structural design, fast reliable movement and easy maintenance.</li></ul><p><b>High Precision B-axis Rotary Table</b></p><ul><li>Disc brake with damped clamping system.</li><li>High precision in-house pallet indexing system.</li><li>Discharging air jet pallet indexing system.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-719301712387127.jpg','3'),(5445,147,'<p class=\"ml-50\"><b class=\"ml-50\">Central Chip Disposal System</b></p><ul class=\"ml-50\"><li>Chip removal design assures the chips to drop directly to the conveyor.</li><li>Dual chip augers are utilized for efficient chip removal.</li><li>Dual chip augers are utilized for efficient chip removal.</li><li>Heavy duty coolant pump.</li></ul>','','4'),(5446,147,'<p><b>High Performance Built-in Motorized Spindle</b></p><ul><li>Built-in motorized spindle reduces vibration during high-speed machining and ensures spindle life.</li><li>10,000 rpm maximum spindle speed with 45 kW output delivers 623 Nm torque.</li><li>Micro oil-air lubrication for angular ceramic ball bearings prolongs spindle life.</li><li>Circulated oil jacket cooling system minimize thermal deformation, ensuring high accuracy.</li></ul>','','5'),(5447,147,'<p class=\"ml-50\"><br></p>','','6'),(5448,8,'<p style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><b>High Rigidity Structural Design</b></p><ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">One piece T-type base structure with rib construction for unprecedented rigidity.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Dual-wall column design for enhancing rigidity and durability.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Adopted FEM analysis for lightweight design to improve G value that can prolong ballscrew life and reduce energy consumption.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-513971707284681.jpg','1'),(5449,8,'<h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><b class=\"ml-50\">Stepped Design on X-axis</b></h5><ul class=\"ml-50\"><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Two X-axis guideways are positioned at different height to increase stable and reliable rapid axial movement.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Compact column design is able to achieve higher acceleration and performance.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-438921707284697.jpg','2'),(5450,8,'<h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><b>All Roller Type Guideways</b></h5><ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">XYZ axes are equipped with roller guideways to increase rigidity and accuracy.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">High dynamic AC servo driven pre-tensioned ball screws, delivering high control qualities.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-043651707284707.jpg','3'),(5451,8,'<h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><b class=\"ml-50\">Powerful IDD Spindle</b></h5><ul class=\"ml-50\"><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The standard IDD spindle design, easy for maintenance 15,000 rpm max. spindle speed with 37 kW output delivers 244 Nm torque.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The powerful spindle utilizes high precision ceramic ball bearings.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The spindle oil cooling system effectively minimizes thermal deformation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-147581707284722.jpg','4'),(5452,8,'<h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><b>High Performance Built-in Motorized Spindle (opt.)</b></h5><ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The max. spindle speed reaches up to 20,000 rpm with 22.5 kW output delivers 61 Nm torque.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Micro oil-air lubrication for angular ceramic ball bearings prolongs spindle life.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Circulated oil jacket cooling system minimize thermal deformation, ensuring high accuracy.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Easy spindle unit replacement reduces maintenance time.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-948171707284735.jpg','5'),(5453,8,'<h5><b class=\"ml-50\">BBT40 Dual-Contact Spindle Taper</b></h5><ul class=\"ml-50\"><li>Equipped with BBT dual-contact to improve cutting capacity and accuracy, also enhance spindle and tool life.</li><li>Coolant through spindle system: 20 bar (std.) / 70 bar (opt.).</li><li>Spindle air seal protected.</li><li>Labyrinth protection design.</li></ul><p class=\"ml-50\"><br></p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-438271707284754.jpg','6'),(5454,211,'<p><b>Spindle</b></p><p>Makino Spindles are best in the global competitive market. </p><p>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</p><p><b>Master-crafted spindles</b></p><p>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-153201713961151.png','1'),(5455,211,'<ul class=\"ml-50\"><li>From Rough machining to finish</li><li><span style=\"\">From Rough machining to finish machining of larger workpiece</span></li><li>The reliable machine by which the productivity was pursued</li><li>Reduce non cutting time and enhance productivity</li><li>High acceleration feed axis mechanism and reduce indexing time</li></ul><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-543261713961154.png','2'),(5456,211,'<p>Shorter time to change tool</p><p>Tool Preparation time: 5sec</p><p>ATC Shutter can synchronize the opening distance to match the tool lengths </p><p>Tool to Tool:1.7sec</p><p>High Speed ring type tool magazine</p><p>Tool storage capacity:60</p><p>An inertia adaptive control is also adopted in the ring magazine. By automatically grasping the tool total weight, the tool preparation time could be attained 5 sec as well as being increased the response</p><p>Large capacity matrix magazine</p><p>Tool storage capacity: 136</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-069311713961158.png','3'),(5457,211,'<p class=\"ml-50\">Professional 6</p><p class=\"ml-50\">Control Unit that maximises machine performance</p><p class=\"ml-50\">Optimizes its machining operation according to machining condition. </p><p class=\"ml-50\">Even a machine is operated at high speed and high acceleration, it enables to maintain machined surface quality and shape accuracy, which in turn increase machining efficiency.</p><p class=\"ml-50\">By making proper use of the machining modes, productivity can be further improved</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-294631713961162.png','4'),(5458,211,'<p>Chip Evacuation System</p><p>Large volumes of chips in various sizes are evacuated quickly and effectively</p><p>High productive machining centers generate large volumes of chips.</p><p>To ensure efficient and reliable chip removal, the machining envelope is composed almost entirely of the slanted panels.</p><p>Coolant from the spindle head and ceiling of the guard flush the chips directly into the center trough under the table.</p><p>Large volume base coolant in the center trough washes the chips towards the lift up chip conveyor.</p><p>Spindle head washing coolant nozzle for chip removal from spindle top</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-698311713961169.png','5'),(5459,211,'<p class=\"ml-50\"><br></p>','','6'),(5460,212,'<p><b>Spindle</b></p><p>Makino Spindles are best in the global competitive market. </p><p>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</p><p><b>Master-crafted spindles</b></p><p>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-038961714125063.png','1'),(5461,212,'<ul class=\"ml-50\"><li>From Rough machining to finish</li><li>From Rough machining to finish machining of larger workpiece</li><li>The reliable machine by which the productivity was pursued</li><li>Reduce non cutting time and enhance productivity</li><li>High acceleration feed axis mechanism and reduce indexing time</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-360171714125064.png','2'),(5462,212,'<ul><li>Shorter time to change tool</li><li>Tool Preparation time: 5sec</li><li>ATC Shutter can synchronize the opening distance to match the tool lengths </li><li>Tool to Tool:1.7sec</li><li>High Speed ring type tool magazine</li><li>Tool storage capacity:60</li><li>An inertia adaptive control is also adopted in the ring magazine. By automatically grasping the tool total weight, the tool preparation time could be attained 5 sec as well as being increased the response</li><li>Large capacity matrix magazine</li><li>Tool storage capacity: 136</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-430191714125064.png','3'),(5463,212,'<p class=\"ml-50\">Professional 6</p><ul class=\"ml-50\"><li>Control Unit that maximises machine performance</li><li>Optimizes its machining operation according to machining condition. </li><li>Even a machine is operated at high speed and high acceleration, it enables to maintain machined surface quality and shape accuracy, which in turn increase machining efficiency.</li><li>By making proper use of the machining modes, productivity can be further improved</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-459371714125064.png','4'),(5464,212,'<p><b>Chip Evacuation System</b></p><ul><li>Large volumes of chips in various sizes are evacuated quickly and effectively</li><li>High productive machining centers generate large volumes of chips.</li><li>To ensure efficient and reliable chip removal, the machining envelope is composed almost entirely of the slanted panels.</li><li>Coolant from the spindle head and ceiling of the guard flush the chips directly into the center trough under the table.</li><li>Large volume base coolant in the center trough washes the chips towards the lift up chip conveyor.</li><li>Spindle head washing coolant nozzle for chip removal from spindle top</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-538711714125069.png','5'),(5465,212,'<p class=\"ml-50\"><br></p>','','6'),(5466,213,'<p><br></p>','','1'),(5467,213,'<p class=\"ml-50\"><br></p>','','2'),(5468,213,'<p><br></p>','','3'),(5469,213,'<p class=\"ml-50\"><br></p>','','4'),(5470,213,'<p><br></p>','','5'),(5471,213,'<p class=\"ml-50\"><br></p>','','6'),(5472,214,'<p><b>Spindle</b></p><ul><li>Makino Spindles are best in the global competitive market. </li><li>The heart of Makino machines is the spindle, which distinguishes them through features such as lower power consumption, improved surface quality, and minimized vibrations.</li></ul><p><b>Master-crafted spindles</b></p><ul><li>Each spindle is dedicated to specific machines, ensuring that they are meticulously engineered to deliver optimal performance for their respective applications.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-953261714127499.png','1'),(5473,214,'<p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><font color=\"#000000\" face=\"Calibri, sans-serif\"><span style=\" white-space-collapse: preserve; background-color: rgb(255, 255, 255);\">From Rough machining to finish</span></font></p><ul class=\"ml-50\"><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><font color=\"#000000\" face=\"Calibri, sans-serif\"><span style=\" white-space-collapse: preserve; background-color: rgb(255, 255, 255);\">From Rough machining to finish machining of larger workpiece</span></font></li><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><font color=\"#000000\" face=\"Calibri, sans-serif\"><span style=\" white-space-collapse: preserve; background-color: rgb(255, 255, 255);\">The reliable machine by which the productivity was pursued</span></font></li><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><font color=\"#000000\" face=\"Calibri, sans-serif\"><span style=\" white-space-collapse: preserve; background-color: rgb(255, 255, 255);\">Reduce non cutting time and enhance productivity</span></font></li><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><font color=\"#000000\" face=\"Calibri, sans-serif\"><span style=\" white-space-collapse: preserve; background-color: rgb(255, 255, 255);\">High acceleration feed axis mechanism and reduce indexing time</span></font></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-419731714127503.png','2'),(5474,214,'<p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Shorter time to change tool</span></p><ul><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Tool Preparation time: 5sec</span></li><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">ATC Shutter can synchronize the opening distance to match the tool lengths </span></li><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Tool to Tool:1.7sec</span></li></ul><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">High Speed ring type tool magazine</span></p><ul><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Tool storage capacity:60</span></li><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">An inertia adaptive control is also adopted in the ring magazine. By automatically grasping the tool total weight, the tool preparation time could be attained 5 sec as well as being increased the response</span></li></ul><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Large capacity matrix magazine</span></p><p><span id=\"docs-internal-guid-92154b87-7fff-48de-674e-ad6b3b23b86a\"></span></p><ul><li style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Tool storage capacity: 136</span></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-213951714127508.png','3'),(5475,214,'<span id=\"docs-internal-guid-341fe735-7fff-8199-9764-4f74ce33c2ee\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\"><span style=\"color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Professional 6</span></p><p style=\"line-height: 1.295; margin-top: 0pt; margin-bottom: 8pt;\"><span id=\"docs-internal-guid-1b1009fc-7fff-5b32-ddb7-fc3cc276e843\"></span></p><ul style=\"margin-top:0;margin-bottom:0;padding-inline-start:48px;\"><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Control Unit that maximises machine performance</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Optimizes its machining operation according to machining condition. </span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:0pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">Even a machine is operated at high speed and high acceleration, it enables to maintain machined surface quality and shape accuracy, which in turn increase machining efficiency.</span></p></li><li dir=\"ltr\" style=\"list-style-type:disc;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;\" aria-level=\"1\"><p dir=\"ltr\" style=\"line-height:1.295;margin-top:0pt;margin-bottom:8pt;\" role=\"presentation\"><span style=\"color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;\">By making proper use of the machining modes, productivity can be further improved</span></p></li></ul></span>','https://stengineers.com/admin/api/product-upload/product-feature/features-269531714127513.png','4'),(5476,214,'<p>Chip Evacuation System</p><ul><li>Large volumes of chips in various sizes are evacuated quickly and effectively</li><li>High productive machining centers generate large volumes of chips.</li><li>To ensure efficient and reliable chip removal, the machining envelope is composed almost entirely of the slanted panels.</li><li>Coolant from the spindle head and ceiling of the guard flush the chips directly into the center trough under the table.</li><li>Large volume base coolant in the center trough washes the chips towards the lift up chip conveyor.</li><li>Spindle head washing coolant nozzle for chip removal from spindle top</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-680911714127519.png','5'),(5477,214,'<p class=\"ml-50\"><br></p>','','6'),(5478,9,'<p><span style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Every key component is hand scraped by our specialists</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-308951704801064.jpg','1'),(5479,9,'<p class=\"ml-50\"><span style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">New three-axis CNC deep hole drilling machine ” SKD is mainly used for deep hole processing of mold and hole processing of guide column and guide sleeve.</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-376201704801070.jpg','2'),(5480,9,'<p><span style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The whole machine casting is made of high-quality cast iron, and after aging treatment, the casting structure is uniform and stable, with high rigidity and good stability.</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-948311704801077.jpg','3'),(5481,9,'<ul class=\"ml-50\"><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The best partner for precise mould deep hole mechanism reaching the depth of 1.5 m in one time.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"><span style=\"\">Coolant hole application case.</span></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-270851704801082.jpg','4'),(5482,9,'<p><br></p>','','5'),(5483,9,'<p class=\"ml-50\"><br></p>','','6'),(5484,477,'<p>Lifter Hole Position and Diameter Deviations</p>','https://stengineers.com/admin/api/product-feature/features-546011732271967.jpg','1'),(5485,477,'<p class=\"ml-50\">Total Tilting Angle</p>','https://stengineers.com/admin/api/product-feature/features-106921732271971.jpg','2'),(5486,477,'<p><br></p>','','3'),(5487,477,'<p class=\"ml-50\"><br></p>','','4'),(5488,477,'<p><br></p>','','5'),(5489,477,'<p class=\"ml-50\"><br></p>','','6'),(5490,478,'<p>Lifter Hole Position and Diameter Deviations</p>','https://stengineers.com/admin/api/product-feature/features-406791732272511.jpg','1'),(5491,478,'<p class=\"ml-50\">Total Tilting Angle</p>','https://stengineers.com/admin/api/product-feature/features-825431732272530.jpg','2'),(5492,478,'<p><br></p>','','3'),(5493,478,'<p class=\"ml-50\"><br></p>','','4'),(5494,478,'<p><br></p>','','5'),(5495,478,'<p class=\"ml-50\"><br></p>','','6'),(5496,479,'<p>Lifter Hole Position and Diameter Deviations</p>','https://stengineers.com/admin/api/product-feature/features-098421732273869.jpg','1'),(5497,479,'<p class=\"ml-50\"><br></p><p class=\"ml-50\">Total Tilting Angle</p>','https://stengineers.com/admin/api/product-feature/features-032651732273876.jpg','2'),(5498,479,'<p><br></p>','','3'),(5499,479,'<p class=\"ml-50\"><br></p>','','4'),(5500,479,'<p><br></p>','','5'),(5501,479,'<p class=\"ml-50\"><br></p>','','6'),(5502,494,'<ul><li>Component counter rotation ensures exceptional straightness.</li><li>Ball screws and servo drives provide precise linear motion.</li><li>Multiple tool steadies provide optimal tube support.</li><li>A rotating cone or self-centering chuck arrangement ensures secure part clamping.</li><li>A high-pressure coolant system with fine filtration delivers superior performance.</li><li>Oil chilling and automatic lubrication ensure efficient operation.</li><li>An integrated design minimizes the overall machine footprint.</li></ul>','https://stengineers.com/admin/api/product-feature/features-495631737709320.png','1'),(5503,494,'<p class=\"ml-50\"><br></p>','','2'),(5504,494,'<p><br></p>','','3'),(5505,494,'<p class=\"ml-50\"><br></p>','','4'),(5506,494,'<p><br></p>','','5'),(5507,494,'<p class=\"ml-50\"><br></p>','','6'),(5508,17,'<ul><li>Guaranteed quality infinite value</li><li>Safe | Precise | Efficient</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-326051704890395.jpg','1'),(5509,17,'<ul class=\"ml-50\"><li>Optimized Innovations Allowing Efficiency and Secure Molds Turnovers</li><li>90% Shorten the clamping time </li><li>30% reduced mold matching time</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-348101704890415.jpg','2'),(5510,17,'<p>SpreX has designed machines that meet stringent safety standards for Mold spotting machines.</p><ul><li>Ensures atmost safety<br></li><li>Improved innovation</li><li>Improved performance</li><li>improved quality<br><br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-190851704890448.jpg','3'),(5511,17,'<p class=\"ml-50\"><br></p>','','4'),(5512,17,'<p><br></p>','','5'),(5513,17,'<p class=\"ml-50\"><br></p>','','6'),(5514,468,'<ul><li>SpreX Die potting press includes a guide pillar structure and elastic template to ensure high precision during high-pressure mold pressing and allow for easy adjustment of template parallelism.</li><li>The moving parts feature oil-free and self-lubricating graphite copper sleeve guides, making the machine cleaner and more environmentally friendly.</li><li>Die spotting machines include practical and reliable fault detection, alarms, and low-pressure mold protection functions.</li><li>The lower worktable is equipped with a high-precision positioning device and lifting device.</li><li>Spotting press functions four mold closing oil cylinders provide uniform force and minimal deformation.</li><li>A SIKO (Germany) magnetoscale railing ruler accurately detects the moving position of the middle seat.</li><li>The mechanical safety protection device safeguards both your mold and the machine.</li></ul>','https://stengineers.com/admin/api/product-feature/features-063981729511246.jpg','1'),(5515,468,'<p class=\"ml-50\"><br></p>','','2'),(5516,468,'<p><br></p>','','3'),(5517,468,'<p class=\"ml-50\"><br></p>','','4'),(5518,468,'<p><br></p>','','5'),(5519,468,'<p class=\"ml-50\"><br></p>','','6'),(5520,469,'<ul><li>SpreX Die potting press includes a guide pillar structure and elastic template to ensure high precision during high-pressure mold pressing and allow for easy adjustment of template parallelism.</li><li>The moving parts feature oil-free and self-lubricating graphite copper sleeve guides, making the machine cleaner and more environmentally friendly.</li><li>Die spotting machines include practical and reliable fault detection, alarm, and low-pressure mold protection functions.</li><li>The lower worktable is equipped with a high-precision positioning device and lifting device.</li><li>Spotting press functions four mold closing oil cylinders provide uniform force and minimal deformation.</li><li>A SIKO (Germany) magnetoscale railing ruler accurately detects the moving position of the middle seat.</li><li>The mechanical safety protection device safeguards both your mold and the machine.</li></ul>','https://stengineers.com/admin/api/product-feature/features-479301729679108.jpg','1'),(5521,469,'<p class=\"ml-50\"><br></p>','','2'),(5522,469,'<p><br></p>','','3'),(5523,469,'<p class=\"ml-50\"><br></p>','','4'),(5524,469,'<p><br></p>','','5'),(5525,469,'<p class=\"ml-50\"><br></p>','','6'),(5526,43,'<h5><b>Superb Body Structure</b></h5><ul><li>One-piece Column</li><li>One-piece Base</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-469521707286353.jpg','1'),(5527,43,'<h5><b class=\"ml-50\">High Rigidity Guideways</b></h5><ul class=\"ml-50\"><li>Roller type guideways on X/Y axis</li><li>Horizontal and vertical support of the headstock</li><li>Direct drive motors on 3 axes reduce backlash and ensure perfect axial accuracy</li><li>Three axes adopt highly responsive servo motor, configuring ball screws with direct drive. Measuring with absolute encoder to ensure high rigidity and positioning accuracy without backlash.</li><li>Z-axis is equipped with roller type guideway and 6 slider blocks to enhance cutting rigidity and smooth movement during 3D contouring operations</li></ul><p class=\"ml-50\"><br></p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-623971707286392.jpg','2'),(5528,43,'<h5><b>High Quality Work Table</b></h5><ul><li>The work table is precisely ground before assembled to ensure DCV series excellent machining results</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-701481707286423.jpg','3'),(5529,43,'<h5><b class=\"ml-50\">Built-in Motorized Spindle</b></h5><ul class=\"ml-50\"><li>DCV2012A is equipped with YCM made built-in motorized spindle delivering 20,000rpm high speed. The ultra smooth movement achieves various machining results.</li><li>Patented circulated cooling system</li><li>Patented suppressing vibration design</li><li>Floating design of rear bearing</li><li>Bearing with micro oil-air lubrication system</li><li>BBT40 with simultaneous taper and flange contact design</li></ul><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-128951707286444.jpg','4'),(5530,43,'<p><br></p>','','5'),(5531,43,'<p class=\"ml-50\"><br></p>','','6'),(5532,44,'<h5><b>High Rigidity Structural Design</b></h5><ul><li>A-ribbed base structure with multiple supporting points provides X-axis with the best straightness</li><li>Work table fully supported by base provides perfect dynamic accuracy</li><li>One piece high rigidity column offers low deformation, providing Y-axis with the best straightness</li><li>Wide span saddle provides both horizontal and vertical support which decentralizes the load caused from head weight and spindle during machining</li><li>Roller type linear guideways on both X/Y-axis provides low friction, non-backlash, high rigidity and high precision</li><li>High damping boxway on Z-axis absorbs vibration, prolongs tool life and enhances surface precision</li><li>Dual chip augers with conveyor offer efficient chip removal Simple plate metal design reduces chip accumulation</li></ul>','','1'),(5533,44,'<p class=\"ml-50\"><br></p>','','2'),(5534,44,'<p class=\"ml-50\"><br></p>','','3'),(5535,44,'<p class=\"ml-50\"><br></p>','','4'),(5536,44,'<p><br></p>','','5'),(5537,44,'','','6'),(5538,142,'<p><b>Superb Body Structure</b></p><ul><li>One-piece Column</li><li>One-piece Base</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-328561712405927.png','1'),(5539,142,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Roller type guideways on X/Y axis</li><li>Horizontal and vertical support of the headstock</li><li>Direct drive motors on 3 axes reduce backlash and ensure perfect axial accuracy</li><li>Three axes adopt highly responsive servo motor, configuring ball screws with direct drive. Measuring with absolute encoder to ensure high rigidity and positioning accuracy without backlash.</li><li>Z-axis is equipped with box guideway reinforced through induction hardening process, precision ground and FEM analysis to offer superb cutting rigidity and short force flow</li></ul>','','2'),(5540,142,'<p><b>High Quality Work Table</b></p><ul><li>The work table is precisely ground before assembled to ensure DCV series excellent machining results<br></li></ul>','','3'),(5541,142,'<p class=\"ml-50\"><b class=\"ml-50\">10,000rpm Spindle</b></p><ul class=\"ml-50\"><li>Isolated Direct Drive Design</li><li>10,000rpm IDD spindle driven by 22kW dual step AC digital spindle motor is able to reach max. 36.04kgf-m torque output at 500rpm.</li><li>Unique IDD design offers low spindle vibration and optimal heat isolation that results in excellent accuracy after long term operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-821341712405993.png','4'),(5542,142,'<p><br></p>','','5'),(5543,142,'<p class=\"ml-50\"><br></p>','','6'),(5544,144,'<p><b>High Rigidity 90°Angle Head</b></p><ul><li>Self-manufactured gearbox provides high torque for both vertical and horizontal machining</li><li>High rigidity octagonal milling head design</li><li>Quiet precision grounded bevel gear, adopts oil-mist lubrication to reduce heat</li><li>Large diameter toothed clutches provide high machining stability, precision and rigidity</li><li>4 independent pull studs with high clamping force</li><li>90°angle head anti-drop safety mechanism</li><li>Optional coolant through spindle (CTS) for both vertical/ 90°angle head</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-967211712379376.jpg','1'),(5545,144,'<p class=\"ml-50\"><b class=\"ml-50\">Reliable AHC Vertical / Horizontal Automatic Tool Change</b></p><ul class=\"ml-50\"><li>Rotary head chamber design reduces space and provides rapid head change</li><li>Automatic vertical / horizontal head change mechanism</li><li>Reduce time for both fixture producing and workpiece installation, improving production efficiency</li><li>Multi-face machining in one step increases machining efficiency and precision</li><li>Vertical / Horizontal tool change system provides fast tool change, sensors and sequence scanning ensures tool change stability</li></ul>','','2'),(5546,144,'<p><br></p>','','3'),(5547,144,'<p class=\"ml-50\"><br></p>','','4'),(5548,144,'<p><br></p>','','5'),(5549,144,'<p class=\"ml-50\"><br></p>','','6'),(5550,149,'<p><b>Superb Body Structure & X/Y/Z Guideways Design</b></p><ul><li>Massive MEEHANITE® casting through FEM analysis offers exceptional damping capacity.</li><li>Direct drive gearbox design on X/Y/Z axis offers smooth axial response, high torque, and low backlash.</li><li>Extra wide column base with boots design.</li><li>Equipped with roller type guideways and numerous slider blocks for great load capacity and cutting rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-613471712549833.jpg','1'),(5551,149,'<p class=\"ml-50\"><b class=\"ml-50\">HEIDENHAIN Control</b></p><ul class=\"ml-50\"><li>5-axis simultaneous control by HEIDENHAIN TNC640 increases efficiency, tool life, and cutting accuracy.</li><li>Program memory hard disk with 21 GB.</li><li>Tool center point management [TCPM]</li><li>Dynamic collision monitoring [DCM]</li><li>DXF converter (opt.)</li></ul>','','2'),(5552,149,'<p><b>Unique Isolated Direct Drive Design</b></p><ul><li>10,000rpm IDD spindle is optional to be equipped with DCV series. Driven by 46kW dual step AC digital spindle motor, the spindle is able to reach max. 36.04kgf-m torque output at 500rpm.</li><li>Unique IDD design offers low spindle vibration and optimal heat isolation that results in excellent accuracy after long term operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-157831712549875.jpg','3'),(5553,149,'<p class=\"ml-50\"><br></p>','','4'),(5554,149,'<p><br></p>','','5'),(5555,149,'<p class=\"ml-50\"><br></p>','','6'),(5556,145,'<p><b>Superb Body Structure & X/Y/Z Guideways Design</b></p><ul><li>Massive MEEHANITE® casting through FEM analysis offers exceptional damping capacity.</li><li>Direct drive gearbox design on X/Y/Z axis offers smooth axial response, high torque, and low backlash.</li><li>Extra wide column base with boots design.</li><li>Equipped with roller type guideways and numerous slider blocks for great load capacity and cutting rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-512631712379919.jpg','1'),(5557,145,'<p class=\"ml-50\"><b class=\"ml-50\">HEIDENHAIN Control</b></p><ul class=\"ml-50\"><li>5-axis simultaneous control by HEIDENHAIN TNC640 increases efficiency, tool life, and cutting accuracy.</li><li>Program memory hard disk with 21 GB.</li><li>Tool center point management [TCPM]</li><li>Dynamic collision monitoring [DCM]</li><li>DXF converter (opt.)</li></ul>','','2'),(5558,145,'<p><b>Unique Isolated Direct Drive Design</b></p><ul><li>10,000rpm IDD spindle is optional to be equipped with DCV series. Driven by 46kW dual step AC digital spindle motor, the spindle is able to reach max. 36.04kgf-m torque output at 500rpm.</li><li>Unique IDD design offers low spindle vibration and optimal heat isolation that results in excellent accuracy after long term operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-091761712379970.jpg','3'),(5559,145,'<p class=\"ml-50\"><br></p>','','4'),(5560,145,'<p><br></p>','','5'),(5561,145,'<p class=\"ml-50\"><br></p>','','6'),(5562,148,'<p><b>Superb Body Structure & X/Y/Z Guideways Design</b></p><ul><li>Massive MEEHANITE® casting through FEM analysis offers exceptional damping capacity.</li><li>Direct drive gearbox design on X/Y/Z axis offers smooth axial response, high torque, and low backlash.</li><li>Extra wide column base with boots design.</li><li>Equipped with roller type guideways and numerous slider blocks for great load capacity and cutting rigidity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-270891712388517.jpg','1'),(5563,148,'<p class=\"ml-50\"><b class=\"ml-50\">HEIDENHAIN Control</b></p><ul class=\"ml-50\"><li>5-axis simultaneous control by HEIDENHAIN TNC640 increases efficiency, tool life, and cutting accuracy.</li><li>Program memory hard disk with 21 GB.</li><li>Tool center point management [TCPM]</li><li>Dynamic collision monitoring [DCM]</li><li>DXF converter (opt.)</li></ul>','','2'),(5564,148,'<p><b>Unique Isolated Direct Drive Design</b></p><ul><li>10,000rpm IDD spindle is optional to be equipped with DCV series. Driven by 46kW dual step AC digital spindle motor, the spindle is able to reach max. 36.04kgf-m torque output at 500rpm.</li><li>Unique IDD design offers low spindle vibration and optimal heat isolation that results in excellent accuracy after long term operation.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-798141712388559.jpg','3'),(5565,148,'<p class=\"ml-50\"><br></p>','','4'),(5566,148,'<p><br></p>','','5'),(5567,148,'<p class=\"ml-50\"><br></p>','','6'),(5568,114,'<p><b>High Rigidity Structural Design</b></p><ul><li>A-ribbed base structure with multiple supporting points provides X-axis with the best straightness</li><li>Work table fully supported by base provides perfect dynamic accuracy</li><li>One piece high rigidity column offers low deformation, providing Y-axis with the best straightness</li><li>Wide span saddle provides both horizontal and vertical support which decentralizes the load caused from head weight and spindle during machining</li><li>Roller type linear guideways on both X/Y-axis provides low friction, non-backlash, high rigidity and high precision</li><li>High damping boxway on Z-axis absorbs vibration, prolongs tool life and enhances surface precision</li><li>Dual chip augers with conveyor offer efficient chip removal Simple plate metal design reduces chip accumulation</li></ul>','','1'),(5569,114,'<p class=\"ml-50\"><br></p>','','2'),(5570,114,'<p><br></p>','','3'),(5571,114,'<p class=\"ml-50\"><br></p>','','4'),(5572,114,'<p><br></p>','','5'),(5573,114,'<p class=\"ml-50\"><br></p>','','6'),(5574,115,'<p><b>High Rigidity Structural Design</b></p><ul><li>A-ribbed base structure with multiple supporting points provides X-axis with the best straightness</li><li>Work table fully supported by base provides perfect dynamic accuracy</li><li>One piece high rigidity column offers low deformation, providing Y-axis with the best straightness</li><li>Wide span saddle provides both horizontal and vertical support which decentralizes the load caused from head weight and spindle during machining</li><li>Roller type linear guideways on both X/Y-axis provides low friction, non-backlash, high rigidity and high precision</li><li>High damping boxway on Z-axis absorbs vibration, prolongs tool life and enhances surface precision</li><li>Dual chip augers with conveyor offer efficient chip removal Simple plate metal design reduces chip accumulation</li></ul>','','1'),(5575,115,'<p class=\"ml-50\"><br></p>','','2'),(5576,115,'<p><br></p>','','3'),(5577,115,'<p class=\"ml-50\"><br></p>','','4'),(5578,115,'<p><br></p>','','5'),(5579,115,'<p class=\"ml-50\"><br></p>','','6'),(5580,116,'<p><b>Reinforced Body Structure</b></p><ul><li>Highly rigid box structure head design, effectively resists deformation and vibration during heavy cutting.</li><li>Extra wide column base with boots design prevents the headstock from leaning forward.</li><li>Work table fully supported by base provides perfect dynamic accuracy.</li><li>The gear box is self-made which is powerful 2-step gear transmission as standard, with oil cooling lubrication that prevents temperature rise and noise.</li><li>X-axis adopts direct gear drive that provides high torque, high transmission efficiency and low backlash.</li><li>Z-axis head is boxway design that shows high rigidity and high damping, effectively avoids overhang, and vibration issues.</li><li>Wide span saddle enhances stabilization. With rigid beam and columns configuration, it provides Y-axis with the best straightness.</li><li>Y-axis and Z-axis adopt ball screw and flexible direct design,without blacklash and belt drive issues.</li></ul>','','1'),(5581,116,'<p class=\"ml-50\"><br></p>','','2'),(5582,116,'<p><br></p>','','3'),(5583,116,'<p class=\"ml-50\"><br></p>','','4'),(5584,116,'<p><br></p>','','5'),(5585,116,'<p class=\"ml-50\"><br></p>','','6'),(5586,117,'<p><b>Reinforced Body Structure</b></p><ul><li>Highly rigid box structure head design, effectively resists deformation and vibration during heavy cutting.</li><li>Extra wide column base with boots design prevents the headstock from leaning forward.</li><li>Work table fully supported by base provides perfect dynamic accuracy.</li><li>The gear box is self-made which is powerful 2-step gear transmission as standard, with oil cooling lubrication that prevents temperature rise and noise.</li><li>X-axis adopts direct gear drive that provides high torque, high transmission efficiency and low backlash.</li><li>Z-axis head is boxway design that shows high rigidity and high damping, effectively avoids overhang, and vibration issues.</li><li>Wide span saddle enhances stabilization. With rigid beam and columns configuration, it provides Y-axis with the best straightness.</li><li>Y-axis and Z-axis adopt ball screw and flexible direct design,without blacklash and belt drive issues.</li></ul>','','1'),(5587,117,'<p class=\"ml-50\"><br></p>','','2'),(5588,117,'<p><br></p>','','3'),(5589,117,'<p class=\"ml-50\"><br></p>','','4'),(5590,117,'<p><br></p>','','5'),(5591,117,'<p class=\"ml-50\"><br></p>','','6'),(5592,119,'<p><b>High Rigidity 90°Angle Head</b></p><ul><li>Self-manufactured gearbox provides high torque for both vertical and horizontal machining</li><li>High rigidity octagonal milling head design</li><li>Quiet precision grounded bevel gear, adopts oil-mist lubrication to reduce heat</li><li>Large diameter toothed clutches provide high machining stability, precision and rigidity</li><li>4 independent pull studs with high clamping force</li><li>90°angle head anti-drop safety mechanism</li><li>Optional coolant through spindle (CTS) for both vertical/ 90°angle head</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-258391712229325.jpg','1'),(5593,119,'<p class=\"ml-50\"><b class=\"ml-50\">Reliable AHC Vertical / Horizontal Automatic Tool Change</b></p><ul class=\"ml-50\"><li>Rotary head chamber design reduces space and provides rapid head change</li><li>Automatic vertical / horizontal head change mechanism</li><li>Reduce time for both fixture producing and workpiece installation, improving production efficiency</li><li>Multi-face machining in one step increases machining efficiency and precision</li><li>Vertical / Horizontal tool change system provides fast tool change, sensors and sequence scanning ensures tool change stability</li></ul>','','2'),(5594,119,'<p><br></p>','','3'),(5595,119,'<p class=\"ml-50\"><br></p>','','4'),(5596,119,'<p><br></p>','','5'),(5597,119,'<p class=\"ml-50\"><br></p>','','6'),(5598,118,'<p><b>High Rigidity 90°Angle Head</b></p><ul><li>Self-manufactured gearbox provides high torque for both vertical and horizontal machining</li><li>High rigidity octagonal milling head design</li><li>Quiet precision grounded bevel gear, adopts oil-mist lubrication to reduce heat</li><li>Large diameter toothed clutches provide high machining stability, precision and rigidity</li><li>4 independent pull studs with high clamping force</li><li>90°angle head anti-drop safety mechanism</li><li>Optional coolant through spindle (CTS) for both vertical/ 90°angle head</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-948101712228955.jpg','1'),(5599,118,'<p class=\"ml-50\"><b class=\"ml-50\">Reliable AHC Vertical / Horizontal Automatic Tool Change</b></p><ul class=\"ml-50\"><li>Rotary head chamber design reduces space and provides rapid head change</li><li>Automatic vertical / horizontal head change mechanism</li><li>Reduce time for both fixture producing and workpiece installation, improving production efficiency</li><li>Multi-face machining in one step increases machining efficiency and precision</li><li>Vertical / Horizontal tool change system provides fast tool change, sensors and sequence scanning ensures tool change stability</li></ul>','','2'),(5600,118,'<p><br></p>','','3'),(5601,118,'<p class=\"ml-50\"><br></p>','','4'),(5602,118,'<p><br></p>','','5'),(5603,118,'<p class=\"ml-50\"><br></p>','','6'),(5604,120,'<p><b>High Rigidity Guideways</b></p><ul><li>X-axis is directly driven by gearbox offering smooth axial response and high torque</li><li>Roller type guideways on X/Y axis</li><li>Y-axis is supported by 3 roller type guideways and 6 slider blocks to offer ultimate cutting rigidity</li><li>Horizontal and vertical support of the headstock</li><li>Hardened and ground box guideway on Z-axis enlarges the contact interface for high machining stability</li></ul>','','1'),(5605,120,'<p class=\"ml-50\"><b class=\"ml-50\">4,500rpm Spindle</b></p><ul class=\"ml-50\"><li>With Hi-lo Gear Transmission</li><li>4,500rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87kgf-m torque output at 241rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-317601712229791.jpg','2'),(5606,120,'<p><b>Superb Body Structure</b></p><ul><li>One-piece Column</li><li>One-piece Base</li><li>Rigid proportion of the headstock</li></ul>','','3'),(5607,120,'<p class=\"ml-50\"><br></p>','','4'),(5608,120,'<p><br></p>','','5'),(5609,120,'<p class=\"ml-50\"><br></p>','','6'),(5610,121,'<p><b>Superb Body Structure</b></p><ul><li>One-piece Column</li><li>One-piece Base</li><li>Rigid proportion of the headstock</li></ul>','','1'),(5611,121,'<p class=\"ml-50\"><b class=\"ml-50\">4,500rpm Spindle</b></p><ul class=\"ml-50\"><li>With Hi-lo Gear Transmission</li><li>4,500rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87kgf-m torque output at 241rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-394281712230169.jpg','2'),(5612,121,'<p><b>High Rigidity Guideways</b></p><ul><li>X-axis is directly driven by gearbox offering smooth axial response and high torque</li><li>Roller type guideways on X/Y axis</li><li>Y-axis is supported by 3 roller type guideways and 6 slider blocks to offer ultimate cutting rigidity</li><li>Horizontal and vertical support of the headstock</li><li>Hardened and ground box guideway on Z-axis enlarges the contact interface for high machining stability</li></ul>','','3'),(5613,121,'<p class=\"ml-50\"><br></p>','','4'),(5614,121,'<p><br></p>','','5'),(5615,121,'<p class=\"ml-50\"><br></p>','','6'),(5616,122,'<p><b>Superb Body Structure</b></p><ul><li>Turcite-B design on Z-axis strengthens rigidity and damping capacity reducing overhang and vibration problems</li><li>Extra wide column base with boots design prevents the headstock from leaning forward</li><li>Internal ribs structure design through FEM analysis delivers high rigidity and stability</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-981071712231056.jpg','1'),(5617,122,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Direct drive gearbox design on X-axis offers smooth axial response, high torque, and low backlash</li><li>X-axis is equipped with 3 roller type guideways and numerous slider blocks for great load capacity of 12 slider blocks</li><li>3 roller type guideways on Y-axis strongly support the headstock and saddle</li></ul>','','2'),(5618,122,'<p><b>4,500rpm Spindle</b></p><ul><li>With Hi-lo Gear Transmission</li><li>4,500rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87kgf-m torque output at 241rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-918261712231120.jpg','3'),(5619,122,'<p class=\"ml-50\"><br></p>','','4'),(5620,122,'<p><br></p>','','5'),(5621,122,'<p class=\"ml-50\"><br></p>','','6'),(5622,123,'<p><b>Superb Body Structure</b></p><ul><li>Turcite-B design on Z-axis strengthens rigidity and damping capacity reducing overhang and vibration problems</li><li>Extra wide column base with boots design prevents the headstock from leaning forward</li><li>Internal ribs structure design through FEM analysis delivers high rigidity and stability</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-932861712231496.jpg','1'),(5623,123,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Direct drive gearbox design on X-axis offers smooth axial response, high torque, and low backlash</li><li>X-axis is equipped with 3 roller type guideways and numerous slider blocks for great load capacity of 15 slider blocks</li><li>3 roller type guideways on Y-axis strongly support the headstock and saddle</li></ul>','','2'),(5624,123,'<p><b>4,500rpm Spindle</b></p><ul><li>With Hi-lo Gear Transmission</li><li>4,500rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87kgf-m torque output at 241rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-204181712231539.jpg','3'),(5625,123,'<p class=\"ml-50\"><br></p>','','4'),(5626,123,'<p><br></p>','','5'),(5627,123,'<p class=\"ml-50\"><br></p>','','6'),(5628,124,'<p><b>Superb Body Structure</b></p><ul><li>Turcite-B design on Z-axis strengthens rigidity and damping capacity reducing overhang and vibration problems</li><li>Extra wide column base with boots design prevents the headstock from leaning forward</li><li>Internal ribs structure design through FEM analysis delivers high rigidity and stability</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-109521712231901.jpg','1'),(5629,124,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Direct drive gearbox design on X-axis offers smooth axial response, high torque, and low backlash</li><li>X-axis is equipped with 3 roller type guideways and numerous slider blocks for great load capacity of 12 slider blocks</li><li>3 roller type guideways on Y-axis strongly support the headstock and saddle</li></ul>','','2'),(5630,124,'<p><b>4,500rpm Spindle</b></p><ul><li>With Hi-lo Gear Transmission</li><li>4,500rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87kgf-m torque output at 241rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-058741712231947.jpg','3'),(5631,124,'<p class=\"ml-50\"><br></p>','','4'),(5632,124,'<p><br></p>','','5'),(5633,124,'<p class=\"ml-50\"><br></p>','','6'),(5634,125,'<p><b>Reinforced Body Structure</b></p><ul><li>One-piece Column</li><li>One-piece Base</li><li>Ultimate rigidity and proportion of the headstock</li><li>Internal double A type ribbed bed design through FEM analysis offers full support for table.</li><li>1,800 mm distance between columns increases the stability of machine</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-932781712291011.jpg','1'),(5635,125,'<p class=\"ml-50\"><b class=\"ml-50\">Extra Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Roller type linear guideways on X / Y / Z-axis.</li><li>Y axis linear guideways design with large span with horizontal and vertical directions which can take the saddle weight and machining force.</li><li>Direct driven motors on Y / Z-axis reduce backlash and ensure perfect axial accuracy.</li><li>X-axis is gearbox driven.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-582961712291037.jpg','2'),(5636,125,'<p><b>High Payload Table</b></p><ul><li>The work table is precisely ground before assembled to ensure DCV series excellent machining results.</li><li>8 tons maximum table machining loading.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-384561712291064.jpg','3'),(5637,125,'<p class=\"ml-50\"><b class=\"ml-50\">B/C-axis Head</b></p><ul class=\"ml-50\"><li>DD motor drive, no backlash.</li><li>B/C axis rotary speed 100 rpm</li><li>C-axis includes three roller bearings to increase rigidity and accuracy.</li><li>B-axis high rigidity and high accuracy cross roller bearing.</li><li>Heidenhain accuracy encoder included as standard.</li><li>Pneumatic positioning clamping equipment.</li><li>Over travel protection design.</li><li>B-axis anti-drop function at power outage.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-029171712291140.jpg','4'),(5638,125,'<p><b>Unique Built-in Motorized Design</b></p><ul><li>Deliver maximum spindle speed of up to 18,000 rpm driven by 70 kW motor.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-324901712291236.jpg','5'),(5639,125,'<p class=\"ml-50\"><br></p>','','6'),(5640,126,'<p><b>Reinforced Body Structure</b></p><ul><li>One-piece Column</li><li>One-piece Base</li><li>Ultimate rigidity and proportion of the headstock</li><li>Internal double A type ribbed bed design through FEM analysis offers full support for table.</li><li>1,800 mm distance between columns increases the stability of machine</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-780511712292027.jpg','1'),(5641,126,'<p class=\"ml-50\"><b class=\"ml-50\">Extra Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Roller type linear guideways on X / Y / Z-axis.</li><li>Y axis linear guideways design with large span with horizontal and vertical directions which can take the saddle weight and machining force.</li><li>Direct driven motors on Y / Z-axis reduce backlash and ensure perfect axial accuracy.</li><li>X-axis is gearbox driven.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-369281712292051.jpg','2'),(5642,126,'<p><b>High Payload Table</b></p><ul><li>The work table is precisely ground before assembled to ensure DCV series excellent machining results.</li><li>10 tons maximum table machining loading.</li></ul>','','3'),(5643,126,'<p class=\"ml-50\"><b class=\"ml-50\">B/C-axis Head</b></p><ul class=\"ml-50\"><li>DD motor drive, no backlash.</li><li>B/C axis rotary speed 100 rev/min.</li><li>C-axis includes three roller bearings to increase rigidity and accuracy.</li><li>B-axis high rigidity and high accuracy cross roller bearing.</li><li>Heidenhain accuracy encoder included as standard.</li><li>Pneumatic positioning clamping equipment.</li><li>Over travel protection design.</li><li>B-axis anti-drop function at power outage.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-072411712292092.jpg','4'),(5644,126,'<p><b>Unique Isolated Direct Drive Design</b></p><ul><li>Deliver maximum spindle speed of up to 18,000 rpm driven by 56/70kW motor<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-318491712292115.jpg','5'),(5645,126,'<p class=\"ml-50\"><br></p>','','6'),(5646,127,'<p><b>Reinforced Body Structure</b></p><ul><li>One-piece Column</li><li>One-piece Base</li><li>Ultimate rigidity and proportion of the headstock</li><li>Internal double A type ribbed bed design through FEM analysis offers full support for table.</li><li>1,800 mm distance between columns increases the stability of machine</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-732091712292487.jpg','1'),(5647,127,'<p class=\"ml-50\"><b class=\"ml-50\">Extra Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Roller type linear guideways on X / Y / Z-axis.</li><li>Y axis linear guideways design with large span with horizontal and vertical directions which can take the saddle weight and machining force.</li><li>Direct driven motors on Y / Z-axis reduce backlash and ensure perfect axial accuracy.</li><li>X-axis is gearbox driven.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-021531712292513.jpg','2'),(5648,127,'<p><b>High Payload Table</b></p><ul><li>The work table is precisely ground before assembled to ensure DCV series excellent machining results.</li><li>12 tons maximum table machining loading.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-187031712292536.jpg','3'),(5649,127,'<p class=\"ml-50\"><b class=\"ml-50\">B/C-axis Head</b></p><ul class=\"ml-50\"><li>DD motor drive, no backlash.</li><li>B/C axis rotary speed 100 rev/min.</li><li>C-axis includes three roller bearings to increase rigidity and accuracy.</li><li>B-axis high rigidity and high accuracy cross roller bearing.</li><li>Heidenhain accuracy encoder included as standard.</li><li>Pneumatic positioning clamping equipment.</li><li>Over travel protection design.</li><li>B-axis anti-drop function at power outage.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-209161712292559.jpg','4'),(5650,127,'<p><b>Unique Isolated Direct Drive Design</b></p><ul><li>Deliver maximum spindle speed of up to 18,000 rpm driven by 56/70kW motor<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-321041712292582.jpg','5'),(5651,127,'<p class=\"ml-50\"><br></p>','','6'),(5652,128,'<p><b>Superb Body Structure</b></p><ul><li>Turcite-B design on Z-axis strengthens rigidity and damping capacity reducing overhang and vibration problems.</li><li>Extra wide column base with boots design prevents the headstock from leaning forward.</li><li>Internal ribs structure design through FEM analysis delivers high rigidity and stability.</li><li>In the picture, A and B are designed by competitors and YCM respectively.</li></ul>','','1'),(5653,128,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Direct drive gearbox design on X-axis offers smooth axial response, high torque, and low backlash.</li><li>X-axis is equipped with 3 roller type guideways and numerous slider blocks for great load capacity of 18 slider blocks.</li><li>3 roller type guideways on Y-axis strongly support the headstock and saddle.</li></ul>','','2'),(5654,128,'<p><b>4,500 rpm Spindle With Hi-lo Gear Transmission</b></p><ul><li>4,500 rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87 kgf-m torque output at 241 rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-103861712293849.jpg','3'),(5655,128,'<p class=\"ml-50\"><br></p>','','4'),(5656,128,'<p><br></p>','','5'),(5657,128,'<p class=\"ml-50\"><br></p>','','6'),(5658,129,'<p><b>Superb Body Structure</b></p><ul><li>Turcite-B design on Z-axis strengthens rigidity and damping capacity reducing overhang and vibration problems.</li><li>Extra wide column base with boots design prevents the headstock from leaning forward.</li><li>Internal ribs structure design through FEM analysis delivers high rigidity and stability.</li><li>In the picture, A and B are designed by competitors and YCM respectively.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-107961712294360.jpg','1'),(5659,129,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Guideways</b></p><ul class=\"ml-50\"><li>Direct drive gearbox design on X-axis offers smooth axial response, high torque, and low backlash.</li><li>X-axis is equipped with 3 roller type guideways and numerous slider blocks for great load capacity of 18 slider blocks.</li><li>3 roller type guideways on Y-axis strongly support the headstock and saddle.</li></ul>','','2'),(5660,129,'<p><b>4,500 rpm Spindle With Hi-lo Gear Transmission</b></p><ul><li>4,500 rpm spindle speed is standard with 2-step gear transmission.</li><li>The spindle incorporates roller type spindle bearings for extremely high cutting rigidity.</li><li>The 2-step gear transmission provides 88.87 kgf-m torque output at 241 rpm ideal for machining hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-216031712294400.jpg','3'),(5661,129,'<p class=\"ml-50\"><br></p>','','4'),(5662,129,'<p><br></p>','','5'),(5663,129,'<p class=\"ml-50\"><br></p>','','6'),(5664,45,'<h5><b>Robust Structure Design</b></h5><ul><li>High Quality, Rugged MEEHANITE™ Castings – YCMs In-House Foundry follows strict international MEEHANITE standards ensuring high stiffness, rigidity, and vibration dampening that results in superior thermal stability, and cutting performance.</li><li>Reinforced saddle features provides optimum stiffness, rigidity and stability.</li><li>Extra wide base and column design enables solid support and excellent cutting performance when machining complex parts at a high feeds and speeds.</li></ul>','','1'),(5665,45,'<h5><b class=\"ml-50\">Accurate and Thermally</b></h5><ul class=\"ml-50\"><li>Linear scales are mounted in X/Y/Z-axis and encoders in the B & C axis allowing for the most demanding machining accuracies.</li><li>The X/Y/Z-axis are fitted with high precision roller guideways and fixed pre-tensioned, double-nut, direct drive ballscrews, allowing for fast and accurate machining.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-709451707288564.jpg','2'),(5666,45,'<h5><b>B/C-axis Rotary Table</b></h5><ul><li>High precision rotary encoders in the B and C</li><li>axes as a standard feature, allowing for the most demanding machining accuracies.</li><li>Durable 2-axis tilt/rotary table allows fast, accurate</li><li>machining of complex 5-axis components.</li><li>The tilt-rotary table features a full circular hydraulic braking system that provides rigid B/C-axis clamping during fixed rotary-axis machining applications.</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-635211707288567.jpg','3'),(5667,45,'<h5><b class=\"ml-50\">YCM In-house IDD Spindle</b></h5><ul class=\"ml-50\"><li>The YCM IDD spindle design provides power, speed, and stiffness required for the</li><li>most adverse machining applications while providing long spindle life.</li><li>Ceramic bearings help to minimize heat and provide thermal stability improving overall</li><li>machining accuracy.</li><li>Powerful 17 kW max. hollow shaft spindle motor – allows machining of the toughest</li><li>materials, while also providing with fine surface finishes and the ability to add up to</li><li>CTS 20 bar (1,000 psi) coolant through spindle (CTS) easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-307521707288633.jpg','4'),(5668,45,'<h5><b>Tool Magazine</b></h5><ul><li>Chain type 40T magazine as standard</li><li>Wide selection of optional tool magazine, including 48T / 60T</li><li>Absolute encoder ATC system tracks tool pot position in the event of a mishap</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-716891707288638.jpg','5'),(5669,45,'<h5><b class=\"ml-50\">Automatic Tool Changer</b></h5><ul class=\"ml-50\"><li>Tool to Tool time: 1.8 sec.</li><li>Standard ATC auto door minimizes chips and coolant from entering the tool magazine area.</li><li>This design incorporates an inverter type cam-box-motor for easy ATC recovery in the event of a mishap. The tool change arm is designed for low inertia allowing precise positioning and long service life.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-439161707288675.jpg','6'),(5670,46,'<h5><b>High Rigidity Body Structure Design</b></h5><ul><li>Extra wide column and base design to ensure best support and cutting rigidity.</li><li>High quality and rugged MEEHANITE® casting maintains optimum accuracy.</li></ul><p><br></p>','','1'),(5671,46,'<h5><b class=\"ml-50\">High Accuracy Axial Movement</b></h5><ul class=\"ml-50\"><li>Linear guideways adopted for fast and smooth axial movement.</li><li>Pre-tensioned ball screws with direct drive motors achieve high torque and low backlash.</li></ul><p class=\"ml-50\"><br></p>','','2'),(5672,46,'<h5><b>A/C-axis Rotary Table</b></h5><ul><li>150˚(+30˚/ -120˚) A-axis tilting angle increases the ability of machining.</li><li>Rotary table surface is at the same level as the 5th axis centerline to ensure machining accuracy.</li><li>ø350 mm (ø13.8\") table size with ø50 mm (ø1.97\") table-through hole design.</li><li>Max. Workpiece Dimensions ø400 x 310 mm (ø15.8\" x 12.2\") .</li><li>6 Piping preparation for fixture (Air pressure x 2 + Hydraulic x 4).</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-069471707289422.jpg','3'),(5673,46,'<h5><b class=\"ml-50\">Tool Magazine</b></h5><ul class=\"ml-50\"><li>24T (30T opt.) Disk Type.</li><li>40 / 60 / 90 / 120T (opt.) Chain Type.</li><li>ATC door design is standard that prevents coolant and chips from entering tool magazine.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-017451707289455.jpg','4'),(5674,46,'<h5><b>YCM In-house IDD PLUS Spindle</b></h5><ul><li>YCM self-manufactured 12,000 rpm IDD PLUS spindle.</li><li>Max. Spindle Power 22 kW, 15,000 rpm spindle (opt.) for hi-power, hi-speed machining.</li><li>Cooling system design on spindle motor seat, quill, and bearing offers most reliable machining capability.</li><li>Micro Oil-air Lubrication System (opt.)</li><li>Reliable Helical Disc Spring</li><li>Simultaneous Taper & Flange Contact Design</li><li>BBT40 Spindle Design with spindle and taper dual surface contact ensures longer tool life, and exceptional cutting rigidity with high accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-917381707289484.jpg','5'),(5675,46,'<h5><b class=\"ml-50\">Advantages of 5-axis Machining</b></h5><ul class=\"ml-50\"><li>Enhance precision, quality and efficiency of 3D surface machining.</li><li>Reduce tool length and increase rigidity to obtain superior machining quality.</li><li>Cutting with the belly and edge of the tool to increase tool life.</li><li>Reduce fixture error and lessen workpiece loading/uploading time.</li><li>Saves manufacturing cost for fixture and electrode costs.</li><li>Reduces machining process, machining cost while improving productivity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-798611707289514.jpg','6'),(5676,47,'<h5><b>High Rigidity Structure Design</b></h5><ul><li>6\" (Hole through Draw Bar ø52mm); 8\" (Hole through Draw Bar ø66mm)</li><li>With low resistance and low friction, the linear Guideway Design on X/Z Axis prolongs machine life.</li><li>One-piece 45° Slant bed design extends the space for removing chips.</li><li>MEEHANITE® casting with high damping capacity</li><li>Quick and reliable servo-driven turret is hydralic clamping</li><li>Extra large and high precision clutch provides high positioning and repeatability accuracy.</li><li>Diverse choices of tailstock and turning length</li><li>Diverse choices of tailstock and turning length</li><li>High efficiency and low power loss plunger pump adopted</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-839271707290302.jpg','1'),(5677,47,'<h5><b class=\"ml-50\">High Rigidity & High Speed Spindle</b></h5><ul class=\"ml-50\"><li>Large diameter and high precision NN series roller bearings, equipped with angular contact ball bearings, provides the best radial and axial rigidity during machining.</li><li>Symmetric head design dissipates heat, and reduces thermal deformation.</li><li>Easy to adjust and repair.</li><li>With low resistance and low friction, the linear guideway design on X/Z axis achieves flawless positioning accuracy.</li><li>The axial pretension design on ball screws reduces thermal displacement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-754191707290389.jpg','2'),(5678,47,'<h5><b>High Efficiency Chip Disposal System</b></h5><ul><li>45°one-piece slant bed design extends chips removal space.</li><li>The independent coolant tank isolates the base from heat exposure.</li><li>A special design of the coolant tank prevents the chips from flowing into the machine.</li><li>The design of main/sub coolant tank simplifies the cleaning of chip conveyor.</li><li>The filter and sub coolant tank can be drawn out separately for easy maintenance.</li></ul>','','3'),(5679,47,'<h5><b class=\"ml-50\">Automatic Production System</b></h5><ul class=\"ml-50\"><li>Reduce manual loading/unloading time and achieve 24-hour production, improving the factory utilization.</li><li>Save labor cost, improve productivity and lower defection rate.</li><li>Reduce changeover time to meet the demand of low volume production of persified parts.</li><li>Flexible modular system and easy to be installed based on various product line.</li></ul>','','4'),(5680,47,'<p><br></p>','','5'),(5681,47,'<p class=\"ml-50\"><br></p>','','6'),(5682,48,'<h5><b>High Speed High Rigidity Turret</b></h5><ul><li>The 12-station turret index is done by absolute detection, and no tool selection mistake is caused.</li><li>The powerful turret of large diameter curvic coupling offers high precision and high rigidity in cutting performance.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-415791707291162.jpg','1'),(5683,48,'<h5><b class=\"ml-50\">Powerful Headstock With Built-in Gears</b></h5><ul class=\"ml-50\"><li>The spindle is equipped with high precision angular ball bearing and NN series bearing witch provides high precision and rigidity working condition.</li><li>The inner diameter of the bearing is ø150mm ø5.91\", and ø105mm ø4.13\" of the spindle through hole. ø93mm ø3.66\" of the drawbar through hole adapts large diameter bar stock jobs.</li><li>The powerful spindle with built-in gears provides various speed transmissions. The max. output of torque reaches 140kgf-m 1,013 lb-ft, with max. spindle speed of 2,500rpm.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-421751707291224.jpg','2'),(5684,48,'<h5><b>Directly Driven Ballscrews Provides High Precision and Rigidity</b></h5><ul><li>This machine is equipped with high precision ball screws and connected with motor directly. The fixing design supports both ends; the design of pre-tensioned ball screws provides high rigidity, high precision, and low heat effect.</li></ul><p><br></p>','','3'),(5685,48,'<h5><b class=\"ml-50\">The Stand Alone Oil Tank Reduces Heat Deformation</b></h5><ul class=\"ml-50\"><li>The stand alone oil tank ensures the machining precision will not be affected by heat. It is also convenient and efficient for cleaning and maintaining the oil tank.</li></ul><p class=\"ml-50\"><br></p>','','4'),(5686,48,'<h5><b>High Precision and High Rigidity Programmable Tailstock</b></h5><ul><li>Using \"M\" code commands the quill stroke of the programmable tailstock can be hooked with a hydraulic hook to the saddle carriage and slide along the Z-axis stroke. Tailstock with live quill is standard.</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-321971707291272.jpg','5'),(5687,48,'<h5><b class=\"ml-50\">User-friendly Operation and Easy Maintenance</b></h5><ul class=\"ml-50\"><li>Hydraulic gauges, control values of chuck and tail stock, and the central lubrication system are located at the front side for easy operation and maintenance.<br></li></ul>','','6'),(5688,90,'<p><b><br>High Productivity Enhancements</b></p><ul><li>Automatic tool length measurement (opt.)</li><li>Automatic bar feeder system (opt.)</li><li>Automatic part catcher (opt.) and part conveyor (opt.)</li></ul><p><b>Unique Quill-type Spindle Cartridge</b></p><ul><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability. The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.<br></li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-830471712574110.png','1'),(5689,90,'<p class=\"ml-50\"><b class=\"ml-50\">The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity.</b></p><ul class=\"ml-50\"><li>Oversize hardened and ground box ways, ball screw and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-650291712574159.jpg','2'),(5690,90,'<p><b>Heavy-duty Spindle Design and Durable Hydraulic Chuck</b></p><ul><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuracy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-274891712574198.jpg','3'),(5691,90,'<p class=\"ml-50\"><b class=\"ml-50\">Powerful VDI Turret with Milling Functions</b></p><ul class=\"ml-50\"><li>Extra large turret 3-piece coupling is installed to assure the best milling performance.</li><li>VDI turret is servo-driven for quick and reliable tool indexing; the adjacent tool index time is only 0.6 second that reduces non-machining time and improves productivity.</li><li>The turret is designed with optimal tool arrangement to minimize the interference and maximize machine utilization for effective production capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-028611712574263.jpg','4'),(5692,90,'<p><b>Versatile Tailstock Design</b></p><ul><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-379561712574301.jpg','5'),(5693,90,'<p class=\"ml-50\"><b class=\"ml-50\">Ultra-stable and Highly Rigid Box-type Base Structure</b></p><ul class=\"ml-50\"><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Thermally Stable Design</b></p><ul class=\"ml-50\"><li>Symmetrically designed headstock combined with effective spindle headstock exhuast fans provide superior ventilation throughout the spindle compartment, help to minimize thermal growth.</li><li>The spindle motor is mounted to the left side of the machine base and is designed to exhaust the heat generated from spindle motor away from the machine structure.</li><li>High-performance hydraulic piston pump provides high efficiency and low heat minimizing the thermal impact of hydraulic system.</li><li>Isolated coolant tanks minimizes the effect of coolant temperature fluctuation, reducing potential structural deformation.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-930451712574373.png','6'),(5694,89,'<p><b>Superb Base Structure</b></p><ul><li>30°One-piece Slanted Bed Design : Extends the space for chips removal.</li><li>Cross type ribs inside the base design provides the best rigidity. Durable Meehanite casting is adopted to simulate the structural deformation of the body under various conditions, integrated with YCM hand scrapping skills for box guideways, which ensures the best accuracy and lifetime. (Figure 1)</li><li>X/Z-axis boxway design with wear-resistant pad strengthens rigidity and damping capacity for reducing vibration. (Figure 2)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-390211712377779.jpg','1'),(5695,89,'<p class=\"ml-50\"><b class=\"ml-50\">High Precision Spindle</b></p><ul class=\"ml-50\"><li>Hole through draw bar for bars of Ø65mm (8\") & Ø51mm (6\")</li><li>The spindle is equipped with position encoder to detect speed and correct position. (Figure 1)</li><li>With milling function spindle, the indexing accuracy is up to 0.001°. (Figure 2)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-230911712377807.jpg','2'),(5696,89,'<p><b>High Performance Y-axis Complex Machining</b></p><ul><li>Integrated Y-axis function with live tooling turret for X, Y, Z feeding, which is best for complex machining. The orthogonal Y-axis is designed for maintaining machining accuracy.<br></li></ul>','','3'),(5697,89,'<p class=\"ml-50\"><b class=\"ml-50\">Modularized Design for Tailstock and Sub Spindle</b></p><ul class=\"ml-50\"><li>Except for standard manual tailstock, programmable tailstock and servo tailstock are available.<br></li></ul>','','4'),(5698,89,'<p><br></p>','','5'),(5699,89,'<p class=\"ml-50\"><br></p>','','6'),(5700,143,'<p><b>Superb Base Structure</b></p><ul><li>30°One-piece Slanted Bed Design : Extends the space for chips removal.</li><li>Cross type ribs inside the base design provides the best rigidity. Durable Meehanite casting is adopted to simulate the structural deformation of the body under various conditions, integrated with YCM hand scrapping skills for box guideways, which ensures the best accuracy and lifetime. (Figure 1)</li><li>X/Z-axis boxway design with wear-resistant pad strengthens rigidity and damping capacity for reducing vibration. (Figure 2)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-316521712378627.jpg','1'),(5701,143,'<p class=\"ml-50\"><b class=\"ml-50\">High Precision Spindle</b></p><ul class=\"ml-50\"><li>Hole through draw bar for bars of Ø65mm (8\") & Ø51mm (6\")</li><li>The spindle is equipped with position encoder to detect speed and correct position. (Figure 1)</li><li>With milling function spindle, the indexing accuracy is up to 0.001°. (Figure 2)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-659701712378651.jpg','2'),(5702,143,'<p><b>High Performance Y-axis Complex Machining</b></p><ul><li>Integrated Y-axis function with live tooling turret for X, Y, Z feeding, which is best for complex machining. The orthogonal Y-axis is designed for maintaining machining accuracy.<br></li></ul>','','3'),(5703,143,'<p class=\"ml-50\"><b class=\"ml-50\">Modularized Design for Tailstock and Sub Spindle</b></p><ul class=\"ml-50\"><li>Except for standard manual tailstock, programmable tailstock and servo tailstock are available.<br></li></ul>','','4'),(5704,143,'<p><br></p>','','5'),(5705,143,'<p class=\"ml-50\"><br></p>','','6'),(5706,146,'<p><span style=\"font-weight: bolder;\">Versatile Tailstock Design</span></p><ul><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li><li>Optional live quill is ideal for high-speed, high production environment.</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-169541712380906.jpg','1'),(5707,146,'<p class=\"ml-50\"><span style=\"font-weight: bolder;\">High Productivity Enhancements</span></p><ul class=\"ml-50\"><li>Automatic Tool Length Measurement (opt.)</li><li>Automatic Bar-feeder System (opt.)</li><li>Automatic Parts Catcher (opt.) and Transfer System (opt.)</li></ul><p class=\"ml-50\"><span style=\"font-weight: bolder;\">Unique Quill-type Spindle Cartridge</span></p><ul class=\"ml-50\"><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability. The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-956081712380933.png','2'),(5708,146,'<p><span style=\"font-weight: bolder;\">The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity</span></p><ul><li>Oversize hardened and ground box ways, ball screw and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-028711712381074.jpg','3'),(5709,146,'<p class=\"ml-50\"><span style=\"font-weight: bolder;\">Heavy-duty Spindle Design and Durable Hydraulic Chuck</span></p><ul class=\"ml-50\"><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuracy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-315401712381095.jpg','4'),(5710,146,'<p><span style=\"font-weight: bolder;\">Ultra-stable and Highly Rigid Box-type Base Structure</span></p><ul><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p><span style=\"font-weight: bolder;\">Comprehensive Thermal Control System</span></p><ul><li>The spindle headstock is symmetrically designed with radial configuration for the best heat reduction.</li><li>Reinforced ventilation is located throughout the spindle head to minimize thermal growth.</li><li>Effective exhaust fans are installed on the spindle headstock to remove the heat generated from long running hours.</li><li>High performance piston pump and radiation system are added to control the temperature of hydraulic oil, which minimize the thermal impact of hydraulic system.</li><li>Isolated coolant tanks eliminate the effect of high coolant temperature after long running hours, which reduces structural deformation.</li><li>The spindle motor sits outside of the machine base to isolate the heat generated from spindle motor after long operations.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-015871712381127.png','5'),(5711,146,'<p class=\"ml-50\"><span style=\"font-weight: bolder;\">Ultra-stable and Highly Rigid Box-type Base Structure</span></p><ul class=\"ml-50\"><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p class=\"ml-50\"><span style=\"font-weight: bolder;\">Comprehensive Thermal Control System</span></p><ul class=\"ml-50\"><li>The spindle headstock is symmetrically designed with radial configuration for the best heat reduction.</li><li>Reinforced ventilation is located throughout the spindle head to minimize thermal growth.</li><li>Effective exhaust fans are installed on the spindle headstock to remove the heat generated from long running hours.</li><li>High performance piston pump and radiation system are added to control the temperature of hydraulic oil, which minimize the thermal impact of hydraulic system.</li><li>Isolated coolant tanks eliminate the effect of high coolant temperature after long running hours, which reduces structural deformation.</li><li>The spindle motor sits outside of the machine base to isolate the heat generated from spindle motor after long operations.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-530871712380876.png','6'),(5712,130,'<p><b>Unique Quill-type Spindle Cartridge</b></p><ul><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability. The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.<br><br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-034581712300483.jpg','1'),(5713,130,'<p class=\"ml-50\"><b class=\"ml-50\">The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity.</b></p><ul class=\"ml-50\"><li>Oversize hardened and ground box ways, ballscrew and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-264731712300513.jpg','2'),(5714,130,'<p><b>Heavy-duty Spindle Design and Durable Hydraulic Chuck</b></p><ul><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuraacy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-236041712300539.jpg','3'),(5715,130,'<p class=\"ml-50\"><b class=\"ml-50\">Versatile Tailstock Design</b></p><ul class=\"ml-50\"><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-268491712300574.jpg','4'),(5716,130,'<p><b>High Productivity Enhancements</b></p><ul><li>Automatic tool length measurement (opt.)</li><li>Automatic bar feeder system (opt.)</li><li>Automatic part catcher (opt.) and part conveyor (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-805711712300598.jpg','5'),(5717,130,'<p class=\"ml-50\"><b class=\"ml-50\">Ultra-stable and Highly Rigid Box-type Base Structure</b></p><ul class=\"ml-50\"><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Thermally Stable Design</b></p><ul class=\"ml-50\"><li>Symmetrically designed headstock combined with effective spindle headstock exhuast fans provide superior ventilation throughout the spindle compartment, help to minimize thermal growth.</li><li>The spindle motor is mounted to the left side of the machine base and is designed to exhaust the heat generated from spindle motor away from the machine structure.</li><li>High-performance hydraulic piston pump provides high efficiency and low heat minimizing the thermal impact of hydraulic system.</li><li>Isolated coolant tanks minimizes the effect of coolant temperature fluctuation, reducing potential structural deformation.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-401761712300686.png','6'),(5718,131,'<p><span style=\"font-weight: bolder;\">High Productivity Enhancements</span></p><ul><li>Automatic tool length measurement (opt.)</li><li>Automatic bar feeder system (opt.)</li><li>Automatic part catcher (opt.) and part conveyor (opt.)</li></ul><p><b>Unique Quill-type Spindle Cartridge</b></p><ul><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability.</li><li>The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.</li><li>Oversize dual roller spindle bearings are used in both front and rear of the spindle to provide optimal spindle rigidity that is capable of handling 10mm cutting depth on hard material.</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-489061712301342.png','1'),(5719,131,'<p class=\"ml-50\"><b class=\"ml-50\">The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity</b></p><ul class=\"ml-50\"><li>Oversize hardened and ground box ways, ballscrew and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-098471712301397.jpg','2'),(5720,131,'<p><b>Heavy-duty Spindle Design and Durable Hydraulic Chuck</b></p><ul><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuracy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-972131712301435.jpg','3'),(5721,131,'<p class=\"ml-50\"><b class=\"ml-50\">Powerful VDI Turret with Milling Functions</b></p><ul class=\"ml-50\"><li>Extra large turret 3-piece coupling is installed to assure the best milling performance.</li><li>VDI turret is servo-driven for quick and reliable tool indexing; the adjacent tool index time is only 0.6 second that reduces non-machining time and improves productivity.</li><li>The turret is designed with optimal tool arrangement to minimize the interference and maximize machine utilization for effective production capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-825361712301457.jpg','4'),(5722,131,'<p><b>Versatile Tailstock Design</b></p><ul><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li><li>Optional live quill is ideal for high-speed, high production environment.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-732811712301583.jpg','5'),(5723,131,'<p class=\"ml-50\"><b class=\"ml-50\">Ultra-stable and Highly Rigid Box-type Base Structure</b></p><ul class=\"ml-50\"><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Thermally Stable Design</b></p><ul class=\"ml-50\"><li>Symmetrically designed headstock combined with effective spindle headstock exhuast fans provide superior ventilation throughout the spindle compartment, help to minimize thermal growth.</li><li>The spindle motor is mounted to the left side of the machine base and is designed to exhaust the heat generated from spindle motor away from the machine structure.</li><li>High-performance hydraulic piston pump provides high efficiency and low heat minimizing the thermal impact of hydraulic system.</li><li>Isolated coolant tanks minimizes the effect of coolant temperature fluctuation, reducing potential structural deformation.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-097561712301651.png','6'),(5724,132,'<p><b>High Productivity Enhancements</b></p><ul><li>Automatic tool length measurement (opt.)</li><li>Automatic bar feeder system (opt.)</li><li>Automatic part catcher (opt.) and part conveyor (opt.)</li></ul><p><b>Unique Quill-type Spindle Cartridge</b></p><ul><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability.</li><li>The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.</li><li>Oversize dual roller spindle bearings are used in both front and rear of the spindle to provide optimal spindle rigidity that is capable of handling 10mm cutting depth on hard material.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-072491712302580.png','1'),(5725,132,'<p class=\"ml-50\"><b class=\"ml-50\">The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity</b></p><ul class=\"ml-50\"><li>Oversize hardened and ground box ways, ballscrew and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-621581712302654.jpg','2'),(5726,132,'<p><b>Heavy-duty Spindle Design and Durable Hydraulic Chuck</b></p><ul><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuracy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-592181712302684.jpg','3'),(5727,132,'<p class=\"ml-50\"><b class=\"ml-50\">Powerful VDI Turret with Milling Functions</b></p><ul class=\"ml-50\"><li>Extra large turret 3-piece coupling is installed to assure the best milling performance.</li><li>VDI turret is servo-driven for quick and reliable tool indexing; the adjacent tool index time is only 0.6 second that reduces non-machining time and improves productivity.</li><li>The turret is designed with optimal tool arrangement to minimize the interference and maximize machine utilization for effective production capacity.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-658301712302708.jpg','4'),(5728,132,'<p><b>Versatile Tailstock Design</b></p><ul><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li><li>Optional live quill is ideal for high-speed, high production environment.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-196721712302837.jpg','5'),(5729,132,'<p class=\"ml-50\"><b class=\"ml-50\">Ultra-stable and Highly Rigid Box-type Base Structure</b></p><ul class=\"ml-50\"><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Thermally Stable Design</b></p><ul class=\"ml-50\"><li>Symmetrically designed headstock combined with effective spindle headstock exhaust fans provide superior ventilation throughout the spindle compartment, help to minimize thermal growth.</li><li>The spindle motor is mounted to the left side of the machine base and is designed to exhaust the heat generated from spindle motor away from the machine structure.</li><li>High-performance hydraulic piston pump provides high efficiency and low heat minimizing the thermal impact of hydraulic system.</li><li>Isolated coolant tanks minimizes the effect of coolant temperature fluctuation, reducing potential structural deformation.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-513091712302936.png','6'),(5730,133,'<p><b>Versatile Tailstock Design</b></p><ul><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li><li>Optional live quill is ideal for high-speed, high production environment.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-258161712305646.jpg','1'),(5731,133,'<p class=\"ml-50\"><b class=\"ml-50\">High Productivity Enhancements</b></p><ul class=\"ml-50\"><li>Automatic tool length measurement (opt.)</li><li>Automatic bar feeder system (opt.)</li><li>Automatic part catcher (opt.) and part conveyor (opt.)</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Unique Quill-type Spindle Cartridge</b></p><ul class=\"ml-50\"><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability. The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-241781712305707.png','2'),(5732,133,'<p><b>The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity</b></p><ul><li>Oversize hardened and ground box ways, ballscrew and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-123481712305749.jpg','3'),(5733,133,'<p class=\"ml-50\"><b class=\"ml-50\">Heavy-duty Spindle Design and Durable Hydraulic Chuck</b></p><ul class=\"ml-50\"><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuracy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-124981712305775.jpg','4'),(5734,133,'<p><b>Ultra-stable and Highly Rigid Box-type Base Structure</b></p><ul><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.</li></ul><p><b>Comprehensive Thermal Control System</b></p><ul><li>The spindle headstock is symmetrically designed with radial configuration for the best heat reduction.</li><li>Reinforced ventilation is located throughout the spindle head to minimize thermal growth.</li><li>Effective exhaust fans are installed on the spindle headstock to remove the heat generated from long running hours.</li><li>High performance piston pump and radiation system are added to control the temperature of hydraulic oil, which minimize the thermal impact of hydraulic system.</li><li>Isolated coolant tanks eliminate the effect of high coolant temperature after long running hours, which reduces structural deformation.</li><li>The spindle motor sits outside of the machine base to isolate the heat generated from spindle motor after long operations.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-798101712306020.png','5'),(5735,133,'<p class=\"ml-50\"><br></p>','','6'),(5736,134,'<p><b>High Productivity Enhancements</b></p><ul><li>Automatic Tool Length Measurement (opt.)</li><li>Automatic Bar-feeder System (opt.)</li><li>Automatic Parts Catcher (opt.) and Transfer System (opt.)</li></ul><p><b>Unique Quill-type Spindle Cartridge</b></p><ul><li>All spindles are strictly assembled in temperature controlled room, and proven through rigorous run-in test to assure the highest quality and reliability. The unique quill-type spindle cartridge designed for easy maintenance and repair if necessary.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-392481712307543.png','1'),(5737,134,'<p class=\"ml-50\"><b class=\"ml-50\">The GT series is ideal for high productivity turning and milling with exceptional speed, power, and capacity</b></p><ul class=\"ml-50\"><li>Oversize hardened and ground box ways, ballscrew and bearings are essential requirements for enhancing the axial and radial cutting rigidity.</li><li>High torque spindle motor provides the necessary power for roughing operation on tough material at low spindle speed.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-310961712307422.jpg','2'),(5738,134,'<p><b>Heavy-duty Spindle Design and Durable Hydraulic Chuck</b></p><ul><li>High quality chuck with powerful hydraulic system ensures machining rigidity and accuracy.</li><li>Pressure sensors are added to hydraulic system for monitoring clamping force of chuck, assuring the proper clamping of heavy parts.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-470851712307449.jpg','3'),(5739,134,'<p class=\"ml-50\"><b class=\"ml-50\">Ultra-stable and Highly Rigid Box-type Base Structure</b></p><ul class=\"ml-50\"><li>The box-type design offers a ultra-wide base structure, high quality MEEHANITE® castings, oversize hardened & ground boxed ways to ensure the best machining performance by eliminating structural distortion and deformation under heavy machining conditions.<br><br></li></ul><p class=\"ml-50\"><b class=\"ml-50\">Comprehensive Thermal Control System</b></p><ul class=\"ml-50\"><li>The spindle headstock is symmetrically designed with radial configuration for the best heat reduction.</li><li>Reinforced ventilation is located throughout the spindle head to minimize thermal growth.</li><li>Effective exhaust fans are installed on the spindle headstock to remove the heat generated from long running hours.</li><li>High performance piston pump and radiation system are added to control the temperature of hydraulic oil, which minimize the thermal impact of hydraulic system.</li><li>Isolated coolant tanks eliminate the effect of high coolant temperature after long running hours, which reduces structural deformation.</li><li>The spindle motor sits outside of the machine base to isolate the heat generated from spindle motor after long operations.</li><li>Low heat generated work lamp is installed to minimize temperature impact.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-489511712307533.png','4'),(5740,134,'<p><b>Versatile Tailstock Design</b></p><ul><li>The tailstock is supported by hardened and ground boxed ways that is structurally one-piece with the machine base, which ensures the best structural rigidity.</li><li>The oversize quill supports heavy workpieces while maintaining machining accuracy.</li><li>Optional live quill is ideal for high-speed, high production environment.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-829711712307579.jpg','5'),(5741,134,'<p class=\"ml-50\"><br></p>','','6'),(5742,135,'<p><b>High Efficiency Chip Disposal System</b></p><ul><li>45°one-piece slant bed design extends chips removal space.</li><li>The independent coolant tank isolates the base from heat exposure.</li><li>A special design of the coolant tank prevents the chips from flowing into the machine.</li><li>The design of main/sub coolant tank simplifies the cleaning of chip conveyor.</li><li>The filter and sub coolant tank can be drawn out separately for easy maintenance.</li></ul>','','1'),(5743,135,'<p class=\"ml-50\"><b class=\"ml-50\">High Rigidity Structure Design</b></p><ul class=\"ml-50\"><li>6\" (Hole through Draw Bar ø52mm); 8\" (Hole through Draw Bar ø66mm)</li><li>With low resistance and low friction, the Linear Guideway Design on X/Z Axis prolongs machine life.</li><li>One-piece 45° Slant bed design extends the space for removing chips.</li><li>MEEHANITE® casting with high damping capacity</li><li>Quick and reliable servo-driven turret is hydralic clamping</li><li>Extra large and high precision clutch provides high positioning and repeatability accuracy.</li><li>Diverse choices of tailstock and turning length</li><li>Diverse choices of tailstock and turning length</li><li>High efficiency and low power loss plunger pump adopted</li></ul>','','2'),(5744,135,'<p><b>High Rigidity & High Speed Spindle</b></p><ul><li>Large diameter and high precision NN series roller bearings, equipped with angular contact ball bearings, provides the best radial and axial rigidity during machining.</li><li>Symmetric head design dissipates heat, and reduces thermal deformation.</li><li>Easy to adjust and repair.</li><li>With low resistance and low friction, the linear guideway design on X/Z axis achieves flawless positioning accuracy.</li><li>The axial pretension design on ball screws reduces thermal displacement.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-391651712308013.jpg','3'),(5745,135,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Production System</b></p><ul class=\"ml-50\"><li>Reduce manual loading/unloading time and achieve 24-hour production, improving the factory utilization.</li><li>Save labor cost, improve productivity and lower defection rate.</li><li>Reduce changeover time to meet the demand of low volume production of persified parts.</li><li>Flexible modular system and easy to be installed based on various product line.</li></ul>','','4'),(5746,135,'<p><br></p>','','5'),(5747,135,'<p class=\"ml-50\"><br></p>','','6'),(5748,136,'<p><b>High Speed High Rigidity Turret</b></p><ul><li>The 12-station turret index is done by absolute detection to reduce tool selection mistake.</li><li>The powerful turret with large diameter curvic coupling offers high precision and high rigidity in cutting performance.</li></ul>','','1'),(5749,136,'<p class=\"ml-50\"><b class=\"ml-50\">Powerful Headstock With Built-in Gears</b></p><ul class=\"ml-50\"><li>The spindle is equipped with high precision angular ball bearing and NN series bearing that provides high precision and rigidity working condition.</li><li>The inner diameter of the bearing is ø120mm ø4.72\", and ø88mm ø3.46\" of the spindle through hole. ø78mm ø3.07\" of the drawbar through hole adapts large diameter bar stock jobs.</li><li>The powerful spindle with built-in gears provides various speed transmissions. The max. output of torque reaches 74.5kgf-m 539 lb-ft, with 4,000rpm max. spindle speed.</li><li>Material Removal Efficiency: 410cm3/min.</li><li>Insert Depth: 8mm 0.31\"</li></ul>','','2'),(5750,136,'<p><b>High Precision and High Rigidity Programmable Tailstock</b></p><ul><li>Extremely Rigid One-piece 45° Slanted Bed Design</li><li>Using \"M\" code commands the quill stroke of the programmable tailstock can be hooked with a hydraulic hook to the saddle carriage and slide along the Z-axis stroke.</li></ul>','','3'),(5751,136,'<p class=\"ml-50\"><b class=\"ml-50\">High Speed Ultra Smooth Axial Movement</b></p><ul class=\"ml-50\"><li>X/Z-axis guideways are well hardened and ground with Turcite-B to reduce the friction and offer utmost rigidity in cutting. The rapid feedrate of X/Z-axis is 15/20 m/min. 591/787ipm<br></li></ul>','','4'),(5752,136,'<p><b>User-friendly Operation and Easy Maintenance</b></p><ul><li>Hydraulic gauges, control values of chuck and tail stock, and the central lubrication system are installed at the front side; for easy adjustment and maintenance.</li></ul><p><b>Central Lubrication System</b></p><ul><li>The machine with auto-lubrication design ensures the accuracy throughout its life time.</li><li>The slide ways of X/Z-axis and ball screws are lubricated. Built-in alarm will occurred when the lubrication oil is insufficient.</li></ul>','','5'),(5753,136,'<p class=\"ml-50\"><b class=\"ml-50\">Directly Driven Ballscrews Of High Precision And Rigidity</b></p><ul class=\"ml-50\"><li>This machine is equipped with high precision ball screws and connected with motor directly. The fixing design supports both ends; the design of pre-tensioned ball screws provides high rigidity, high precision, and low heat effect.<br></li></ul>','','6'),(5754,137,'<p><b>Efficient Chip Disposal System</b></p><ul><li>With slanted design and superb chip removal space under the spindle, it is more easier to clean chips.</li><li>High pressure coolant is supplied for optimal chip removal.</li><li>Shower coolant from the roof removes the chips from the chuck and telescopic guideway cover. (opt.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-742601712310052.jpg','1'),(5755,137,'<p class=\"ml-50\"><b class=\"ml-50\">Perfect Spindle Design</b></p><ul class=\"ml-50\"><li>Equipped with A2-11 spindle nose and 15\" chuck. (18\"/21\"/24\" chick or customized fixture is optional.)</li><li>The chuck is operated by pedal switch for more safety and user-friendly.</li><li>The clamping pressure can be adjusted by workpiece shape and material.</li><li>Extra large bearing with excellent rigidity for heavy duty cutting capability.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">The Extra Large Front Bearing</b></p><ul class=\"ml-50\"><li>The extra large front bearing internaldiameter is ø180 mm to ensure the heavy duty cutting capability.</li><li>Max. hole through spindle diameter is ø130 mm.</li><li>Max. hole through draw bar is ø117 mm.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Big Bore Hole Through Design (opt.)</b></p><ul class=\"ml-50\"><li>A2-15 spindle of Big bore hole for flexible chuck 15\"/18\"/21\"/24\", hole through Spindle ø182 mm ø7.17\".</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Powerful 2 speed Gear-head Spindle and Head Cooling</b></p><ul class=\"ml-50\"><li>Spindle quill /Gearbox with oil-cooling system for excellent thermal stability.</li><li>Spindle motor power 30/37 kW 40/50 HP with 2 speed gear box.</li><li>Max. torque380 kgf-m。</li><li>C-axis with rotary encoder for high positioning 0.001 degree to provide excellent milling accuracy.</li></ul>','','2'),(5756,137,'<p><b>Programmable tail stock</b></p><ul><li>MT-5 fixed quill with live center is standard, high rigidity rotary quill with dead center is optional.</li><li>Tail stock using dual cylinder to clamp the guideways for prevent tail stock skid during machining. Using hydraulic connect bar to link the tail stock and carriage during tail stock positioning to save effort and time.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-276311712310274.jpg','3'),(5757,137,'<p class=\"ml-50\"><b class=\"ml-50\">Rigid Structure Design</b></p><ul class=\"ml-50\"><li>MEEHANITE® casting frame through FEM analysis for one piece torque tube and 45 degree slant bed ensures the best rigidity and eliminates casting distortion.</li><li>Z-axis design with an extra wide distance o f 620mm between guideways offers the highest rigidity.</li><li>The box way base of 950mm is suitable for heavy duty machining and powerful chip removal.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Central Lubrication System</b></p><ul class=\"ml-50\"><li>The slide ways of X/Z-axis and ball screws are lubricated. Built-in alarm will be occurred when the lubrication oil is insufficient.<br></li></ul><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-094211712310370.jpg','4'),(5758,137,'<p><b>The Extra Large Front Bearing</b></p><ul><li>The extra large front bearing internaldiameter is ø180 mm to ensure the heavy duty cutting capability.</li><li>Max. hole through spindle diameter is ø130 mm.</li><li>Max. hole through draw bar is ø117 mm.</li></ul><p><b>Fast & Reliable Motorized Turret</b></p><ul><li>12 tools capacity with BMT 85 tooling system.</li><li>Max. live tool power 15/18.5/22 kW 20/25/30 HP with Max. speed 3,000 rpm.</li><li>Servo drive turret for high speed index.</li><li>Hydraulic clamping turret with 3-piece large clutch for heavy duty cutting.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-469301712310462.jpg','5'),(5759,137,'<p class=\"ml-50\"><b class=\"ml-50\">The Smoothest X-axis Movement and Prevents Turret Drop</b></p><ul class=\"ml-50\"><li>The hydraulic balance cylinder on X-axis ensures the smoothest axial movement and brake system prevents the turret from dropping when the power is suddenly off.</li><li>With the double nuts design, the ball screws on the X/Z-axis provide the highest rigidity.</li><li>The optional safety clutch will disassemble the ball screw from motor to protect the ball screw during a crash.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-371601712310515.jpg','6'),(5760,138,'<p><b>IDEAL STRUCTURAL RIGIDITY AND DESIGN</b></p><ul><li>30° One-piece Slanted Bed Design: Extends the space for chips removal.</li><li>Highly Rigid Bridge Type Base:Effectively absorbs vibration and reduces structural deformation.</li><li>Enlarged Box Guideway Width:The oversized guideways are treated through induction hardening process and precision ground to achieve optimal rigidity, accuracy, and longevity.</li><li>Fast & Reliable Motorized Turret:Servo-driven design achieves fast tool changing time and reliable indexing.</li></ul>','','1'),(5761,138,'<p class=\"ml-50\"><b class=\"ml-50\">YCM IN-HOUSE BUILT-IN MOTORIZED MAIN AND SUB SPINDLE</b></p><ul class=\"ml-50\"><li>The built-in spindle design alleviates tension, slip and vibration generated by traditional belt-driven spindle design. With large diameter bearing, it greatly improves rigidity.</li><li>The built-in spindle is circulated cooled and controls temperature growth with oil cooling system, so as to reduce thermal deformation and improve spindle speed.</li><li>The spindle utilizes large diameter bearing that improves rigidity. Combining bearing characteristics and radial, axial and synthetic loads that ensures the spindle perform high precision turning and heavy duty cutting at low speed.</li><li>C-axis index: 0.001°.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-628171712312158.jpg','2'),(5762,138,'<p><b>Flexible Y-axis Capability</b></p><ul><li>Y plus C-axis integrates mill/turn process and fulfills numerous complex requirements which can do more than general lathes.</li><li>Direct drive motors on X/Y/Z/B-axis reduce backlash and vibration problems and achieve accurate positioning.</li></ul>','','3'),(5763,138,'<p class=\"ml-50\"><b class=\"ml-50\">FAST & RELIABLE MOTORIZED TURRET</b></p><ul class=\"ml-50\"><li>12 tools capacity. All stations are available for live tools.</li><li>The radial power turret combines turning and milling capacities that reduces turret interference.</li><li>The turrets are servo motor driven with hydraulic clamping design for saving tool change time.</li><li>With highly accurate big diameter coupling, the higher positioning accuracy and repeatability accuracy they will be.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-423561712312209.jpg','4'),(5764,138,'<p><br></p>','','5'),(5765,138,'<p class=\"ml-50\"><br></p>','','6'),(5766,472,'<ul><li>Automatic multiple machining center with functions of mills, drills, taps, routes, and chamfers metal profiles of various lengths. Long travel VMC handles steel, copper, and aluminum for maximum versatility.</li><li>Automatic chip conveyor: Ensures a clean work environment.</li><li>BT40 spindle: Guarantees high rigidity for precise machining. </li><li>Protection door: Moving column machining center provides operator safety and keeps the work area clean.</li><li>Arm-type tool magazine: Changes tools in just 2 seconds, minimizing downtime.</li><li>Casting machine construction: Offers a solid foundation for high-precision machining and strong stability.</li><li>B-axis rotation: 3-axis traveling column VMC enables angled machining with high accuracy, perfect for complex shapes in the automotive industry (auto bumpers, sunroof tracks, car luggage racks) and processing special-shaped curved surfaces.</li></ul>','https://stengineers.com/admin/api/product-feature/features-250731729589185.jpg','1'),(5767,472,'<p class=\"ml-50\"><br></p>','','2'),(5768,472,'<p><br></p>','','3'),(5769,472,'<p class=\"ml-50\"><br></p>','','4'),(5770,472,'<p><br></p>','','5'),(5771,472,'<p class=\"ml-50\"><br></p>','','6'),(5772,475,'<p><br></p>','','1'),(5773,475,'<p class=\"ml-50\"><br></p>','','2'),(5774,475,'<p><br></p>','','3'),(5775,475,'<p class=\"ml-50\"><br></p>','','4'),(5776,475,'<p><br></p>','','5'),(5777,475,'<p class=\"ml-50\"><br></p>','','6'),(5784,476,'<p><br></p>','','1'),(5785,476,'<p class=\"ml-50\"><br></p>','','2'),(5786,476,'<p><br></p>','','3'),(5787,476,'<p class=\"ml-50\"><br></p>','','4'),(5788,476,'<p><br></p>','','5'),(5789,476,'<p class=\"ml-50\"><br></p>','','6'),(5808,153,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-697181712812415.png','1'),(5809,153,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-946071712812523.png','2'),(5810,153,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-652381712812563.png','3'),(5811,153,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-018321712812586.png','4'),(5812,153,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-407561712812608.png','5'),(5813,153,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-156021712812643.png','6'),(5814,152,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-960811712811743.png','1'),(5815,152,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-127691712811780.png','2'),(5816,152,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-432511712811850.png','3'),(5817,152,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-263591712811882.png','4'),(5818,152,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-843971712811919.png','5'),(5819,152,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-378241712811973.png','6'),(5820,154,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-231541712813136.png','1'),(5821,154,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-462751712813165.png','2'),(5822,154,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-230791712813194.png','3'),(5823,154,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-350171712813222.png','4'),(5824,154,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-231571712813253.png','5'),(5825,154,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-397581712813281.png','6'),(5826,156,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-714201712814909.png','1'),(5827,156,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-210791712814939.png','2'),(5828,156,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','','3'),(5829,156,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-248651712814990.png','4'),(5830,156,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-548691712815012.png','5'),(5831,156,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-209351712815036.png','6'),(5832,157,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-819621712815351.png','1'),(5833,157,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-529061712815378.png','2'),(5834,157,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-697241712815411.png','3'),(5835,157,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-416091712815433.png','4'),(5836,157,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-250131712815455.png','5'),(5837,157,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-583921712815485.png','6'),(5838,158,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-847561712815787.png','1'),(5839,158,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-209181712815810.png','2'),(5840,158,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-276591712815840.png','3'),(5841,158,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-629411712815862.png','4'),(5842,158,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-217401712815879.png','5'),(5843,158,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-540821712815909.png','6'),(5844,159,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-826101712816209.png','1'),(5845,159,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-314751712816233.png','2'),(5846,159,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-283461712816260.png','3'),(5847,159,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-974121712816281.png','4'),(5848,159,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-782631712816298.png','5'),(5849,159,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-093711712816319.png','6'),(5850,160,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-463021712816643.png','1'),(5851,160,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-592831712816668.png','2'),(5852,160,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-253461712816694.png','3'),(5853,160,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-586321712816717.png','4'),(5854,160,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-825061712816743.png','5'),(5855,160,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-672341712816764.png','6'),(5856,161,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-051641712817202.png','1'),(5857,161,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-907131712817224.png','2'),(5858,161,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-874531712817253.png','3'),(5859,161,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-932741712817274.png','4'),(5860,161,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-903641712817293.png','5'),(5861,161,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-304951712817314.png','6'),(5862,162,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-318641712817511.png','1'),(5863,162,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-203571712817533.png','2'),(5864,162,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-091861712817561.png','3'),(5865,162,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-638701712817587.png','4'),(5866,162,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-294631712817606.png','5'),(5867,162,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-786401712817628.png','6'),(5868,163,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-243191712817835.png','1'),(5869,163,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-802571712817860.png','2'),(5870,163,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-247631712817885.png','3'),(5871,163,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-348701712817906.png','4'),(5872,163,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-307621712817940.png','5'),(5873,163,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-803621712817961.png','6'),(5874,164,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-608121712818826.png','1'),(5875,164,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-326511712818849.png','2'),(5876,164,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-056191712818873.png','3'),(5877,164,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-479611712818896.png','4'),(5878,164,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-839061712818913.png','5'),(5879,164,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-487961712818934.png','6'),(5880,166,'<ul><li>Overall welded and processed structure. </li><li>Closed loop control mode composed of electric-hydraulic servo valve and measure ruler.</li><li> Ensures highest control precision and highest levels of press brake accuracy and repositioning accuracy.</li><li> Integrated hydraulic system decreases the pipe connections, oil leakage, and increases the stability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-209841712819123.png','1'),(5881,166,'<p class=\"ml-50\">SKITEK backgauge mechanism can be multi-axes controlled</p><p class=\"ml-50\"><b class=\"ml-50\">Backgauge</b></p><ul class=\"ml-50\"><li>The high precision backgauge device equipped with Hiwin ball screw and linear guide rail (Taiwan), adopts horizontal shell installation structure with high reliability, and single-shell double linear guide rails with high precision X-axis drive.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-972351712819145.png','2'),(5882,166,'<p>Worktable equipped with hydraulic and mechanical compensation to avoid the deformed upper beam from affecting the quality of the work piece. It is automatically adjusted by the CNC controller with convenience and accuracy</p><p><b>Hydraulic System</b></p><ul><li>Using valves and pumps manufactured by Germany’s Bosch Rexroth improves dependability and minimizes maintenance. </li><li> It also ensures low sensitivity to oil pollution and increases durability.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-745131712819172.png','3'),(5883,166,'<p class=\"ml-50\"><b class=\"ml-50\">Electrical System</b></p><ul class=\"ml-50\"><li>The electrical components are manufactured by Schneider which offers greater reliability in conditions <span style=\"\">where power is unstable.</span></li><li>These electrical components can be readily replaced anywhere in the globe.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-426091712819198.png','4'),(5884,166,'<p><b>Main Motor</b></p><ul><li>The CNC press brake machine’s motor is manufactured by the renowned German firm Siemens. </li><li>This motor makes the machine more durable and quieter.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-357291712819222.png','5'),(5885,166,'<p class=\"ml-50\"><b class=\"ml-50\">Punch & Die/Fast clamping</b></p><ul class=\"ml-50\"><li>Standard double-V lower dies offer a wide range of slot sizes and shapes to choose from, easy die <span style=\"\">exchange, normal plate Press Brake capability, and an excellent price-to performance ratio. </span></li><li> 42CrMo steel dies, with a hardness of 42 degrees after heat treatment, guarantees longer life.</li><li>A fast clamp will make it easy to change the top punch swiftly and easily.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-542191712819245.png','6'),(5886,184,'<p><b>Control Unit</b></p><ul><li>ESA S 640 Control Unit</li><li>15\" color touch screen</li><li>Automatic bend sequence</li><li>Easy programmable 2D graphic display</li><li>Multiple language options.</li><li>2D Simulation.</li><li>Remote access.</li><li>ESA 875 W Control Unit (Optional)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-652731712990154.png','1'),(5887,184,'<p class=\"ml-50\"><b class=\"ml-50\">Work Table</b></p><p class=\"ml-50\">Foldable and height adjustable ergonomic working table makes bending easier and comfortable</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-743561712990206.png','2'),(5888,184,'<p><b>Clamping & Tools</b></p><p>Euro Type punch and die ciamping systems Wila mechanical and hydraulic clamping system (Optional)</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-780451712990225.png','3'),(5889,184,'<p class=\"ml-50\"><b class=\"ml-50\">Back Guage </b></p><ul class=\"ml-50\"><li>2 axis back gauge handles complex parts with ease (5 axis optional ⁃ Z1, Z2 and X-Prime with ESA660 controller)</li><li>High speed movement combined with high accuracy drives ensures the back gauge is positioned quickly and precisely every time for the operator</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-054811712990240.png','4'),(5890,184,'<p>Specifications</p>','https://stengineers.com/admin/api/product-feature/features-176091721218373.jpg','5'),(5891,184,'Specifications','https://stengineers.com/admin/api/product-feature/features-402171721218378.jpg','6'),(5892,185,'<p><b>Deeper Throat Depth</b><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-594321712993365.png','1'),(5893,185,'<p class=\"ml-50\"><b class=\"ml-50\">Higher Stroke longer daylight</b><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-753961712993391.png','2'),(5894,185,'<p><b>Linear guided stronger front supports(175 Tons and above Machines)</b><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-043751712993431.png','3'),(5895,185,'<p class=\"ml-50\"><b class=\"ml-50\">Stronger beam guiding system to stable the beam</b><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-896521712993462.png','4'),(5896,185,'<p>Specifications<br></p>','https://stengineers.com/admin/api/product-feature/features-608511721218433.jpg','5'),(5897,185,'<p class=\"ml-50\">Specifications<br></p>','https://stengineers.com/admin/api/product-feature/features-703481721218439.jpg','6'),(5904,473,'<ul><li>ESA S 675 Controller</li><li>European Type V Die Holder</li><li>European Type Punch Holder</li><li>Electrical Cabinet Cooling System</li><li>Linear Guided Front Support Arms</li><li> X-R Type 2 Axis Back Gauge</li><li> CE Laser Safety System</li><li>Foot Pedal with Emergency Stop Button</li></ul>','https://stengineers.com/admin/api/product-feature/features-482351729680547.jpg','1'),(5905,473,'<ul class=\"ml-50\"><li>Servo Electric Press Brake provides enegry saving up to 50%</li><li>Servo Electric Press Brake is faster up to 30%</li><li>Servo Electric Press Brake is eco-friendly machine</li><li>Servo Electric Press Brake provides high productivity</li><li>Servo Electric Press Brake provides advanced bending</li><li>Servo Electric Press Brake works quietly</li></ul>','https://stengineers.com/admin/api/product-feature/features-695141729678707.jpg','2'),(5906,473,'<p><b>Optional Controllers</b></p><ul><li>DELEM DA-66T</li><li>DELEM DA-69T</li></ul>','https://stengineers.com/admin/api/product-feature/features-791501729678851.jpg','3'),(5907,473,'<p class=\"ml-50\"><br></p>','','4'),(5908,473,'<p><br></p>','','5'),(5909,473,'<p class=\"ml-50\"><br></p>','','6'),(5910,167,'<p><br></p>','','1'),(5911,167,'<p class=\"ml-50\"><br></p>','','2'),(5912,167,'<p><br></p>','','3'),(5913,167,'<p class=\"ml-50\"><br></p>','','4'),(5914,167,'<p><br></p>','','5'),(5915,167,'<p class=\"ml-50\"><br></p>','','6'),(5916,168,'<p><br></p>','','1'),(5917,168,'<p class=\"ml-50\"><br></p>','','2'),(5918,168,'<p><br></p>','','3'),(5919,168,'<p class=\"ml-50\"><br></p>','','4'),(5920,168,'<p><br></p>','','5'),(5921,168,'<p class=\"ml-50\"><br></p>','','6'),(5922,181,'<p><br></p>','','1'),(5923,181,'<p class=\"ml-50\"><br></p>','','2'),(5924,181,'<p><br></p>','','3'),(5925,181,'<p class=\"ml-50\"><br></p>','','4'),(5926,181,'<p><br></p>','','5'),(5927,181,'<p class=\"ml-50\"><br></p>','','6'),(5928,170,'<p><br></p>','','1'),(5929,170,'<p class=\"ml-50\"><br></p>','','2'),(5930,170,'<p><br></p>','','3'),(5931,170,'<p class=\"ml-50\"><br></p>','','4'),(5932,170,'<p><br></p>','','5'),(5933,170,'<p class=\"ml-50\"><br></p>','','6'),(5934,171,'<p><br></p>','','1'),(5935,171,'<p class=\"ml-50\"><br></p>','','2'),(5936,171,'<p><br></p>','','3'),(5937,171,'<p class=\"ml-50\"><br></p>','','4'),(5938,171,'<p><br></p>','','5'),(5939,171,'<p class=\"ml-50\"><br></p>','','6'),(5940,172,'<p><br></p>','','1'),(5941,172,'<p class=\"ml-50\"><br></p>','','2'),(5942,172,'<p><br></p>','','3'),(5943,172,'<p class=\"ml-50\"><br></p>','','4'),(5944,172,'<p><br></p>','','5'),(5945,172,'<p class=\"ml-50\"><br></p>','','6'),(5946,173,'<p><br></p>','','1'),(5947,173,'<p class=\"ml-50\"><br></p>','','2'),(5948,173,'<p><br></p>','','3'),(5949,173,'<p class=\"ml-50\"><br></p>','','4'),(5950,173,'<p><br></p>','','5'),(5951,173,'<p class=\"ml-50\"><br></p>','','6'),(5952,182,'<p><br></p>','','1'),(5953,182,'<p class=\"ml-50\"><br></p>','','2'),(5954,182,'<p><br></p>','','3'),(5955,182,'<p class=\"ml-50\"><br></p>','','4'),(5956,182,'<p><br></p>','','5'),(5957,182,'<p class=\"ml-50\"><br></p>','','6'),(5958,183,'<p><br></p>','','1'),(5959,183,'<p class=\"ml-50\"><br></p>','','2'),(5960,183,'<p><br></p>','','3'),(5961,183,'<p class=\"ml-50\"><br></p>','','4'),(5962,183,'<p><br></p>','','5'),(5963,183,'<p class=\"ml-50\"><br></p>','','6'),(5964,174,'<p><br></p>','','1'),(5965,174,'<p class=\"ml-50\"><br></p>','','2'),(5966,174,'<p><br></p>','','3'),(5967,174,'<p class=\"ml-50\"><br></p>','','4'),(5968,174,'<p><br></p>','','5'),(5969,174,'<p class=\"ml-50\"><br></p>','','6'),(5970,175,'<p><br></p>','','1'),(5971,175,'<p class=\"ml-50\"><br></p>','','2'),(5972,175,'<p><br></p>','','3'),(5973,175,'<p class=\"ml-50\"><br></p>','','4'),(5974,175,'<p><br></p>','','5'),(5975,175,'<p class=\"ml-50\"><br></p>','','6'),(5976,176,'<p><br></p>','','1'),(5977,176,'<p class=\"ml-50\"><br></p>','','2'),(5978,176,'<p><br></p>','','3'),(5979,176,'<p class=\"ml-50\"><br></p>','','4'),(5980,176,'<p><br></p>','','5'),(5981,176,'<p class=\"ml-50\"><br></p>','','6'),(5982,177,'<p><br></p>','','1'),(5983,177,'<p class=\"ml-50\"><br></p>','','2'),(5984,177,'<p><br></p>','','3'),(5985,177,'<p class=\"ml-50\"><br></p>','','4'),(5986,177,'<p><br></p>','','5'),(5987,177,'<p class=\"ml-50\"><br></p>','','6'),(5988,178,'<p><br></p>','','1'),(5989,178,'<p class=\"ml-50\"><br></p>','','2'),(5990,178,'<p><br></p>','','3'),(5991,178,'<p class=\"ml-50\"><br></p>','','4'),(5992,178,'<p><br></p>','','5'),(5993,178,'<p class=\"ml-50\"><br></p>','','6'),(5994,179,'<p><br></p>','','1'),(5995,179,'<p class=\"ml-50\"><br></p>','','2'),(5996,179,'<p><br></p>','','3'),(5997,179,'<p class=\"ml-50\"><br></p>','','4'),(5998,179,'<p><br></p>','','5'),(5999,179,'<p class=\"ml-50\"><br></p>','','6'),(6000,180,'<p><br></p>','','1'),(6001,180,'<p class=\"ml-50\"><br></p>','','2'),(6002,180,'<p><br></p>','','3'),(6003,180,'<p class=\"ml-50\"><br></p>','','4'),(6004,180,'<p><br></p>','','5'),(6005,180,'<p class=\"ml-50\"><br></p>','','6'),(6006,340,'<ul><li>Up 5x more production loading unloading automation</li><li>300mm box height</li><li>Accurate and consistent output</li><li>Easy part handling</li><li>Quick programming</li></ul>','https://stengineers.com/admin/api/product-feature/features-437281719404790.png','1'),(6007,340,'<p class=\"ml-50\">Specifications - SKT-X Series & <span style=\"\">SKT-PC Series</span></p>','https://stengineers.com/admin/api/product-feature/features-127641719404802.png','2'),(6008,340,'<p>Specifications - SKT-PA Series & <span style=\"\">SKT-A Series</span><br></p>','https://stengineers.com/admin/api/product-feature/features-104281719404809.png','3'),(6009,340,'<p class=\"ml-50\"><br></p>','','4'),(6010,340,'<p><br></p>','','5'),(6011,340,'<p class=\"ml-50\"><br></p>','','6'),(6042,3,'<ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Rigid U, V truss design</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Stainless steel worktable with hardness HRC 50°.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Machine Casting is designed based on the FEA analysis for increasing the rigidity.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Machine base with extra wide.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-095321704719198.png','1'),(6043,3,'<h5 style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Intelligent Machining Mode</h5><p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">• Workpiece positioning function</p><p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">• Maintenance and Diagnosis Function</p><p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">• Tech Data Search Function</p><p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">• Graphical Interface</p><p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">• Useful Function</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-317451704719232.jpg','2'),(6044,3,'<ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">Unnecessary to pay attention to wire bread; reduction of the operation cost.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The multi-jobs machining would be much easier since the machining will be automatically finished without manual command.</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">G54~59 coordinate can be utilized for automatic work-piece change.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-269041704719491.jpg','3'),(6045,3,'<p class=\"ml-50\"><br></p>','','4'),(6046,3,'<p><br></p>','','5'),(6047,3,'<p class=\"ml-50\"><br></p>','','6'),(6048,24,'<h5>EX-Series W6 controllers</h5><ul><li>CNC Device: Window based Industrial standard PC.</li><li>CPU: Pentium 64-bit high speed CPU.</li><li>Operational Interface: 15″ TFT Monitor, Keyboard, Mouse, Buzzer.</li><li>Three modes of data transfer namely LAN, RS-232 and USB.</li><li>Used CRC system to verify received data.</li><li>Memory Capacity: 2 GB industrial standard CF card.</li><li>Min command input unit: 0.0001 mm.</li><li>Programmable dimension ±9999.9999 mm.</li><li>Switchable Units: Inch/Metric.</li></ul><h2></h2><h2 style=\"margin-top:0cm;margin-right:0cm;margin-bottom:0cm;\nmargin-left:18.0pt;line-height:normal\"></h2><h2 style=\"margin-top:0cm;margin-right:0cm;margin-bottom:0cm;\nmargin-left:18.0pt;line-height:normal\"></h2><h5 style=\" white-space-collapse: preserve; color: rgb(0, 0, 0);\"></h5><p></p><ul type=\"disc\">\n</ul><ul type=\"disc\">\n</ul>','','1'),(6049,24,'<p class=\"ml-50\"><br></p>','','2'),(6050,24,'<p><br></p>','','3'),(6051,24,'<p class=\"ml-50\"><br></p>','','4'),(6052,24,'<p><br></p>','','5'),(6053,24,'<p class=\"ml-50\"><br></p>','','6'),(6054,255,'<p><br></p>','','1'),(6055,255,'<p class=\"ml-50\"><br></p>','','2'),(6056,255,'<p><br></p>','','3'),(6057,255,'<p class=\"ml-50\"><br></p>','','4'),(6058,255,'<p><br></p>','','5'),(6059,255,'<p class=\"ml-50\"><br></p>','','6'),(6060,256,'<p><br></p>','','1'),(6061,256,'<p class=\"ml-50\"><br></p>','','2'),(6062,256,'<p><br></p>','','3'),(6063,256,'<p class=\"ml-50\"><br></p>','','4'),(6064,256,'<p><br></p>','','5'),(6065,256,'<p class=\"ml-50\"><br></p>','','6'),(6066,25,'<h5><span style=\"\">Machine feature</span></h5><ul><li>Rigid U, V truss design</li><li>Stainless steel worktable with hardness HRC 50°.</li><li>Machine Casting is designed based on the FEA analysis for increasing the rigidity.</li><li>Machine base with extra wide.</li><li>Linear Sheft Motor Driver System</li></ul><h5>Mechanical Structure</h5><p>The machine provides the constant temperature for improving the accuracy while machining where the heat generated by the linear motor will affect the accuracy. The water circulation reduces the temperature generated by the linear electric motor from the magnetic field, with high thrust, high efficiency and low energy consumption.</p><p>Features such as a 0.1 μm high-resolution digital ruler and controller provide high-precision forming and ultra-fine finishing.</p><ul><li>Coil</li><li>Magent</li><li>Shaft</li><li>Coil</li><li>Magnetic flux</li></ul><h5>Improved Operability</h5><p>4-side Hardened Stainless Steel Table</p><ul><li>It has certified the standards of TUV Certification for safety and metal desired design.</li><li>Power slider door design to save installation space and light operation</li></ul><p><br></p>','','1'),(6067,25,'<h5><span style=\"\">Intelligent machining mode</span></h5><ul class=\"ml-50\"><li>https://www.excetek.com/images/im2.jpg</li><li>https://www.excetek.com/images/im3.jpg</li><li>https://www.excetek.com/images/im4.jpg</li><li>https://www.excetek.com/images/im5.jpg</li><li>https://www.excetek.com/images/im6.jpg</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-853401707199788.jpg','2'),(6068,25,'<h5>Auto wire threading</h5><p>200mm Submerge threading - https://www.excetek.com/images/aw7.jpg</p><p>200mm Submerge threading - https://www.excetek.com/images/aw8.jpg</p><p>400mm thickness threading in break point - https://www.excetek.com/images/aw9.jpg</p><h5>High Speed Auto Wire Threading System</h5><p>Workpiece thickness 100mm</p><ul><li>Wire annealing and cutting : 10 sec</li><li>Threading : 10 sec</li></ul><h5>Reliable Auto Wire Threading system</h5><p>In EXCETEK, AWT provides a sophisticated design which generates continuous unmanned operation for 24 hours. Unlike other systems it can thread from the point of the wire breakage or break point.</p><p>A water jet function enables the machine to thread workpieces up to 500mm.</p><p><br></p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-619341707199792.jpg','3'),(6069,25,'<h5>On-line measurement system</h5><p class=\"ml-50\">CBefore the machining, on-line measurement and calibration instead of the conventional one, significantly reduce the time to calibrate the workpiece. With the macro command the automatic measurement calibrates the reference point; enhance the machining accuracy. After machining, directly on-line measure the workpiece on the table; avoid the unexpected error from dismount/mount the workpiece.</p><h5>Multi-workpiece machining</h5><ul class=\"ml-50\"><li>Automatic compensating the 3D flatness of workpiece.</li><li>Automatic compensating the parallelism of workpiece (AR)</li><li>Automatic machining reference point measurement.</li><li>Processing AWT automatic wire threading</li><li>Go to the next workpiece to continue processing.</li></ul><p class=\"ml-50\"><span style=\"\">Processing automation</span><br></p><ul class=\"ml-50\"><li>Automatic compensating the parallelism of workpiece (AR)</li><li>Automatically calibrate the reference point</li><li>Processing AWT automatic wire threading</li><li>Automatically measure the results after machining</li><li>Export the measurement report</li></ul><h5><span style=\"\">Automatic Measurement Application</span></h5><ul class=\"ml-50\"><li>https://www.excetek.com/images/online3.jpg</li><li>https://www.excetek.com/images/online4.jpg</li><li>https://www.excetek.com/images/online5.jpg</li><li>https://www.excetek.com/images/online6.jpg</li><li>https://www.excetek.com/images/online8.jpg</li><li>https://www.excetek.com/images/online9.jpg</li><li>https://www.excetek.com/images/online10.jpg</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-453101707199885.jpg','4'),(6070,25,'<h5>Cutting Technology</h5><p>\n\n\n\n</p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\">\n <tbody><tr>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border:solid windowtext 1.0pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">Type<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border:solid windowtext 1.0pt;\n border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">Without\n control<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.3pt;border:solid windowtext 1.0pt;\n border-left:none;mso-border-left-alt:solid windowtext .5pt;mso-border-alt:\n solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">Using\n control<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border:solid windowtext 1.0pt;\n border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">A<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">0<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.3pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">0<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border:solid windowtext 1.0pt;\n border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">B<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">0 ~\n -2 µm<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.3pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">-8\n ~ -10 µm<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border:solid windowtext 1.0pt;\n border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">C<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">0<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.3pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">0<o:p></o:p></span></p>\n </td>\n </tr>\n <tr>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border:solid windowtext 1.0pt;\n border-top:none;mso-border-top-alt:solid windowtext .5pt;mso-border-alt:solid windowtext .5pt;\n padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">D<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.25pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">0 ~\n -2 µm<o:p></o:p></span></p>\n </td>\n <td width=\"200\" valign=\"top\" style=\"width:150.3pt;border-top:none;border-left:\n none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;\n mso-border-top-alt:solid windowtext .5pt;mso-border-left-alt:solid windowtext .5pt;\n mso-border-alt:solid windowtext .5pt;padding:0cm 5.4pt 0cm 5.4pt\">\n <p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom:0cm;text-align:center;\n line-height:normal\"><span style=\"Century Gothic",sans-serif\">-8\n ~ -10 µm<o:p></o:p></span></p>\n </td>\n </tr>\n</tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-690311707199984.jpg','5'),(6071,25,'<h5>Remote Monitor System</h5><p class=\"ml-50\"><span style=\"\">https://www.excetek.com/images/rms1.jpg</span><br></p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-297831707200123.jpg','6'),(6072,310,'<p><b>Smart & Easy</b></p><p>Plentiful cutting technologies, Friendly interface, Remote, Conventient feature.</p><p><b>High Speed reliable AWT</b></p><p>High speed reliable AWT, Threading in the slot, Threading under water, Reduce human resource cost when machining multi modles.</p><p><b>Enhance Machining Performance</b></p><p>DPM Module, Discharging Stabilizer, New strategy for corner control, Manual radius size machining, Reduce wire marks from approach cutting, New micron finish circuit.</p><p><b>Power Saving and Low Cost Operation</b></p><p>Intelligent power management, Compensation of wire consumption, Easy to maintain and reduce cost for service.</p>','https://stengineers.com/admin/api/product-feature/features-401781719054969.png','1'),(6073,310,'<ul class=\"ml-50\"><li>Workpiece postioning function</li><li>Maintenance and Diagnosis information</li><li>Technology data search function</li><li>Graphical interface</li><li>Useful function<br></li></ul>','https://stengineers.com/admin/api/product-feature/features-783421719055244.png','2'),(6074,310,'<p><b>Reliable Auto Wire Threading system</b></p><ul><li>In EXCETEK, AWT provides a sophisticated design which generates continuous unmanned operation for 24 hours. Unlike other systems it can thread from the point of the wire breakage or break point.</li><li>A water jet function enables the machine to thread workpieces up to 500mm.</li></ul>','https://stengineers.com/admin/api/product-feature/features-049351719056287.png','3'),(6075,310,'<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\" width=\"273\" style=\"width: 206pt;\">\n <colgroup><col width=\"42\" style=\"mso-width-source:userset;mso-width-alt:1536;width:32pt\">\n <col width=\"137\" style=\"mso-width-source:userset;mso-width-alt:5010;width:103pt\">\n <col width=\"94\" style=\"mso-width-source:userset;mso-width-alt:3437;width:71pt\">\n </colgroup><tbody><tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl63\" width=\"42\" style=\"height:15.0pt;width:32pt\">Type </td>\n <td class=\"xl63\" width=\"137\" style=\"border-left:none;width:103pt\">Without control</td>\n <td class=\"xl63\" width=\"94\" style=\"border-left:none;width:71pt\">Using control</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl63\" style=\"height:15.0pt;border-top:none\">A</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">0</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">0</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl63\" style=\"height:15.0pt;border-top:none\">B</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">0 ~ -2 µm</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">-8 ~ -10 µm</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl63\" style=\"height:15.0pt;border-top:none\">C</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">0</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">0</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl63\" style=\"height:15.0pt;border-top:none\">D</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">0 ~ -2 µm</td>\n <td class=\"xl64\" style=\"border-top:none;border-left:none\">-8 ~ -10 µm</td>\n </tr></tbody></table>','https://stengineers.com/admin/api/product-feature/features-740951719055382.png','4'),(6076,310,'<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\" width=\"468\" style=\"width: 351pt;\"><tbody><tr height=\"44\" style=\"height:33.0pt\">\n <td height=\"44\" class=\"xl65\" width=\"468\" style=\"height:33.0pt;width:351pt\"><b>Remote\n Monitor System</b></td></tr></tbody></table>','https://stengineers.com/admin/api/product-feature/features-361801719055431.png','5'),(6077,310,'<p class=\"ml-50\"><br></p>','','6'),(6078,28,'<h5><span style=\"\">Machine feature</span></h5><ol><li>Rigid U, V truss design</li><li>Stainless steel worktable with hardness HRC 50°.</li><li>Machine Casting is designed based on the FEA analysis for increasing the rigidity.</li><li>Machine base with extra wide.</li><li>Linear Sheft Motor Driver System<br></li></ol><h5><span style=\"\">Mechanical Structure</span></h5><p>The machine provides the constant temperature for improving the accuracy while machining where the heat generated by the linear motor will affect the accuracy. The water circulation reduces the temperature generated by the linear electric motor from the magnetic field, with high thrust, high efficiency and low energy consumption.</p><p>Features such as a 0.1 μm high-resolution digital ruler and controller provide high-precision forming and ultra-fine finishing.</p><ul><li>Coil</li><li>Magent</li><li>Shaft</li><li>Coil</li><li>Magnetic flux</li></ul><h5>Improved Operability</h5><p>4-side Hardened Stainless Steel Table</p><ul><li>It has certified the standards of TUV Certification for safety and metal desired design.</li><li>Power slider door design to save installation space and light operation</li></ul><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-938621707205210.jpg','1'),(6079,28,'<h5>Intelligent machining mode</h5><ul class=\"ml-50\"><li>https://www.excetek.com/images/im2.jpg</li><li>https://www.excetek.com/images/im3.jpg</li><li>https://www.excetek.com/images/im4.jpg</li><li>https://www.excetek.com/images/im5.jpg</li><li>https://www.excetek.com/images/im6.jpg</li></ul><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-962371707205243.jpg','2'),(6080,28,'<h5>DPM - Digital Power Manager </h5><p>DPM is capable of detecting digital signale signals of sparking density, providing feedback to the CNC system and calculating the sparking size.</p><p>It controls the sparking energy, wire tension force and water pressure more precisely; increases cutting speed and accuracy when cutting on irregular thickness workpieces.</p><p>Comparison using DPM technology</p><table class=\"table table-bordered\"><tbody><tr><td><span style=\" line-height: 107%; Century Gothic", sans-serif;\">Mode</span><br></td><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">Speed mode</span><br></td><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">Accuracy mode</span><br></td></tr><tr><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">Enable</span><br></td><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">39 Min</span><br></td><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">±3µm</span><br></td></tr><tr><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">Disable</span><br></td><td><span style=\"line-height:107%;\nCentury Gothic",sans-serif;mso-fareast-\nmso-fareast-theme-font:minor-latin;mso-bidi-mso-bidi-theme-font:\nminor-bidi;mso-ansi-language:EN-IN;mso-fareast-language:EN-US;mso-bidi-language:\nAR-SA\">58 Min</span><br></td><td><span style=\" line-height: 107%; Century Gothic", sans-serif;\">±15µm</span><br></td></tr></tbody></table><p>(Under factory test conditions)</p><h5>Stable discharge module</h5><p>50 holes, one cut, and shape accuracy within 4 micron.</p><p>50 holes, one main cut and shape accuracy - https://www.excetek.com/images/dpm2.jpg</p><p>SGS vertification workpiece IMG - <a href=\"https://www.excetek.com/images/dpm3.jpg\" target=\"_blank\">https://www.excetek.com/images/dpm3.jpg</a></p><p></p><h5>SCC II Smart Corner Control</h5><p>Corner eroded reduce 50% - https://www.excetek.com/images/dpm4.jpg</p><p>Shape error reduce 40% - <a href=\"https://www.excetek.com/images/dpm5.jpg\" target=\"_blank\">https://www.excetek.com/images/dpm5.jpg</a></p><p></p><h5>SFC-Super Finish Circuit</h5><p>High frequency sparking energy provides Ra0.2um surface roughness with 1 rough cut plus 6 sking cuts.</p><ul><li>Material : Tungsten Carbide</li><li>Thickness : 30mm</li><li>Best Surface Roughness Ra 0.14 µm</li></ul><p><a href=\"https://www.excetek.com/images/dpm6.jpg\" target=\"_blank\">https://www.excetek.com/images/dpm6.jpg</a><a href=\"https://www.excetek.com/images/dpm6.jpg\" target=\"_blank\"></a></p><h5><span style=\"\">Entrance Mark Control</span></h5><p>Concave section depth within surface roughness, Greatly reduce polishing time.</p><p>https://www.excetek.com/images/dpm7.jpg</p><p>No control : Entrance mark depth 6µ - https://www.excetek.com/images/dpm8.jpg</p><p>EM control : Concave section depth within surface roughness - <a href=\"https://www.excetek.com/images/dpm9.jpg\" target=\"_blank\">https://www.excetek.com/images/dpm9.jpg</a></p><h5><span style=\"\">Smart Radius Control</span></h5><p><a href=\"https://www.excetek.com/images/dpm10.png\" target=\"_blank\">https://www.excetek.com/images/dpm10.png</a></p><table class=\"table table-bordered\"><tbody><tr><td>Type<br></td><td>Without control<br></td><td>control<span style=\"white-space:pre\"> </span>Using control<br></td></tr><tr><td>A<br></td><td>5.001 mm<br></td><td>5.001 mm<br></td></tr><tr><td>B</td><td>4.994 mm<br></td><td>4.999 mm<br></td></tr><tr><td>Error</td><td>7 µm<br></td><td>2 µm<br></td></tr></tbody></table><p></p><p></p><p></p><p></p><p></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-678531707205264.jpg','3'),(6081,28,'<h5>Auto wire threading</h5><p class=\"ml-50\">200mm Submerge threading - https://www.excetek.com/images/aw7.jpg</p><p class=\"ml-50\">200mm Submerge threading - https://www.excetek.com/images/aw8.jpg</p><p class=\"ml-50\">400mm thickness threading in break point - https://www.excetek.com/images/aw9.jpg</p><h5>High Speed Auto Wire Threading System</h5><p class=\"ml-50\">Workpiece thickness 100mm</p><ul class=\"ml-50\"><li>Wire annealing and cutting : 10 sec</li><li>Threading : 10 sec</li></ul><h5>Reliable Auto Wire Threading system</h5><p class=\"ml-50\">In EXCETEK, AWT provides a sophisticated design which generates continuous unmanned operation for 24 hours. Unlike other systems it can thread from the point of the wire breakage or break point.</p><p class=\"ml-50\">A water jet function enables the machine to thread workpieces up to 500mm.</p><p class=\"ml-50\"><br></p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-743621707205963.jpg','4'),(6082,28,'<h5>On-line measurement system</h5><p class=\"ml-50\">CBefore the machining, on-line measurement and calibration instead of the conventional one, significantly reduce the time to calibrate the workpiece. With the macro command the automatic measurement calibrates the reference point; enhance the machining accuracy. After machining, directly on-line measure the workpiece on the table; avoid the unexpected error from dismount/mount the workpiece.</p><h5>Multi-workpiece machining</h5><ul><li>Automatic compensating the 3D flatness of workpiece.</li><li>Automatic compensating the parallelism of workpiece (AR)</li><li>Automatic machining reference point measurement.</li><li>Processing AWT automatic wire threading</li><li>Go to the next workpiece to continue processing.</li></ul><h5>Processing automation</h5><ul><li>Automatic compensating the parallelism of workpiece (AR)</li><li>Automatically calibrate the reference point</li><li>Processing AWT automatic wire threading</li><li>Automatically measure the results after machining</li><li>Export the measurement report</li></ul><h5>Automatic Measurement Application</h5><ul><li>https://www.excetek.com/images/online3.jpg</li><li>https://www.excetek.com/images/online4.jpg</li><li>https://www.excetek.com/images/online5.jpg</li><li>https://www.excetek.com/images/online6.jpg</li><li>https://www.excetek.com/images/online7.jpg</li><li>https://www.excetek.com/images/online8.jpg</li><li>https://www.excetek.com/images/online9.jpg</li><li>https://www.excetek.com/images/online10.jpg</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-829731707205995.jpg','5'),(6083,28,'<h5>Cutting Technology</h5><p class=\"ml-50\"></p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\"><tbody><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Type<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Without control<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Using control<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">A<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">B<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">C<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">D<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr></tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-271831707206026.jpg','6'),(6084,29,'<h5><span style=\"\">Machine feature</span></h5><ul><li>Rigid U, V truss design</li><li>Stainless steel work table with hardness HRC 50°.</li><li>High response AC servo motor for guaranteed accuracy</li><li>Extra wide machine base.</li></ul><p>To ensure thermal balance, RIB location is designed by finite element analysis (FEA)assuring and optimized rigid structure.</p><p>Water cooled lower arm prevents thermal expansion caused by heat buildup. Therefore the accuracy will be improved</p><p>A rugged cast iron machine structure is the foundation of precision</p>','','1'),(6085,29,'<h5>Intelligent machining mode</h5><p class=\"ml-50\">Workpiece postioning function - https://www.excetek.com/images/im2.jpg</p><p class=\"ml-50\">Maintenance and Diagnosis information - https://www.excetek.com/images/im3.jpg</p><p class=\"ml-50\">Technology data search function - https://www.excetek.com/images/im4.jpg</p><p class=\"ml-50\">Graphical interface - https://www.excetek.com/images/im5.jpg</p><p class=\"ml-50\">Useful function - https://www.excetek.com/images/im6.jpg</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-463591707207954.jpg','2'),(6086,29,'<h5>Automatic Wire Threading</h5><p>Continout unmanned operation day night, nonstop machining with ideal break point automatic wire threading.</p><p>Automatic Wire Threading</p><ul><li>Unnecessary to pay attention to wire bread; reduction of the operation cost.</li><li>The multi-jobs machining would be much easier since the machining will be automatically finished without manual command.</li><li>G54~59 coordinate can be utilized for automatic work-piece change.</li></ul><p><span style=\"\">Automatic Wire Threading</span><br></p><p>Threading at the wire break point. Annealing is used to improve the straightness of the wore. The wire can be threaded at the break point during machining, with virtually 100% reliability and without the need to return to the start hole.</p><p>Submeraged Wire Threading : Wire threading is also easy execute during submerged machining, saves time to drain and refill the work tank.</p><p>Multi-hole machining function : On the rare occasion events when the machine fails to rethread during multi-hole machining, the system will skip to the next hole. The location of the skipped hole is automatically stored in memory and can be recalled later to complete the machining.</p><h5><span style=\"\">High Speed Auto Wire Threading System</span></h5><p>Workpiece Thickness 100mm</p><ul><li>Wire annealing and cutting : 10 sec</li><li>Threading : 10 sec</li><li>Workpiece Thickness 800mm</li><li>Threading under the water at break point.</li></ul><h5><span style=\"\">Reliable Auto Wire Threading system</span></h5><p>The EXCETEK AWT is very sophisticated design that provides continuous unmanned operation day and night. Unlike other systems it can thread at the point of the wire breakage.</p><p>A water jet function enables the machine to thread workpieces up to 500mm.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-798361707208076.jpg','3'),(6087,29,'<h5>Cutting Technology</h5><p class=\"ml-50\"></p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\"><tbody><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Type<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Without control<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Using control<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">A<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">B<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">C<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">D<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr></tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-265091707208478.jpg','4'),(6088,29,'<h5>Remote Monitor System</h5><p><span style=\"\">https://www.excetek.com/images/rms1.jpg</span><br></p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-259161707208484.jpg','5'),(6089,29,'<p class=\"ml-50\"><br></p>','','6'),(6090,30,'<h5><span style=\"\">Machine feature</span></h5><ul><li>Rigid U, V truss design</li><li>Stainless steel worktable with hardness HRC 50°.</li><li>Machine Casting is designed based on the FEA analysis for increasing the rigidity.</li><li>Machine base with extra wide.</li></ul><p>To ensure thermal balance, RIB location is designed by finite element analysis (FEA)assuring and optimized rigid structure.</p><p>Water cooled lower arm prevents thermal expansion caused by heat buildup. Therefore the accuracy will be improved. </p><p>A rugged cast iron machine structure is the foundation of precision.</p><p><br></p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-370681707211806.jpg','1'),(6091,30,'<h5>Intelligent machining mode</h5><p class=\"ml-50\">Workpiece postioning function - https://www.excetek.com/images/im2.jpg</p><p class=\"ml-50\">Maintenance and Diagnosis information - https://www.excetek.com/images/im3.jpg</p><p class=\"ml-50\">Technology data search function - https://www.excetek.com/images/im4.jpg</p><p class=\"ml-50\">Graphical interface - https://www.excetek.com/images/im5.jpg</p><p class=\"ml-50\">Useful function - https://www.excetek.com/images/im6.jpg</p><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-723081707211948.jpg','2'),(6092,30,'<h5>Automatic Wire Threading</h5><p>Continout unmanned operation day night, nonstop machining with ideal break point automatic wire threading.</p><p>Automatic Wire Threading</p><ul><li><span style=\"\">Unnecessary to pay attention to wire bread; reduction of the operation cost.</span></li><li>The multi-jobs machining would be much easier since the machining will be automatically finished without manual command.</li><li>G54~59 coordinate can be utilized for automatic work-piece change.</li></ul><p>Automatic Wire Threading<br></p><p>Threading at the wire break point. Annealing is used to improve the straightness of the wore. The wire can be threaded at the break point during machining, with virtually 100% reliability and without the need to return to the start hole.</p><p>Submeraged Wire Threading : Wire threading is also easy execute during submerged machining, saves time to drain and refill the work tank.</p><p>Multi-hole machining function : On the rare occasion events when the machine fails to rethread during multi-hole machining, the system will skip to the next hole. The location of the skipped hole is automatically stored in memory and can be recalled later to complete the machining.</p><h5>High Speed Auto Wire Threading System</h5><p>Workpiece Thickness 100mm</p><ul><li>Wire annealing and cutting : 10 sec</li><li>Threading : 10 sec</li><li>Workpiece Thickness 800mm</li><li>Threading under the water at break point.</li></ul><h5>Reliable Auto Wire Threading system</h5><p>The EXCETEK AWT is very sophisticated design that provides continuous unmanned operation day and night. Unlike other systems it can thread at the point of the wire breakage.</p><p>A water jet function enables the machine to thread workpieces up to 500mm.</p><p><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-573091707212004.jpg','3'),(6093,30,'<h5>Cutting Technology</h5><p class=\"ml-50\"></p><table class=\"MsoTableGrid\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\" style=\"border: none;\"><tbody><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Type<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Without control<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: 1pt solid windowtext; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-image: initial; border-left: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">Using control<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">A<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">B<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">C<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0<o:p></o:p></p></td></tr><tr><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-right: 1pt solid windowtext; border-bottom: 1pt solid windowtext; border-left: 1pt solid windowtext; border-image: initial; border-top: none; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">D<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.25pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">0 ~ -2 µm<o:p></o:p></p></td><td width=\"200\" valign=\"top\" style=\"width: 150.3pt; border-top: none; border-left: none; border-bottom: 1pt solid windowtext; border-right: 1pt solid windowtext; padding: 0cm 5.4pt;\"><p class=\"MsoNormal\" align=\"center\" style=\"margin-bottom: 0cm; text-align: center; line-height: normal;\">-8 ~ -10 µm</p></td></tr></tbody></table>','https://stengineers.com/admin/api/product-upload/product-feature/features-715461707212134.jpg','4'),(6094,30,'<h5>Remote Monitor System</h5><p>https://www.excetek.com/images/rms1.jpg</p>','https://stengineers.com/admin/api/product-upload/product-feature/features-231501707212155.jpg','5'),(6095,30,'<p class=\"ml-50\"><br></p>','','6'),(6096,86,'<p>Machine feature</p><p>1. Rigid U, V truss design</p><p>2. Stainless steel worktable with hardness HRC 50°.</p><p>3. Machine Casting is designed based on the FEA analysis for increasing the rigidity.</p><p>4. Machine base with extra wide.</p><p>5. The machine maintains a constant temperature to improve machining accuracy, countering heat from the linear motor. Water circulation reduces the motors temperature, ensuring high thrust, efficiency, and low energy consumption.</p><p>6. Improved Operability - Side Hardened Stainless Steel Table</p><p>7. Certified by TUV for safety and design</p><p>8. Power slider door saves space and ensures easy operation</p>','https://stengineers.com/admin/api/product-feature/features-840671718970612.png','1'),(6097,86,'<p class=\"ml-50\">Reliable Auto Wire Threading system</p><p class=\"ml-50\">1. In EXCETEK, AWT provides a sophisticated design which generates continuous unmanned operation for 24 hours. Unlike other systems it can thread from the point of the wire breakage or break point.</p><p class=\"ml-50\">A water jet function enables the machine to thread workpieces up to 500mm.</p><p class=\"ml-50\">2. High Speed Auto Wire Threading System</p><p class=\"ml-50\">Workpiece thickness 100mm</p><p class=\"ml-50\">• Wire annealing and cutting : 10 sec</p><p class=\"ml-50\">• Threading : 10 sec</p>','https://stengineers.com/admin/api/product-feature/features-158421718970818.png','2'),(6098,86,'<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\" width=\"308\" style=\"width: 231pt;\">\n <colgroup><col width=\"63\" style=\"mso-width-source:userset;mso-width-alt:2304;width:47pt\">\n <col width=\"118\" style=\"mso-width-source:userset;mso-width-alt:4315;width:89pt\">\n <col width=\"127\" style=\"mso-width-source:userset;mso-width-alt:4644;width:95pt\">\n </colgroup><tbody><tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl67\" width=\"63\" style=\"height:15.0pt;width:47pt\">Type </td>\n <td class=\"xl67\" width=\"118\" style=\"border-left:none;width:89pt\">Without control</td>\n <td class=\"xl67\" width=\"127\" style=\"border-left:none;width:95pt\">Using control</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl65\" style=\"height:15.0pt;border-top:none\">A</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">0</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">0</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl65\" style=\"height:15.0pt;border-top:none\">B</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">0 ~ -2 µm</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">-8 ~ -10 µm</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl65\" style=\"height:15.0pt;border-top:none\">C</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">0</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">0</td>\n </tr>\n <tr height=\"20\" style=\"height:15.0pt\">\n <td height=\"20\" class=\"xl65\" style=\"height:15.0pt;border-top:none\">D</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">0 ~ -2 µm</td>\n <td class=\"xl66\" style=\"border-top:none;border-left:none\">-8 ~ -10 µm</td>\n </tr></tbody></table>','https://stengineers.com/admin/api/product-feature/features-482711718970974.png','3'),(6099,86,'<table border=\"0\" cellpadding=\"0\" cellspacing=\"0\" width=\"501\" style=\"width: 376pt;\"><tbody><tr height=\"44\" style=\"height:33.0pt\">\n <td height=\"44\" class=\"xl65\" width=\"501\" style=\"height:33.0pt;width:376pt\">Remote\n Monitor System</td></tr><tr><td height=\"44\" class=\"xl65\" width=\"501\" style=\"height:33.0pt;width:376pt\"><br></td></tr></tbody></table>','https://stengineers.com/admin/api/product-feature/features-971261718970971.png','4'),(6100,86,'<p><br></p>','','5'),(6101,86,'<p class=\"ml-50\"><br></p>','','6'),(6102,347,'<p><b>Machine feature</b></p><ul><li>Rigid U, V truss design</li><li>Stainless steel worktable with hardness HRC 50°.</li><li><span style=\"\">Machine Casting is designed based on the FEA analysis for increasing the rigidity.</span></li><li>Machine base with extra wide.</li><li>Water Cooled lower arm prevents thermal expansion caused by heat buildup. Therefore, the accuracy will be improved.</li></ul>','https://stengineers.com/admin/api/product-feature/features-375891719571579.jpg','1'),(6103,347,'<ul class=\"ml-50\"><li>High Frequency Calculating and Pulse Control</li><li>Modular Designed System</li><li>Electrolysis Free [Ef ] (AC Power Generator)</li><li>RTS (Real Time Sparking)<br></li></ul>','https://stengineers.com/admin/api/product-feature/features-769121719571587.jpg','2'),(6104,347,'<p><b>Reliable Auto Wire Threading system</b></p><ul><li>Threading Wire At Break Point</li><li>Submerged Wire Threading</li><li>Multi-Hole Machining Function</li><li>Threading With Water Jet Function<br></li></ul>','https://stengineers.com/admin/api/product-feature/features-041571719572021.jpg','3'),(6105,347,'<p class=\"ml-50\"><b class=\"ml-50\">Intelligent Machining mode</b></p><ul class=\"ml-50\"><li>Watchdog during machining</li><li><span style=\"\">Well considered in NC settings</span></li><li>Database cutting technologies</li><li>Icons assistant to user</li><li>Parameters & Maintenance information</li><li>Remote Control (Standard Accessory)</li></ul>','https://stengineers.com/admin/api/product-feature/features-962011719572027.jpg','4'),(6106,347,'<p><br></p>','','5'),(6107,347,'<p class=\"ml-50\"><br></p>','','6'),(6108,348,'<p><b>Machine feature</b></p><ul><li>Rigid U, V truss design</li><li>Stainless steel worktable with hardness HRC 50°.</li><li>Machine Casting is designed based on the FEA analysis for increasing the rigidity.</li><li>Machine base with extra wide.</li><li>Water Cooled lower arm prevents thermal expansion caused by heat buildup. Therefore, the accuracy will be improved.</li></ul>','https://stengineers.com/admin/api/product-feature/features-725361719572678.jpg','1'),(6109,348,'<ul class=\"ml-50\"><li>High Frequency Calculating and Pulse Control</li><li><span style=\"\">Modular Designed System</span></li><li><span style=\"\">Electrolysis Free [Ef ] (AC Power Generator)</span></li><li><span style=\"\">RTS (Real Time Sparking)</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-410821719572305.jpg','2'),(6110,348,'<p class=\"MsoNormal\"><b>Reliable Auto Wire Threading system</b><o:p></o:p></p><ul><li>Threading Wire At Break Point</li><li><span style=\"\">Submerged Wire Threading</span></li><li><span style=\"\">Multi-Hole Machining Function</span></li><li><span style=\"\">Threading With Water Jet Function</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-529311719572409.jpg','3'),(6111,348,'<p class=\"MsoNormal\"><b class=\"ml-50\">Intelligent Machining mode</b></p><ul class=\"ml-50\"><li><span style=\"\">Watchdog during machining</span></li><li><span style=\"\">Well considered in NC settings</span></li><li><span style=\"\">Database cutting technologies</span></li><li><span style=\"\">Icons assistant to user</span></li><li><span style=\"\">Parameters & Maintenance information</span></li><li><span style=\"\">Remote Control (Standard Accessory)</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-091851719572473.jpg','4'),(6112,348,'<p><br></p>','','5'),(6113,348,'<p class=\"ml-50\"><br></p>','','6'),(6114,349,'<p class=\"MsoNormal\"><b>Machine feature</b></p><ul><li><span style=\"\">Rigid U, V truss design</span></li><li><span style=\"\">Stainless steel worktable with hardness HRC 50°.</span></li><li><span style=\"\">Machine Casting is designed based on the FEA analysis for\nincreasing the rigidity.</span></li><li><span style=\"\">Machine base with extra wide.</span></li><li><span style=\"\">Water Cooled lower arm prevents thermal expansion caused by\nheat buildup. Therefore, the accuracy will be improved.</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-260741719572804.jpg','1'),(6115,349,'<ul class=\"ml-50\"><li>High Frequency Calculating and Pulse Control</li><li><span style=\"\">Modular Designed System</span></li><li><span style=\"\">Electrolysis Free [Ef ] (AC Power Generator)</span></li><li><span style=\"\">RTS (Real Time Sparking)</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-672051719572889.jpg','2'),(6116,349,'<p class=\"MsoNormal\"><b>Reliable Auto Wire Threading system</b></p><ul><li><span style=\"\">Threading Wire At Break Point</span></li><li><span style=\"\">Submerged Wire Threading</span></li><li><span style=\"\">Multi-Hole Machining Function</span></li><li><span style=\"\">Threading With Water Jet Function</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-891621719572936.jpg','3'),(6117,349,'<p class=\"MsoNormal\"><b class=\"ml-50\">Intelligent Machining mode</b></p><ul class=\"ml-50\"><li><span style=\"\">Watchdog during machining</span></li><li><span style=\"\">Well considered in NC settings</span></li><li><span style=\"\">Database cutting technologies</span></li><li><span style=\"\">Icons assistant to user</span></li><li><span style=\"\">Parameters & Maintenance information</span></li><li><span style=\"\">Remote Control (Standard Accessory)</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-852691719572986.jpg','4'),(6118,349,'<p><br></p>','','5'),(6119,349,'<p class=\"ml-50\"><br></p>','','6'),(6120,350,'<ul><li>High Frequency Calculating and Pulse Control</li><li><span style=\"\">Modular Designed System</span></li><li><span style=\"\">Electrolysis Free [Ef ] (AC Power Generator)</span></li><li><span style=\"\">RTS (Real Time Sparking)</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-319451719573287.jpg','1'),(6121,350,'<p class=\"MsoNormal\"><b class=\"ml-50\">Reliable Auto Wire Threading system</b></p><ul class=\"ml-50\"><li><span style=\"\">Threading Wire At Break Point</span></li><li><span style=\"\">Submerged Wire Threading</span></li><li><span style=\"\">Multi-Hole Machining Function</span></li><li><span style=\"\">Threading With Water Jet Function</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-259411719573328.jpg','2'),(6122,350,'<p class=\"MsoNormal\"><b>Intelligent Machining mode</b></p><ul><li><span style=\"\">Watchdog during machining</span></li><li><span style=\"\">Well considered in NC settings</span></li><li><span style=\"\">Database cutting technologies</span></li><li><span style=\"\">Icons assistant to user</span></li><li><span style=\"\">Parameters & Maintenance information</span></li><li><span style=\"\">Remote Control (Standard Accessory)</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-593161719573376.jpg','3'),(6123,350,'<p class=\"ml-50\"><br></p>','','4'),(6124,350,'<p><br></p>','','5'),(6125,350,'<p class=\"ml-50\"><br></p>','','6'),(6126,466,'<ul><li>Rotary Table</li><li>Auto-Measurement System</li><li>Wire Chopper</li></ul>','https://stengineers.com/admin/api/product-feature/features-843201722082435.jpg','1'),(6127,466,'<p class=\"ml-50\"><b class=\"ml-50\">Machine Feature</b></p><ul class=\"ml-50\"><li>Rigid U, V truss design.</li><li>Stainless steel work table with a hardness HRC 50°.</li><li>Cast machine base was designed using FEA to achieve high rigidity.</li><li>Extra-wide machine base.</li></ul>','https://stengineers.com/admin/api/product-feature/features-345711722082430.jpg','2'),(6128,466,'<p> Four-sided hardened Stainless Steel Table<br></p>','https://stengineers.com/admin/api/product-feature/features-539781722082529.jpg','3'),(6129,466,'<p class=\"ml-50\"><b class=\"ml-50\">Controller and Generator System</b></p><p class=\"ml-50\"><b class=\"ml-50\">The W6 controller is designed to deliver</b></p><ul class=\"ml-50\"><li>CNC Device: Industrial PC </li><li>CPU: 64-bit high speed CPU </li><li>Operation Interface: 19 LCD touch-screen, \nKeyboard, Mouse </li><li>Input Interface: LAN, USB driver, RS-232 </li><li>Memory capacity: 32 GB SSD </li><li>Min. command unit: \n0.0001 mm (0.000004\") </li><li>Max. programmable dimension: \n±9999.9999 mm </li><li>Unit: Metric/Inch switchable<br></li></ul>','https://stengineers.com/admin/api/product-feature/features-280611722082606.jpg','4'),(6130,466,'<p><b>Auto Wire Threading</b></p><p><b>Reliable Auto Wire \nThreading System</b></p><ul><li>The EXCETEK AWT is a simple, proven and reliable design that provides continuous unmanned operation day and night. This advanced technology enables re-threading within the kerf.\nWire is annealed and guided by means of a water jet which can thread through workpieces up to 400m.</li></ul><p style=\"box-sizing: border-box;\"></p><ul><li style=\"box-sizing: border-box;\">The EXCETEK AWT is a simple, proven and reliable design that provides continuous unmanned operation day and night. This advanced technology enables re-threading within the kerf.</li><li style=\"box-sizing: border-box;\">Wire is annealed and guided by means of a water jet which can thread through workpieces up to 400m.</li></ul><p><b>High speed Auto Wire \nThreading System</b></p><ul><li>Workpiece thickness \n100mm </li><li>Annealing and cutting \nthe wire takes 10 seconds. </li><li>Threading the wire takes \n10 seconds.</li></ul><p><b>200mm submerged threading</b></p><p><b>400mm thickness can re-thread within the kerf</b></p>','https://stengineers.com/admin/api/product-feature/features-695811722082742.jpg','5'),(6131,466,'<p class=\"ml-50\"><b class=\"ml-50\">Power Generator System\n</b></p><p class=\"ml-50\"><b class=\"ml-50\">Discharge frequency and control </b></p><ul class=\"ml-50\"><li>The generator is designed to reduce system load \nand stabilize cutting conditions. </li><li>ASIC chip technology is used to increase circuit \nstability and discharge performance. </li><li>Real-time feedback of the discharge and cutting \nstatus is monitored and adjusted to reach optimum \nspeed and accuracy.</li></ul><p class=\"ml-50\"><b class=\"ml-50\">Electrolysis free cutting</b></p><p class=\"ml-50\">The Power Generator is equipped with EF Technology \nwhich enhances cutting efficiency and speed, while \nnearly eliminating the effects of electrolysis during \ndischarge.</p><p class=\"ml-50\"><b class=\"ml-50\">RTS (Real Time Sparking)</b></p><p class=\"ml-50\">Short response time provides feedback to ineffective \ndischarges and adjusts conditions to improve cutting \nefficiency.</p><p class=\"ml-50\"><b class=\"ml-50\">Digital Power Management (DPM)</b></p><p class=\"ml-50\">The Digital Power Management (DPM) system detects the discharge \ndensity, area, and capacity and automatically adjusts the power, wire \ntension and flushing to improve cutting speed while maintaining \nconsistent accuracy through varying workpiece thicknesses.<br></p>','https://stengineers.com/admin/api/product-feature/features-051941722082953.jpg','6'),(6132,467,'<ul><li>Rotary Table</li><li>Auto-Measurement System</li><li>Wire Chopper</li></ul>','https://stengineers.com/admin/api/product-feature/features-732861722083502.jpg','1'),(6133,467,'<p class=\"ml-50\"><span style=\"font-weight: bolder;\">Machine Feature</span></p><ul class=\"ml-50\"><li>Rigid U, V truss design.</li><li>Stainless steel work table with a hardness HRC 50°.</li><li>Cast machine base was designed using FEA to achieve high rigidity.</li><li>Extra-wide machine base.</li></ul>','https://stengineers.com/admin/api/product-feature/features-501971722083506.jpg','2'),(6134,467,'<p> Four-sided hardened Stainless Steel Table<br></p>','https://stengineers.com/admin/api/product-feature/features-074931722083511.jpg','3'),(6135,467,'<p class=\"ml-50\"><span style=\"font-weight: bolder;\">Controller and Generator System</span></p><p class=\"ml-50\"><span style=\"font-weight: bolder;\">The W6 controller is designed to deliver</span></p><ul class=\"ml-50\"><li>CNC Device: Industrial PC</li><li>CPU: 64-bit high speed CPU</li><li>Operation Interface: 19 LCD touch-screen, Keyboard, Mouse</li><li>Input Interface: LAN, USB driver, RS-232</li><li>Memory capacity: 32 GB SSD</li><li>Min. command unit: 0.0001 mm (0.000004\")</li><li>Max. programmable dimension: ±9999.9999 mm</li><li>Unit: Metric/Inch switchable</li></ul>','https://stengineers.com/admin/api/product-feature/features-183971722083515.jpg','4'),(6136,467,'<p><span style=\"font-weight: bolder;\">Auto Wire Threading</span></p><p><span style=\"font-weight: bolder;\">Reliable Auto Wire Threading System</span></p><ul><li>The EXCETEK AWT is a simple, proven and reliable design that provides continuous unmanned operation day and night. This advanced technology enables re-threading within the kerf. Wire is annealed and guided by means of a water jet which can thread through workpieces up to 400m.</li></ul><p></p><ul><li>The EXCETEK AWT is a simple, proven and reliable design that provides continuous unmanned operation day and night. This advanced technology enables re-threading within the kerf.</li><li>Wire is annealed and guided by means of a water jet which can thread through workpieces up to 400m.</li></ul><p><span style=\"font-weight: bolder;\">High speed Auto Wire Threading System</span></p><ul><li>Workpiece thickness 100mm</li><li>Annealing and cutting the wire takes 10 seconds.</li><li>Threading the wire takes 10 seconds.</li></ul><p><span style=\"font-weight: bolder;\">200mm submerged threading</span></p><p><span style=\"font-weight: bolder;\">400mm thickness can re-thread within the kerf</span></p>','https://stengineers.com/admin/api/product-feature/features-307651722083521.jpg','5'),(6137,467,'<p class=\"ml-50\"><span style=\"font-weight: bolder;\">Power Generator System</span></p><p class=\"ml-50\"><span style=\"font-weight: bolder;\">Discharge frequency and control</span></p><ul class=\"ml-50\"><li>The generator is designed to reduce system load and stabilize cutting conditions. </li><li>ASIC chip technology is used to increase circuit stability and discharge performance.</li><li>Real-time feedback of the discharge and cutting status is monitored and adjusted to reach optimum speed and accuracy.</li></ul><p class=\"ml-50\"><span style=\"font-weight: bolder;\">Electrolysis free cutting</span></p><p class=\"ml-50\">The Power Generator is equipped with EF Technology which enhances cutting efficiency and speed, while nearly eliminating the effects of electrolysis during discharge.</p><p class=\"ml-50\"><span style=\"font-weight: bolder;\">RTS (Real Time Sparking)</span></p><p class=\"ml-50\">Short response time provides feedback to ineffective discharges and adjusts conditions to improve cutting efficiency.</p><p class=\"ml-50\"><span style=\"font-weight: bolder;\">Digital Power Management (DPM)</span></p><p class=\"ml-50\">The Digital Power Management (DPM) system detects the discharge density, area, and capacity and automatically adjusts the power, wire tension and flushing to improve cutting speed while maintaining consistent accuracy through varying workpiece thicknesses.</p>','https://stengineers.com/admin/api/product-feature/features-501921722083526.jpg','6'),(6138,31,'<ul><li>The handheld unit developed independently is convenient for customer to use (only servo type)</li><li>High-efficiency and low-loss environmental control system,greatly improve the efficiency, reduce power dissipation.</li><li>Table Moving Part: X/Y axis adopts three-tier worktable struction guarantees the high cutting accuracy and make sure the table moving smoothly.</li><li>Multifunction work-piece fixture.</li><li>Z axis electric lifting.</li><li>X,Y axis digital read out(DRO).</li><li>Multiple filtration water tank.</li><li>Excellent Software with both design and operating function,multi-cutting makes the surface finishing close to brass wed m. Controller can accept & transfer different drawing format, easy to operate, greatly improve the work efficiency.</li><li>Intelligent database : Not necessary to input the cutting parameters manually, control system works out perfect parameters immediately after inputting job thickness, wire diameter and cutting times.The problem of different job accuracy caused by workers with different experiences wit! be solved.</li><li>X/Y axis drived by AC servo motors,after correcting by laser interferometer,improve the displacement accuracy and speed, (only servo type)</li><li>Wire Tension System : Adopts double direction wire tension system, keep the wire tension with same strength during the working time, which can protect the wire and reduce the wire broken possibility.</li><li>Wire Swing system:The first company in Chinese market that adopts linear guide way,make the swing drum</li><li>Moves smoothly without any unnecessary abrasion, a void many problems such as big abrasion, wire breaking,wire loosing etc caused by V-shape guide way.</li><li>Central lubrication system for the whole machine.</li><li>Taper/angle part:Well-designed high strenth taper device,ensures the displacement accuracy for moving and taper cutting</li></ul>','','1'),(6139,31,'<p class=\"ml-50\"><br></p>','','2'),(6140,31,'<p><br></p>','','3'),(6141,31,'<p class=\"ml-50\"><br></p>','','4'),(6142,31,'<p><br></p>','','5'),(6143,31,'<p class=\"ml-50\"><br></p>','','6'),(6144,32,'<ul><li>The handheld unit developed independently is convenient for customer to use (only servo type)</li><li>High-efficiency and low-loss environmental control system,greatly improve the efficiency, reduce power dissipation.</li><li>Table Moving Part: X/Y axis adopts three-tier worktable struction guarantees the high cutting accuracy and make sure the table moving smoothly.</li><li>Multifunction work-piece fixture.</li><li>Z axis electric lifting.</li><li>X,Y axis digital read out(DRO).</li><li>Multiple filtration water tank.</li><li>Excellent Software with both design and operating function,multi-cutting makes the surface finishing close to brass wed m. Controller can accept & transfer different drawing format, easy to operate, greatly improve the work efficiency.</li><li>Intelligent database : Not necessary to input the cutting parameters manually, control system works out perfect parameters immediately after inputting job thickness, wire diameter and cutting times.The problem of different job accuracy caused by workers with different experiences wit! be solved.</li><li>X/Y axis drived by AC servo motors,after correcting by laser interferometer,improve the displacement accuracy and speed, (only servo type)</li><li>Wire Tension System : Adopts double direction wire tension system, keep the wire tension with same strength during the working time, which can protect the wire and reduce the wire broken possibility.</li><li>Wire Swing system:The first company in Chinese market that adopts linear guide way,make the swing drum</li><li>Moves smoothly without any unnecessary abrasion, a void many problems such as big abrasion, wire breaking,wire loosing etc caused by V-shape guide way.</li><li>Central lubrication system for the whole machine.</li><li>Taper/angle part:Well-designed high strenth taper device,ensures the displacement accuracy for moving and taper cutting</li></ul>','','1'),(6145,32,'<p class=\"ml-50\"><br></p>','','2'),(6146,32,'<p><br></p>','','3'),(6147,32,'<p class=\"ml-50\"><br></p>','','4'),(6148,32,'<p><br></p>','','5'),(6149,32,'<p class=\"ml-50\"><br></p>','','6'),(6150,311,'<ul><li><span style=\" line-height: 107%; \">SKITEK presents cutting-edge wire EDM machines of\nunrivaled quality. Our dedication lies in advancing the industry, meeting\ncurrent demands, and understanding the usage of EDM machines</span></li><li>We inspire confidence by offering innovative EDM\nsolutions that go beyond customer satisfaction. The SKITEK Medium Speed\necirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC\noperations’ efficiency</li><li>Industries such as Aerospace, Die Moulding,\nAutomotive, Medical Device Manufacturing, and Tool Room Accessories\nManufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM\nmachines</li><li><span style=\" \">These cutting-edge machines\nmasterfully sculpt intricate shapes with unparalleled precision and\neffortlessly handle a vast array of materials.</span><br></li></ul>','https://stengineers.com/admin/api/product-feature/features-410681719231775.png','1'),(6151,311,'<ul class=\"ml-50\"><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li>The machine enables automatic adjustment of wire verticality.</li><li><span style=\"\">The Z - axis can rapidly elevate and automatically return to the memory position.</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-796211719231884.png','2'),(6152,311,'Sample Components','https://stengineers.com/admin/api/product-feature/features-394251719231929.png','3'),(6153,311,'<p class=\"ml-50\"><br></p>','','4'),(6154,311,'<p><br></p>','','5'),(6155,311,'<p class=\"ml-50\"><br></p>','','6'),(6156,312,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. Our dedication lies in advancing the industry, meeting current demands, and understanding the usage of EDM machines</li><li>We inspire confidence by offering innovative EDM solutions that go beyond customer satisfaction. The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-802131719232471.png','1'),(6157,312,'<ul class=\"ml-50\"><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li><span style=\"\">The machine enables automatic adjustment of wire verticality.</span></li><li><span style=\"\">The Z - axis can rapidly elevate and automatically return to the memory position.</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-314291719232489.png','2'),(6158,312,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-184951719232524.png','3'),(6159,312,'<p class=\"ml-50\"><br></p>','','4'),(6160,312,'<p><br></p>','','5'),(6161,312,'<p class=\"ml-50\"><br></p>','','6'),(6162,313,'<ul><li></li><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. Our dedication lies in advancing the industry, meeting current demands, and understanding the usage of EDM machines</li><li>We inspire confidence by offering innovative EDM solutions that go beyond customer satisfaction. The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-704311719232685.png','1'),(6163,313,'<ul class=\"ml-50\"><li>Five axis servo drive system.</li><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li>The machine enables automatic adjustment of wire verticality.</li><li>The Z - axis can rapidly elevate and automatically return to the memory position.</li></ul>','https://stengineers.com/admin/api/product-feature/features-308561719232728.png','2'),(6164,313,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-805621719232759.png','3'),(6165,313,'<p class=\"ml-50\"><br></p>','','4'),(6166,313,'<p><br></p>','','5'),(6167,313,'<p class=\"ml-50\"><br></p>','','6'),(6168,314,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. Our dedication lies in advancing the industry, meeting current demands, and understanding the usage of EDM machines</li><li>We inspire confidence by offering innovative EDM solutions that go beyond customer satisfaction. The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-108631719288338.png','1'),(6169,314,'<ul class=\"ml-50\"><li>Five axis servo drive system.</li><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li>The machine enables automatic adjustment of wire verticality.</li><li><span style=\"\">The Z - axis can rapidly elevate and automatically return to the memory position.</span></li></ul>','https://stengineers.com/admin/api/product-feature/features-602451719288357.png','2'),(6170,314,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-023851719288400.png','3'),(6171,314,'<p class=\"ml-50\"><br></p>','','4'),(6172,314,'<p><br></p>','','5'),(6173,314,'<p class=\"ml-50\"><br></p>','','6'),(6174,315,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. Our dedication lies in advancing the industry, meeting current demands, and understanding the usage of EDM machines</li><li>We inspire confidence by offering innovative EDM solutions that go beyond customer satisfaction. The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-645201719288664.png','1'),(6175,315,'<ul class=\"ml-50\"><li>Five axis servo drive system.</li><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li>The machine enables automatic adjustment of wire verticality.</li><li>The Z - axis can rapidly elevate and automatically return to the memory position.</li></ul>','https://stengineers.com/admin/api/product-feature/features-936011719288687.png','2'),(6176,315,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-537801719288737.png','3'),(6177,315,'<p class=\"ml-50\"><br></p>','','4'),(6178,315,'<p><br></p>','','5'),(6179,315,'<p class=\"ml-50\"><br></p>','','6'),(6180,316,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. 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The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-371541719289018.png','1'),(6181,316,'<ul class=\"ml-50\"><li>Five axis servo drive system.</li><li><span style=\"\">The machine includes automatic center finding and automatic edge finding capabilities.</span></li><li>The machine enables automatic adjustment of wire verticality.</li><li>The Z - axis can rapidly elevate and automatically return to the memory position.</li></ul>','https://stengineers.com/admin/api/product-feature/features-260811719289041.png','2'),(6182,316,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-406391719289080.png','3'),(6183,316,'<p class=\"ml-50\"><br></p>','','4'),(6184,316,'<p><br></p>','','5'),(6185,316,'<p class=\"ml-50\"><br></p>','','6'),(6186,317,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. 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The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-478051719289252.png','1'),(6187,317,'<ul class=\"ml-50\"><li>Five axis servo drive system.</li><li><span style=\"\">The machine includes automatic center finding and automatic edge finding capabilities.</span></li><li>The machine enables automatic adjustment of wire verticality.</li><li>The Z - axis can rapidly elevate and automatically return to the memory position.</li></ul>','https://stengineers.com/admin/api/product-feature/features-364781719289270.png','2'),(6188,317,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-034811719289305.png','3'),(6189,317,'<p class=\"ml-50\"><br></p>','','4'),(6190,317,'<p><br></p>','','5'),(6191,317,'<p class=\"ml-50\"><br></p>','','6'),(6192,318,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. Our dedication lies in advancing the industry, meeting current demands, and understanding the usage of EDM machines</li><li>We inspire confidence by offering innovative EDM solutions that go beyond customer satisfaction. The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-024361719289599.png','1'),(6193,318,'<p class=\"ml-50\">The machine includes automatic center finding and automatic edge finding capabilities.</p><p class=\"ml-50\">The machine enables automatic adjustment of wire verticality.</p><p class=\"ml-50\">The Z - axis can rapidly elevate and automatically return to the memory position.</p><p class=\"ml-50\">Maximum taper of ±10° / 80 mm can be cut.</p>','https://stengineers.com/admin/api/product-feature/features-793541719289617.png','2'),(6194,318,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-914081719289646.png','3'),(6195,318,'<p class=\"ml-50\"><br></p>','','4'),(6196,318,'<p><br></p>','','5'),(6197,318,'<p class=\"ml-50\"><br></p>','','6'),(6198,319,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. 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The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-978641719289890.png','1'),(6199,319,'<ul class=\"ml-50\"><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li>The machine enables automatic adjustment of wire verticality.</li><li>The Z - axis can rapidly elevate and automatically return to the memory position.</li><li>Maximum taper of ±10° / 80 mm can be cut.</li></ul>','https://stengineers.com/admin/api/product-feature/features-549031719289907.png','2'),(6200,319,'<p>Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-123451719289938.png','3'),(6201,319,'<p class=\"ml-50\"><br></p>','','4'),(6202,319,'<p><br></p>','','5'),(6203,319,'<p class=\"ml-50\"><br></p>','','6'),(6204,320,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. 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The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-123601719290123.png','1'),(6205,320,'<ul class=\"ml-50\"><li>The machine includes automatic center finding and automatic edge finding capabilities.</li><li>The machine enables automatic adjustment of wire verticality.</li><li>The Z - axis can rapidly elevate and automatically return to the memory position.</li><li>Maximum taper of ±10° / 80 mm can be cut.</li></ul>','https://stengineers.com/admin/api/product-feature/features-128561719290165.png','2'),(6206,320,'<p style=\"text-align: center; \">Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-728641719290192.png','3'),(6207,320,'<p class=\"ml-50\"><br></p>','','4'),(6208,320,'<p><br></p>','','5'),(6209,320,'<p class=\"ml-50\"><br></p>','','6'),(6210,321,'<ul><li>SKITEK presents cutting-edge wire EDM machines of unrivaled quality. 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The SKITEK Medium Speed ecirculating Wire CNC Wire EDM is meticulously engineered to enhance CNC operations’ efficiency</li><li>Industries such as Aerospace, Die Moulding, Automotive, Medical Device Manufacturing, and Tool Room Accessories Manufacturing rely on SKITEK Medium Speed Recirculating Wire CNC Wire EDM machines</li><li>These cutting-edge machines masterfully sculpt intricate shapes with unparalleled precision and effortlessly handle a vast array of materials.</li></ul>','https://stengineers.com/admin/api/product-feature/features-125731719290361.png','1'),(6211,321,'<p class=\"ml-50\">The machine includes automatic center finding and automatic edge finding capabilities.</p><p class=\"ml-50\">The machine enables automatic adjustment of wire verticality.</p><p class=\"ml-50\">The Z - axis can rapidly elevate and automatically return to the memory position.</p><p class=\"ml-50\">Maximum taper of ±10° / 80 mm can be cut.</p>','https://stengineers.com/admin/api/product-feature/features-019721719290379.png','2'),(6212,321,'<p style=\"text-align: center; \">Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-470961719290406.png','3'),(6213,321,'<p class=\"ml-50\"><br></p>','','4'),(6214,321,'<p><br></p>','','5'),(6215,321,'<p class=\"ml-50\"><br></p>','','6'),(6228,66,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes.</li><li>The machine offers versatile electrode and mould processing capabilities</li><li>Special dedicated circuit for tungsten carbide machining</li><li>Equipped with Panasonic AC Servo Drive</li><li>Anti arc control system to prevent the damage to work piece<br></li></ul><br><p></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-645811710399037.png','1'),(6229,66,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures.<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-567231710389254.png','2'),(6230,66,'<ul><li>15\" TFT Display with 1 micron resolution</li><li>It comes equipped with a touch panel, USB ports, and Ethernet ports, enabling internet connectivity. 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Facilitating remote and real time monitoring</li><li>Electrode holder axis corrector assembly with piding head for easy alignment</li><li>Featuring an advanced automation interface that supports remote command transmission, machine positioning, processing, machine status feedback, and automatic processing scheme matching<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-543611710393648.png','3'),(6261,71,'<ul class=\"ml-50\"><li>It achieves positioning accuracy at nanometre level (0.0001 mm)</li><li>It offers support for the C axis and ATC (optional)<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-209411710393678.png','4'),(6262,71,'<ul><li>Achieve best surface finish ≤0.07 µm Ra<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-927831710393694.png','5'),(6263,71,'<p class=\"ml-50\"><br></p>','','6'),(6264,72,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes</li><li>The machine offers versatile electrode and mould processing capabilities</li><li>Special dedicated circuit for tungsten carbide machining</li><li>Equipped with Panasonic AC Servo Drive</li><li>Anti arc control system to prevent the damage to work piece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-824671710396181.png','1'),(6265,72,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-051791710396209.png','2'),(6266,72,'<ul><li>15\" TFT Display with 1 micron resolution</li><li>It comes equipped with a touch panel, USB ports, and Ethernet ports, enabling internet connectivity. 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Facilitating remote and real time monitoring</li><li>Electrode holder axis corrector assembly with piding head for easy alignment</li><li>Featuring an advanced automation interface that supports remote command transmission, machine positioning, processing, machine status feedback, and automatic processing scheme matching<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-602951710396822.png','3'),(6273,73,'<ul class=\"ml-50\"><li>It achieves positioning accuracy at nanometre level (0.0001 mm)</li><li>It offers support for the C axis and ATC (optional)<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-825161710396868.png','4'),(6274,73,'<ul><li>Achieve best surface finish ≤0.07 µm Ra<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-946711710396885.png','5'),(6275,73,'<p class=\"ml-50\"><br></p>','','6'),(6276,74,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes</li><li>The machine offers versatile electrode and mould processing capabilities</li><li>Special dedicated circuit for tungsten carbide machining</li><li>Equipped with Panasonic AC Servo Drive</li><li>Anti arc control system to prevent the damage to work piece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-086151710400004.png','1'),(6277,74,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-926371710400030.png','2'),(6278,74,'<ul><li>15\" TFT Display with 1 micron resolution</li><li>It comes equipped with a touch panel, USB ports, and Ethernet ports, enabling internet connectivity. Facilitating remote and real time monitoring</li><li>Electrode holder axis corrector assembly with piding head for easy alignment</li><li>Featuring an advanced automation interface that supports remote command transmission, machine positioning, processing, machine status feedback, and automatic processing scheme matching<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-592461710400079.png','3'),(6279,74,'<ul class=\"ml-50\"><li>It achieves positioning accuracy at nanometre level (0.0001 mm)</li><li>It offers support for the C axis and ATC (optional)<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-761591710400099.png','4'),(6280,74,'<ul><li>Achieve best surface finish ≤0.07 µm Ra<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-861251710400115.png','5'),(6281,74,'<p class=\"ml-50\"><br></p>','','6'),(6282,75,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes</li><li>The machine offers versatile electrode and mould processing capabilities</li><li>Special dedicated circuit for tungsten carbide machining</li><li>Equipped with Panasonic AC Servo Drive</li><li>Anti arc control system to prevent the damage to work piece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-364271710400583.png','1'),(6283,75,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-025471710400631.png','2'),(6284,75,'<ul><li>15\" TFT Display with 1 micron resolution</li><li>It comes equipped with a touch panel, USB ports, and Ethernet ports, enabling internet connectivity. Facilitating remote and real time monitoring</li><li>Electrode holder axis corrector assembly with piding head for easy alignment</li><li>Featuring an advanced automation interface that supports remote command transmission, machine positioning, processing, machine status feedback, and automatic processing scheme matching<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-259431710400673.png','3'),(6285,75,'<ul class=\"ml-50\"><li>It achieves positioning accuracy at nanometre level (0.0001 mm)</li><li>It offers support for the C axis and ATC (optional)<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-018291710400699.png','4'),(6286,75,'<ul><li>Achieve best surface finish ≤0.07 µm Ra<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-698231710400714.png','5'),(6287,75,'<p class=\"ml-50\"><br></p>','','6'),(6288,76,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes</li><li>The machine offers versatile electrode and mould processing capabilities</li><li>Special dedicated circuit for tungsten carbide machining</li><li>Equipped with Panasonic AC Servo Drive</li><li>Anti arc control system to prevent the damage to work piece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-701491710401707.png','1'),(6289,76,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-972631710401732.png','2'),(6290,76,'<ul><li>15\" TFT Display with 1 micron resolution</li><li>It comes equipped with a touch panel, USB ports, and Ethernet ports, enabling internet connectivity. Facilitating remote and real time monitoring</li><li>Electrode holder axis corrector assembly with piding head for easy alignment</li><li>Featuring an advanced automation interface that supports remote command transmission, machine positioning, processing, machine status feedback, and automatic processing scheme matching<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-634971710401799.png','3'),(6291,76,'<ul class=\"ml-50\"><li>It achieves positioning accuracy at nanometre level (0.0001 mm)</li><li>It offers support for the C axis and ATC (optional)<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-219051710401821.png','4'),(6292,76,'<ul><li>Achieve best surface finish ≤0.07 µm Ra<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-365981710401835.png','5'),(6293,76,'<p class=\"ml-50\"><br></p>','','6'),(6294,77,'<ul><li>The machine’s exceptional stability and rapid performance in precision processing make it exceptionally efficient for production purposes</li><li>The machine offers versatile electrode and mould processing capabilities</li><li>Special dedicated circuit for tungsten carbide machining</li><li>Equipped with Panasonic AC Servo Drive</li><li>Anti arc control system to prevent the damage to work piece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-730411710402335.png','1'),(6295,77,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-837921710402223.png','2'),(6296,77,'<ul><li>15\" TFT Display with 1 micron resolution</li><li>It comes equipped with a touch panel, USB ports, and Ethernet ports, enabling internet connectivity. Facilitating remote and real time monitoring</li><li>Electrode holder axis corrector assembly with piding head for easy alignment</li><li>Featuring an advanced automation interface that supports remote command transmission, machine positioning, processing, machine status feedback, and automatic processing scheme matching<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-846391710402340.png','3'),(6297,77,'<ul class=\"ml-50\"><li>It achieves positioning accuracy at nanometre level (0.0001 mm)</li><li>It offers support for the C axis and ATC (optional)<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-259411710402370.png','4'),(6298,77,'<ul><li>Achieve best surface finish ≤0.07 µm Ra<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-419581710402388.png','5'),(6299,77,'<p class=\"ml-50\"><br></p>','','6'),(6300,78,'<ul><li>Low Power consumption</li><li>Compact foot print</li><li>Ball screw for X/Y Axis</li><li>Machine build on integral type rigid casting structure</li><li>Electrode Holder Axis corrector assembly with piding head for easy alignment</li><li>Safety interlock for Z-Axis upper and lower limit</li><li>Safety power shutoff switches in generator door<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-465231710480569.png','1'),(6301,78,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-593811710480630.png','2'),(6302,78,'<ul><li>15\" inch TFT Display screen with 1micron resolution</li><li>Special circuit for tungsten carbide machining</li><li>Anti arc control system to prevent damage to workpiece</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-351261710480676.png','3'),(6303,78,'<p class=\"ml-50\"><br></p>','','4'),(6304,78,'<p><br></p>','','5'),(6305,78,'<p class=\"ml-50\"><br></p>','','6'),(6306,79,'<ul><li>Low Power consumption</li><li>Compact foot print</li><li>Ball screw for X/Y Axis</li><li>Machine build on integral type rigid casting structure</li><li>Electrode Holder Axis corrector assembly with piding head for easy alignment</li><li>Safety interlock for Z-Axis upper and lower limit</li><li>Safety power shutoff switches in generator door<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-294831710482347.png','1'),(6307,79,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-294031710482371.png','2'),(6308,79,'<ul><li>15\" inch TFT Display screen with 1micron resolution</li><li>Special circuit for tungsten carbide machining</li><li>Anti arc control system to prevent damage to workpiece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-873541710482552.png','3'),(6309,79,'<p class=\"ml-50\"><br></p>','','4'),(6310,79,'<p><br></p>','','5'),(6311,79,'<p class=\"ml-50\"><br></p>','','6'),(6312,80,'<ul><li>Low Power consumption</li><li>Compact foot print</li><li>Ball screw for X/Y Axis</li><li>Machine build on integral type rigid casting structure</li><li>Electrode Holder Axis corrector assembly with piding head for easy alignment</li><li>Safety interlock for Z-Axis upper and lower limit</li><li>Safety power shutoff switches in generator door<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-615891710483391.png','1'),(6313,80,'<ul class=\"ml-50\"><li>Advanced encoder for precise procedure tracking</li><li>Industrial 4.0 EtherCAT communication processing system</li><li>Remote access facilitates the execution of a wide range of adjustments, diagnostics, and monitoring procedures<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-768041710483421.png','2'),(6314,80,'<ul><li>15\" inch TFT Display screen with 1micron resolution</li><li>Special circuit for tungsten carbide machining</li><li>Anti arc control system to prevent damage to workpiece<br></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-108521710483481.png','3'),(6315,80,'<p class=\"ml-50\"><br></p>','','4'),(6316,80,'<p><br></p>','','5'),(6317,80,'<p class=\"ml-50\"><br></p>','','6'),(6318,332,'<ul><li>4 Axis Stepper Motor Movement</li><li>Z-Axis Motorized Movement</li><li>Max. Cutting Speed ≥180 mm²/min ( φ0.18mm at 60mm Thickness)</li><li>Best Surface Finish - Ra≤1.2µm</li><li>Hand-held Remote Control Unit</li><li>X/Y Axis Linear Motion Guideways Driven By Ball Screw</li><li>Avg. Power Consumption-1.5 KVA</li><li>Centralized Lubrication System</li></ul>','https://stengineers.com/admin/api/product-feature/features-210651719393013.jpg','1'),(6319,332,'<p class=\"ml-50\">SF-25-50 General Specification</p>','https://stengineers.com/admin/api/product-feature/features-148791719393051.jpg','2'),(6320,332,'<p>SF-25-50 Controller Specification<br></p>','https://stengineers.com/admin/api/product-feature/features-268141719393057.jpg','3'),(6321,332,'<p class=\"ml-50\">SF-63-120 General Specification<br></p>','https://stengineers.com/admin/api/product-feature/features-248951719393062.jpg','4'),(6322,332,'<p>SF-63-120 Controller Specification<br></p>','https://stengineers.com/admin/api/product-feature/features-612041719393067.jpg','5'),(6323,332,'<p class=\"ml-50\">Sample Components</p>','https://stengineers.com/admin/api/product-feature/features-318451719393071.jpg','6'),(6324,474,'<ul><li>Max Z axis travel is 380mm, can install max 500mm length brass tube.</li><li>Z axis move up and down very quick, travel from bottom to topside only need 10 second.</li><li>Max drilling speed is faster than normal EDM drilling machine.</li><li>Adopt electric pump, which is stable and reliable.</li><li>Brass tube consume is only 1/3 of normal edm drilling machine.</li><li>One-key start & auto-match parameters.</li></ul>','https://stengineers.com/admin/api/product-feature/features-478951731928488.png','1'),(6325,474,'<p class=\"ml-50\"><b class=\"ml-50\">Rotary Unit</b></p><p class=\"ml-50\">Rotate speed(r/pm) - 130 (Adjustable)</p><p class=\"ml-50\"><span style=\"\">Max Z axis speed(mm/min) - 1200</span></p><p class=\"ml-50\">Max workpiece height (mm) - 290</p><p class=\"ml-50\">Rotary union type - Tungsten steel connect</p><p class=\"ml-50\">Electrode chuck type - Manual chuck</p>','https://stengineers.com/admin/api/product-feature/features-291461731928583.png','2'),(6326,474,'<p><b>Water Pump</b></p><p>Water pump type - Electric</p><p>Max water pressure (Mpa) - 8</p>','https://stengineers.com/admin/api/product-feature/features-347961731928648.png','3'),(6327,474,'<p class=\"ml-50\"><br></p>','','4'),(6328,474,'<p><br></p>','','5'),(6329,474,'<p class=\"ml-50\"><br></p>','','6'),(6390,13,'<p><span style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The SKITEK machine is capable of moving in three directions through one precise V and flat way therefore ensuring high precision in all three axes.</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-254031704864076.jpg','1'),(6391,13,'<p class=\"ml-50\"><span style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The grinding table and its slideways, on the table and position, are fully supported along with the cross slide, which is supported by overhangs</span><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-879461704864080.jpg','2'),(6392,13,'<p class=\"ewa-rteLine\" style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\">The SKITEK surface and grinding machine has multifaceted grinding abilities that include</p><ul><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Surface grinding</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Plunge grinding</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Crisscross grinding</li><li style=\"color: rgb(0, 0, 0); white-space-collapse: preserve;\"> Two sides feed grinding</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-386741704864087.jpg','3'),(6393,13,'<p class=\"ml-50\"><br></p>','','4'),(6394,13,'<p><br></p>','','5'),(6395,13,'<p class=\"ml-50\"><br></p>','','6'),(6396,58,'<p><br></p>','','1'),(6397,58,'<p class=\"ml-50\"><br></p>','','2'),(6398,58,'<p><br></p>','','3'),(6399,58,'<p class=\"ml-50\"><br></p>','','4'),(6400,58,'<p><br></p>','','5'),(6401,58,'<p class=\"ml-50\"><br></p>','','6'),(6450,59,'<p><br></p>','','1'),(6451,59,'<p class=\"ml-50\"><br></p>','','2'),(6452,59,'<p><br></p>','','3'),(6453,59,'<p class=\"ml-50\"><br></p>','','4'),(6454,59,'<p><br></p>','','5'),(6455,59,'<p class=\"ml-50\"><br></p>','','6'),(6516,463,'<ul><li>Hydraulic System</li><li>Ultra High Rigid Pattern Structure</li><li>Lubrication of Toggle and Guide Sleeve</li><li>Standardized Robot Mounting</li><li>Open and Close Mould brake oil circuit design</li><li>Box Type Structure</li><li>Moving platen with extended siding foot</li></ul>','https://stengineers.com/admin/api/product-feature/features-392561721233903.jpg','1'),(6517,463,'<ul class=\"ml-50\"><li>Injection Unit System</li><li>Twin Carriage Cylinders</li><li>Proportional back pressure control</li><li>Electric Plasticizing System</li><li>Injection double layer linear rail structure</li><li>Rotational Injection Unit</li><li>Sliding Hopper</li><li>High Plasticized Screw</li></ul>','https://stengineers.com/admin/api/product-feature/features-641921721233908.jpg','2'),(6518,463,'<ul><li>Electrical & Hydraulic System</li><li>Specialized Controller</li><li>Non-Welded Pipe, Cleaner Hydraulic System</li><li>More Personalized settings</li><li>New Generation of Servo System</li><li>Professional Electrical Layout and brand components</li><li>Advanced Hydraulic Safety standard</li></ul>','https://stengineers.com/admin/api/product-feature/features-340191721233916.jpg','3'),(6519,463,'<p class=\"ml-50\"><br></p>','','4'),(6520,463,'<p><br></p>','','5'),(6521,463,'<p class=\"ml-50\"><br></p>','','6'),(6522,54,'<ul><li>Machines for a Wide Range of Applications: Daily Essentials, Home Appliances, Medical, Logistics, Construction</li><li>The energy-saving effect is superior.</li><li>Injection weight repeatability ≤0.3％; The repeat accuracy of mold opening <span style=\"\">position is≤1mm.</span></li><li><span style=\"\">Huge mold space, Modular design of mold opening cylinder.</span></li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-297851708928916.png','1'),(6523,54,'<p class=\"ml-50\">Clamping Unit</p><ul class=\"ml-50\"><li>Huge mold space, clamping stroke can be expanded </li><li>Mould open position repeat accuracy ≤1mm </li><li>Modular design of mold opening cylinder </li><li>Increased mold support weight by 15% Tie-bar load eccentric ≤4%</li></ul><p class=\"ml-50\"><br></p>','https://stengineers.com/admin/api/product-upload/product-feature/features-926781708928922.png','2'),(6524,54,'<ol><li>Stable synchronous lock structure: Lock cylinder with buffer unit. Accurate alignment without impact, stable tie bar position with even force.</li><li>Huge mold space and opening stroke: Flexible for more molds. The exclusive mold protection function of the two-platen machine is safe and reliable.</li><li><span style=\"\">Pullsure™ technology (option): Solves customer factory height limits, improves mold change efficiency</span></li><li>Short stroke clamping cylinder: Boosting stroke can speed up clamping force built, so mold force can be more even.</li><li>Sliding foot oblique iron type support device: Can support heavier molds, mold Support weight increased by 15%</li><li>High repeatability: Mold opening and closing controller by proportional valve, improve mold opening position and repeat the position accuracy, the repeat accuracy is within ±0.5mm</li><li>Diagonal parallel cylinder structure: High speed cylinder with Diagonal parallel structure, guarantees stable and fast mold clamping & opening, shortens dry cycle time</li></ol>','https://stengineers.com/admin/api/product-upload/product-feature/features-148691708928991.png','3'),(6525,54,'<p 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Even using the small-diameter tools for high speed cutting can achieve refined machining roughness (Spindle cooling system: std.)</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-497251712215849.jpg','2'),(7886,105,'<p><b>High Stability Tool Magazine</b></p><ul><li>The bi-directional tool selection design takes the shortest random path.</li><li>The standard tool magazine is equipped with 24T, for more machining demands, the tool magazine can be expanded to 30T/40T.</li><li>Absolute encoder and inventor control in ATC improve the tool change time 1.8 sec. only.</li><li>Tool change speed can be adjustable.</li></ul>','https://stengineers.com/admin/api/product-upload/product-feature/features-694201712215877.jpg','3'),(7887,105,'<p class=\"ml-50\"><b class=\"ml-50\">Automatic Tool Magazine Door Design</b></p><ul class=\"ml-50\"><li>Pneumatic cylinder driven.</li><li>Prevent coolant and chips from entering tool 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Machine Casting is designed based on the FEA analysis for increasing the rigidity.','Travel','U/V Travel','Axis','Travel 800X500x350','U/V Travel - 160x160','Axis - 5-Axis Servo','EXCETEK CNC Wire EDM Machines VG850 G Plus','Top Quality CNC Wire EDM Machines EXCETEK VG850 G Plus - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machine Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK VG850 G Plus','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(4,'ST3015G','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','sf3015g','https://stengineers.com/admin/api/product-upload/thumb-023611744355091.png','https://stengineers.com/admin/api/product-upload/product-563841744355098.png','',1,'active','','71','74','30',0,0,'<iframe width=\"520\" height=\"515\" src=\"https://www.youtube.com/embed/pTVIawDIgRc?si=bt7AqVhDlG1vfUoH\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','The ST3015G metal sheet laser cutting machine is used to cut mild steel, stainless steel, aluminum alloy, brass and other steel; Application in automobile industry, sheet metal industry, furniture industry, advertising industry, etc.','Diverse Material Cutting','Speed ','Work Area','Diverse Material Cutting','80m/min','3050x1525','STM Laser Cutting Machines Metal Sheet Cutting ST3015G','Best CNC Laser Cutting Machines STM ST3015G','S&T Engineers - Best CNC Sheet Metal Fiber Laser Cutting Machines from leading CNC Machines Suppliers. S&T Engineers Supply the best range of CNC Fiber laser machines from top brand STM. Laser Cutting Machines STM ST3015G','CNC machines, machine tools, CNC Machines Supplier, fiber laser cutting machine, sheet metal laser cutting machines, industrial laser cutting machine, laser cutting machine price'),(5,'PM200','SKITEK Vertical Turret Milling Machine PM200','pm200','https://stengineers.com/admin/api/product-upload/thumb-267091709631742.png','https://stengineers.com/admin/api/product-upload/product-065421704465198.png,https://stengineers.com/admin/api/product-upload/product-645281709631750.png','',1,'active','','9','10','10',0,0,'<iframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/yxQXv00U2lo?si=64SNztu7po4fgyLn\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" allowfullscreen></iframe>','Meehanite casting with annealing and stress relieving treatment. Dovetail on both axis Turcite – B coated on x and y ways','Table Size','Travel (X and Y)','Spindle','1067 x 230 mm','680 x 355','Taper: R8 or NT 30#','SKITEK Milling Machine PM200','S&T SKITEK Vertical Turret Milling Machine PM200 - S&T Engineers','S&T Engineers - Durable CNC Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Milling Machines. S&T SKITEK Milling Machine PM200','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(8,'NH500A','YCM CNC Horizontal Machining Center NH500A','nh500a','https://stengineers.com/admin/api/product-upload/thumb-956871707284577.jpg','https://stengineers.com/admin/api/product-upload/product-352741707284583.jpg','',36,'active','','1','5','1',0,0,'','S&T Engineers is the Authorised distributors of YCM HMC Machines in India. YCM High precision and reliable fast spindle, rapid speeds NH Series pallet changing HMC machines well suited for high productive application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 15000\nSpindle Taper (Opt.) - BBT40\n\n','Travel(mm)(X-Y-Z) - 800-730-800\n\n','Tool Magazine Capacity (Opt.)(T) - 60(120)\n\n','YCM CNC Horizontal Machining Center NH500A','Top quality CNC Horizontal Machining Center YCM NH500A - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center YCM NH500A','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(9,'WIM-SKD1312','WIM Deep Hole Drilling Machine WIM-SKD1312 ','wim-skd1312','https://stengineers.com/admin/api/product-upload/thumb-853211704800934.jpg','https://stengineers.com/admin/api/product-upload/product-601541704800941.jpg','',1,'active','','1','6','6',0,0,'','New three-axis CNC deep hole drilling machine ” SKD is mainly used for deep hole processing of mold and hole processing of guide column and guide sleeve.','Highlight 1','Highlight 2','Highlight 3','1300x1200','6000rpm','0-300','WIM Deep Hole Drilling Machine WIM-SKD1312 ','High Precision Deep Hole Drilling Machine WIM SKD1312 - S&T Engineers','S&T Engineers - Buy high-performance Deep Hole Drilling machines from leading CNC machine Suppliers. High Precision CNC 3-axis Deep Hole Drilling Machine at best price - WIM SKD1312','CNC machines, machine tools, deep hole drilling machine, CNC deep hole drilling, drilling machine, CNC Machines Supplier'),(13,'SK3060ADS','SKITEK Surface Grinding Machines SK3060ADS','sk3060ads','https://stengineers.com/admin/api/product-upload/thumb-918571709623712.png','https://stengineers.com/admin/api/product-upload/product-301421704863951.jpg','',2,'active','','9','17','10',0,0,'','The SKITEK surface and grinding machine has multifaceted grinding abilities that include Surface grinding, Plunge grinding, Crisscross grinding, Two sides feed grinding.','Grinding Area ','Spindle Power ','Grinding Wheel','Grinding Area - 900*300','Spindle Power - 2.2-5.5','Grinding Wheel - 250x20x76.2','SKITEK Surface Grinding Machines SK3060ADS','S&T SKITEK Innovative Surface Grinding Machines SK3060ADS - S&T Engineers','S&T Engineers - Versatile Surface Grinding Machines offer flexibility and adaptability for a variety of grinding applications. S&T Engineers offers a comprehensive range of high-precision Surface Grinding Machines. S&T SKITEK Surface Grinding Machines SK3060ADS','CNC machines, machine tools, CNC Machines Supplier, surface grinding machines, grinding machines, surface grinder, surface grinding machines for sale'),(16,'LX250E','SKITEK Metal Cutting Saw LX250E','lx250e','https://stengineers.com/admin/api/product-upload/thumb-239461704871743.png','https://stengineers.com/admin/api/product-upload/product-718651704871746.png','',3,'inactive','','9','80','10',0,0,'','Power driven wire brush. Human-machine interface control panel. Hydraulic blade tension','Capacity ','Blade Size','Blade Speed ','Capacity - 250x300','Blade Size - 27x0.9x3510','\"Blade Speed - 30~85 mpm (60HZ) \n25~70 mpm (50HZ)\"','SKITEK Metal Cutting Saw LX250E','S&T SKITEK Heavy Duty Metal Cutting Saw LX250E - S&T Engineers','S&T Engineers - Industrial Metal Cutting Saw Machines designed for demanding cutting tasks in heavy industrial environments. S&T Engineers offers a comprehensive range of high-precision metal cutting saws. S&T SKITEK Metal Cutting Saw LX250E','CNC machines, machine tools, CNC Machines Supplier, metal cutting saw, vertical bandsaw machine, band saw, band saw machine'),(17,'SPREX 80YC/800YC','SpreX Die Spotting Press 80YC/800YC','sprex-80yc800yc','https://stengineers.com/admin/api/product-upload/thumb-639501729679613.jpg','https://stengineers.com/admin/api/product-upload/product-392181729679523.jpg','',1,'active','','1','19','13',2500000,2000000,'','Guide-pillar Die Spotting Machine\nThe SpreX die spotting machine presses the mold with high clamping accuracy and uniform clamping pressure.','Energy Saving Equipment','Reduced Mould Matching Time','Self Lubricating','30% Energy Saving','30% reduced mould matching time','Oil Free Operation','SpreX Die Spotting Press 80YC/800YC','High Performance Die Spotting Press SPREX 80YC/800YC - S&T Engineers','S&T Engineers - Achieve high accuracy with WIM die spotting press machines from leading CNC machine suppliers. High Precision WIM brand Die Spotting Press at best price - SPREX 80YC/800YC','CNC machines, machine tools, die spotting press, die spotting machine, CNC machine supplier'),(24,'EDM EX40','S&T EXCETEK CNC Wire EDM EX40','edm-ex40-','https://stengineers.com/admin/api/product-upload/thumb-074681707196279.jpg','https://stengineers.com/admin/api/product-upload/product-178021707196282.jpg','',2,'active','','3','7','8',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/rM51fgCgx4U?si=vKOgPFfvntVLcJ1c\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','S&T EXCETEK CNC Wire EDM EX40 With the make in India initiative are the finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control','Machine Dimension','Travel - (X,Y)/(U,V)/Z - 400*300/80 * 80/220\n','Axes control - 5 Axis AC Servo Motor\n','Machine Dimension - W2100 X D2300 X H2175\n','S&T EXCETEK CNC Wire EDM EX40','Top Quality CNC Wire EDM Machines S&T Excetek EX40 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK S&T EX40','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(25,'NP400L','EXCETEK CNC Wire EDM NP400L','np400l','https://stengineers.com/admin/api/product-upload/thumb-234051707199047.jpg','https://stengineers.com/admin/api/product-upload/product-950211707199399.jpg,https://stengineers.com/admin/api/product-upload/product-952181707199671.jpg','',3,'active','','3','7','8',0,0,'','EXCETEK CNC Wire EDM NP400L are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control ','Machine Dimension','Travel - (X,Y)/(U,V)/Z - 400*300/80 * 80/220\n','Axes control - XY axis linear motor, UV Z axis AC servo motor\n','Machine Dimension - 2260 x 2525 x 2100\n','EXCETEK CNC Wire EDM NP400L','Top Quality CNC Wire EDM Machines EXCETEK NP400L - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machine Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK NP400L ','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(28,'NP500L','EXCETEK CNC Wire EDM NP500L','np500l','https://stengineers.com/admin/api/product-upload/thumb-402391707205132.jpg','https://stengineers.com/admin/api/product-upload/product-943871707206510.jpg,https://stengineers.com/admin/api/product-upload/product-398511707206515.jpg','',4,'active','','3','7','8',0,0,'','EXCETEK CNC Wire EDM NP500L are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control ','Machine Dimension','Travel - (X,Y)/(U,V)/Z - 500*300/120 * 120/310\n','Axes control - XY axis linear motor, UV Z axis AC servo motor\n','Machine Dimension - 2590 x 2575 x 2165\n','EXCETEK CNC Wire EDM NP500L','Top Quality CNC Wire EDM Machines EXCETEK NP500L - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK NP500L','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(29,' VG400','EXCETEK CNC Wire EDM VG400','edm-vg400','https://stengineers.com/admin/api/product-upload/thumb-746301707208719.jpg','https://stengineers.com/admin/api/product-upload/product-910641707208732.jpg,https://stengineers.com/admin/api/product-upload/product-234791707208736.jpg','',5,'active','','3','7','8',0,0,'','EXCETEK CNC Wire EDM VG400 are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control ','','Travel - (X,Y)/(U,V)/Z - 400*300/80 * 80/220\n','Axes control - 5 Axis AC servo motor\n','','EXCETEK CNC Wire EDM VG400','Top Quality CNC Wire EDM Machines EXCETEK VG400 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK VG400','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(30,'VG500','EXCETEK CNC Wire EDM VG500','vg500','https://stengineers.com/admin/api/product-upload/thumb-216081707216072.jpg','https://stengineers.com/admin/api/product-upload/product-764511707216084.jpg,https://stengineers.com/admin/api/product-upload/product-392561707216088.jpg','',6,'active','','3','7','8',0,0,'','EXCETEK CNC Wire EDM VG500are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control ','','Travel - (X,Y)/(U,V)/Z - 500*300/80 * 80/220\n','Axes control - 5 Axis AC servo motor\n','','EXCETEK CNC Wire EDM VG500','Top Quality CNC Wire EDM Machines EXCETEK VG500 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK VG500','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(31,'SR-400/G','SKITEK Medium Speed CNC Wire EDM SR-400/G','sr-400g','https://stengineers.com/admin/api/product-upload/thumb-850431707213222.jpg','https://stengineers.com/admin/api/product-upload/product-978461707213225.jpg','',1,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-400/G are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control ','Machine Dimension','Travel - (X,Y,Z) - 300*400*250\n','Axes control - 4 axis AC servo (X, Y, U, V) & Z-DC Servo\n','Machine Dimension - 1160 x 1650 x 1850\n','SKITEK Medium Speed CNC Wire EDM SR-400/G','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-400/G - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM Machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-400/G','CNC machines, machine tools, CNC Machines Supplier,CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(32,'SR-500/G','SKITEK Medium Speed CNC Wire EDM SR-500/G','sr-500g','https://stengineers.com/admin/api/product-upload/thumb-018641707216179.jpg','https://stengineers.com/admin/api/product-upload/product-067291707216182.jpg','',2,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-500/G are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Axes control ','Machine Dimension','Travel - (X,Y)/(U,V)/Z - 400*300/80 * 80/220','Axes control - XY axis linear motor, UV Z axis AC servo motor','Machine Dimension - 2260 x 2525 x 2100','SKITEK Medium Speed CNC Wire EDM SR-500/G','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-500/G - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM Machines from leading CNC Wire Cut EDM machines Suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-500/G','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(33,'ED30Z','EXCETEK Die Sinking EDM ED30Z','ed30z','https://stengineers.com/admin/api/product-upload/thumb-574031707217548.jpg','https://stengineers.com/admin/api/product-upload/product-956401707217552.jpg,','',1,'active','','3','29','8',0,0,'','EXCETEK Die Sinking EDM ED30Z are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Work Table','Machine Dimension','Travel - (X,Y)/(U)/Z - 300*200/200/200\n','Work Table - 600*300\n','Machine Dimension - 2525 x 1710 x 2092\n','','','',''),(34,'ED40Z','EXCETEK Die Sinking EDM ED40Z','ed40z','https://stengineers.com/admin/api/product-upload/thumb-692781707219387.jpg','https://stengineers.com/admin/api/product-upload/product-284051707219391.jpg,','',2,'active','','3','29','8',0,0,'','EXCETEK Die Sinking EDM ED40Z are finest CNC Wire EDM Machines with excellent precision and reliability.\n','Travel','Work Table','Machine Dimension','Travel - (X,Y)/(U)/Z - 400*300/200/180\n','Work Table - 650 x 350 \n','Machine Dimension - 3815 x 1406 x 2242\n','','','',''),(37,'YCM i5','YCM Vertical Machining Center i5','i5','https://stengineers.com/admin/api/product-upload/thumb-731561714198688.png','https://stengineers.com/admin/api/product-upload/product-459081714198694.png,https://stengineers.com/admin/api/product-upload/product-597241714198757.png','',1,'active','','1','4','1',0,0,'','\"State of the art technology in mind packed & loaded with additional features.\nRugged Meehanite castings & fem analysis to simulate the structural deformation & chatter free cutting.\"','Highlight 1','Highlight 2','Highlight 3','1020x540x540','10000/7.5-15kW/BBT40','24 - ARM Type','YCM Vertical Machining Center i5','Top quality CNC Vertical Machining Center YCM i5 - S&T Engineers','S&T Engineers - Buy high-reliability VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM i5','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(38,'NXV1020A','YCM CNC Vertical Machining Center NXV1020A','nxv1020a','https://stengineers.com/admin/api/product-upload/thumb-743261707223691.jpg','https://stengineers.com/admin/api/product-upload/product-461931707223694.jpg','',4,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000(15,000) Spindle Taper (Opt.) - BBT40\n\n','Travel(mm)(X-Y-Z) - 1020-520-540\n\n','Tool Magazine Capacity (Opt.)(T) - 24 (30/40)\n\n','YCM CNC Vertical Machining Center NXV1020A','Top quality CNC Vertical Machining Center YCM NXV1020A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV1020A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(39,'NXV1680A','YCM CNC Vertical Machining Center NXV1680A','nxv1680a','https://stengineers.com/admin/api/product-upload/thumb-712981707281471.jpg','https://stengineers.com/admin/api/product-upload/product-148371707281475.jpg','',7,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (12,000/15,000) Spindle Taper (Opt.) - BBT40\n\n','Travel(mm)(X-Y-Z) - 1630-762-700\n\n','Tool Magazine Capacity (Opt.)(T) - 24 (30 / 48 / 60)\n\n','YCM CNC Vertical Machining Center NXV1680A','Top quality CNC Vertical Machining Center YCM NXV1680A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV1680A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(40,'NSV106A','YCM CNC Vertical Machining Center NSV106A ','nsv106a','https://stengineers.com/admin/api/product-upload/thumb-728541707282406.jpg','https://stengineers.com/admin/api/product-upload/product-682031707282413.jpg','',31,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000)Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 1020-600-600\n','Tool Magazine Capacity (Opt.)(T) - 24 (30/48)\n','YCM CNC Vertical Machining Center NSV106A ','Top quality CNC Vertical Machining Center YCM NSV106A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV106A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(42,'H500B','YCM CNC Horizontal Machining Center H500B','h500b','https://stengineers.com/admin/api/product-upload/thumb-529431707285354.jpg','https://stengineers.com/admin/api/product-upload/product-249751707285358.jpg','',2,'active','','1','5','1',0,0,'','YCM CNC Horizontal Machining Center H500B Machines are world class machines well known for excelent precision and reliability. Over 70 years of YCM CNCs sophisitcated manufacturing facility has led the machines to be of top valued cnc machines in the world.\n','Travel','Spindle','Table','Travel - X/Y/Z - 700/650/650\n','Spindle - 6000(10000) 22kW, BBT50\n','Table - 500x500, Max Load - 500kg, APC Time - 10sec\n','YCM CNC Horizontal Machining Center H500B','Top quality CNC Horizontal Machining Center YCM H500B - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machines Suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center YCM H500B','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(43,'DCV2012A','YCM Double Column Machining Center DCV2012A','dcv2012a','https://stengineers.com/admin/api/product-upload/thumb-302151707286253.jpg','https://stengineers.com/admin/api/product-upload/product-807151707286257.jpg','',2,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 20000\nSpindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z(Opt.)) - 2000-1200-600\n','Tool Magazine Capacity (Opt.)(T) - 24 (30)\n','YCM Double Column Machining Center DCV2012A','Best Double Column Machining Center YCM DCV2012A - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machines Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV2012A','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(44,'NDC2016B','YCM Double Column Machining Center NDC2016B','ndc2016b','https://stengineers.com/admin/api/product-upload/thumb-185901707287675.jpg','https://stengineers.com/admin/api/product-upload/product-197061707287678.jpg','',2,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - GB: 6,000 (IDD: 10,000)\nSpindle Taper (Opt.) - BBT50\n\n','Travel(mm)(X-Y-Z(Opt.)) - 2200-1600-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 32 (40 / 60 / 120)\n','YCM Double Column Machining Center NDC2016B','Best Double Column Machining Center YCM NDC2016B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC2016B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(45,'UV650','YCM 5-Axis Machining Center UV650','uv650','https://stengineers.com/admin/api/product-upload/thumb-617531712317838.png','https://stengineers.com/admin/api/product-upload/product-046891712317513.png','',1,'active','','1','32','1',0,0,'','S&T Engineers is the Authorised distributors of YCM 5-Axis VMC Machines in India. YCM High precision and reliable UV Series high performance 5-Axis machines. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 ( 15,000 ) Spindle Taper (Opt.) - BBT40\n\n','Travel(mm)(X-Y-Z(Opt.)) - 620-520-460\n\n','Tool Magazine Capacity (Opt.)(T) - 40 (60)\n\n','YCM 5-Axis Machining Center UV650','Top CNC 5-Axis Machining Center YCM UV650 - S&T Engineers','S&T Engineers - Buy high reliable 5-Axis machining centers from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column 5-Axis Machining Center YCM UV650','CNC machines, machine tools, 5-axis machining center, 5-axis vmc machine, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining'),(46,'NFX400A','YCM 5-Axis Machining Center NFX400A','nfx400a','https://stengineers.com/admin/api/product-upload/thumb-953741707289273.jpg','https://stengineers.com/admin/api/product-upload/product-237451707289278.jpg','',2,'active','','1','32','1',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/sxyAhISHifA?si=3CcgjpFI66x477-o\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','S&T Engineers is the Authorised distributors of YCM 5-Axis VMC Machines in India. YCM High precision and reliable NFX Series high performance 5-Axis machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 ( 12,000/15,000 ) \nSpindle Taper (Opt.) - BBT40\n\n','Travel(mm)(X-Y-Z(Opt.)) - 650-520-480\n\n','Tool Magazine Capacity (Opt.)(T) - 24 (30 / 40 / 60 )\n\n','YCM 5-Axis Machining Center NFX400A','Top CNC 5-Axis Machining Center YCM NFX400A - S&T Engineers','S&T Engineers - Buy high reliable 5-Axis machining centers from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column 5-Axis Machining Center YCM NFX400A','CNC machines, machine tools, 5-axis machining center, 5-axis vmc machine, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining'),(47,'TC16LA','YCM Turning Center TC16LA','tc16a','https://stengineers.com/admin/api/product-upload/thumb-385021707290239.jpg','https://stengineers.com/admin/api/product-upload/product-647511707290242.jpg','',1,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable high productivity turning center machines.Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø260\nMax. Turning Length(mm) - 600\n\n','Chuck Size - 6\"\n\n','Quill Taper - MT-4\nQuill Stroke(mm) - 500\n\n','YCM Turning Center TC16LA','Best CNC Turning Center YCM TC16LA - S&T Engineers','S&T Engineers - Buy High precision and reliable CNC turning centers from leading machine tools Suppliers. High Precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(48,'TC36','YCM Turning Center TC36','tc36','https://stengineers.com/admin/api/product-upload/thumb-194301707291103.jpg','https://stengineers.com/admin/api/product-upload/product-796231707291107.jpg','',2,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø590\nMax. Turning Length(mm) - 1189\n\n','Chuck Size - 12\n\n','Quill Taper - MT-4\nQuill Stroke(mm) - 1080\n\n','YCM Turning Center TC36','Best CNC Turning Center YCM TC36 - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(54,'Tederic NEO H','NEO H series Two Platen Injection Moulding Machine','tederic-neo-h','https://stengineers.com/admin/api/product-upload/thumb-560421708932344.jpg','https://stengineers.com/admin/api/product-upload/product-861941708933419.jpg','',1,'active','','34','36','20',0,0,'<iframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/hx29g8MDVFo?si=WYKfWGIEnTCV_-z_\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" allowfullscreen></iframe>','S&T Engineers is the authorised distributor of the Tederic NEO H Two Platen Plastic Injection molding machine in India. The NEO H series is a collection of innovative patented technologies with flexible and rich functional configurations to provide you with professional customized solutions.','Clamping Force','Clamping Type','Power','550T-4500T','Two Platen','Hydraulic System','NEO H series Two Platen Injection Moulding Machine','High Productive Tederic Two Platen Injection Moulding Machine Tedric NEO-H','S&T Engineers - Buy highly reliable Toggle Injection Moulding Machines from leading CNC Machine Suppliers. S&T Engineers supply top quality Toggle Injection Moulding Machines. Tederic Two Platen Injection Moulding Machine Tedric NEO-H','CNC machines, machine tools, injection moulding machines, toggle injection moulding machines, plastic injection molding machines, plastic molding machines'),(58,'Skitek SK4080ADS','Skitek Surface Grinding Machines SK4080ADS','skitek-sk4080ads','https://stengineers.com/admin/api/product-upload/thumb-264911709623621.png','https://stengineers.com/admin/api/product-upload/product-247511709629137.png','',1,'active','','9','17','10',0,0,'','Skitek Surface Grinding Machines SK4080ADS are reliable and efficient machines. S&T Engineers is the leading supplier of surface grinding machines for manufacturing industry.','Grinding Area(mm)','Longitudinal Travel(mm)','Cross Travel(mm)','400x800','850','405','Skitek Surface Grinding Machines SK4080ADS','S&T SKITEK Innovative Surface Grinding Machines SK4080ADS - S&T Engineers','S&T Engineers - Versatile Surface Grinding Machines offers flexibility and adaptability for a variety of grinding applications. S&T Engineers offers a comprehensive range of high-precision Surface Grinding Machines. S&T SKITEK Surface Grinding Machines SK4080ADS','CNC machines, machine tools, CNC Machines Supplier, surface grinding machines, grinding machines, surface grinder, surface grinding machines for sale'),(59,'SKITEK50100ADS','Skitek Surface Grinding Machines SK50100ADS','skitek50100ads','https://stengineers.com/admin/api/product-upload/thumb-174921709623754.png','https://stengineers.com/admin/api/product-upload/product-420751738994410.jpg','',3,'active','','9','17','10',0,0,'','Skitek Surface Grinding Machines SK4080ADS Are Reliable And Efficient Machines. S&T Engineers Is The Leading Supplier Of Surface Grinding Machines For Manufacturing Industry.','Grinding Area(mm)','Longitudinal Travel(mm)','Cross Travel(mm)','500X1000','1150','510','Skitek Surface Grinding Machines SK50100ADS','S&T SKITEK Innovative Surface Grinding Machines SK50100ADS - S&T Engineers','S&T Engineers - Versatile Surface Grinding Machines offer flexibility and adaptability for a variety of grinding applications. S&T Engineers offers a comprehensive range of high-precision Surface Grinding Machines. S&T SKITEK Surface Grinding Machines SK50100ADS','CNC machines, machine tools, CNC Machines Supplier, surface grinding machines, grinding machines, surface grinder, surface grinding machines for sale'),(60,'SKCNC900','SKITEK CNC Milling Machine SKCNC900','skcnc900','https://stengineers.com/admin/api/product-upload/thumb-936051721292744.jpg','https://stengineers.com/admin/api/product-upload/product-803451721292735.jpg','',1,'inactive','','9','10','10',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/BvABk-bFZWs?si=SmL2DX01hz_vkyrf\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','SKITEK CNC Milling Machine SKCNC900 are advanced milling machines with CNC capability. SK900 Milling machine are compact milling machine with versatile technological advancements','Table Size (LxW)','Travel (X/Y/Z)','Max. Spindle Speed','1450X350','900x400x400','6000rpm','SKITEK CNC Milling Machine SKCNC900','S&T SKITEK Vertical Turret CNC Milling Machine SKCNC900 - S&T Engineers','S&T Engineers - Durable CNC Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Milling Machines. S&T SKITEK CNC Milling Machine SKCNC900','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(61,'SKITEK PM500','SKITEK Vertical Turret Milling Machine PM500','skitekpm500','https://stengineers.com/admin/api/product-upload/thumb-279301709623879.png','https://stengineers.com/admin/api/product-upload/product-305891713782182.png','',3,'active','','9','10','10',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/5_zzYZRguwM?si=JarPRiVnlWT-3BjT\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','S&T Universal DRO Milling Machine PM500 for heavy duty milling. Top quality milling machine for the manufacturing industry','Table (mm)','Travel (X And Y)','Spindle','1375 x 254','950 x 695','Taper: R8 or NT 30#','SKITEK Vertical Turret Milling Machine PM500','S&T SKITEK Vertical Turret DRO Milling Machine PM500 - S&T Engineers','S&T Engineers - Durable CNC DRO Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC DRO Milling Machines. S&T SKITEK DRO Milling Machine PM500','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(62,'SKITEK PM4KS','SKITEK Vertical Turret Milling Machine PM4KS','skitekpm4ks','https://stengineers.com/admin/api/product-upload/thumb-857401709623917.png','https://stengineers.com/admin/api/product-upload/product-392471709631586.png','',2,'active','','9','10','10',0,0,'','S&T SKITEK Universal Milling Machine PM4KS For Heavy Duty Milling. Top Quality Milling Machine For The Manufacturing Industry','Table (mm) ','Travel (X and Y)','Spindle','1270 x 254','915 x 406','Taper: R8 or NT 30#','SKITEK Universal Industrial Milling Machine PM4KS','S&T SKITEK Vertical Turret Universal Industrial Milling Machine PM4KS - S&T Engineers','S&T Engineers - Durable CNC Universal Industrial Milling Machines provides robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Milling Machines. S&T SKITEK Universal Industrial Milling Machine PM4KS','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(66,'SN40C','Skitek CNC Die Sinking EDM Machines-SN40C','sn40c','https://stengineers.com/admin/api/product-upload/thumb-219731710399016.png','https://stengineers.com/admin/api/product-upload/product-248101710399023.png','',1,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-SN40C with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Table Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)',' 400-300-300','1040 x 610 x 384',' ≤0.07µm Ra','Skitek CNC Die Sinking EDM Machines-SN40C','Top Quality CNC Die Sinking EDM Machines SKITEK SN40C - S&T Engineers','S&T Engineers - Industry Leading superior surface finish Die Sinking EDM machines from pioneer CNC Spark Erosion machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN40C','CNC machines, machine tools, CNC Machines Supplier,CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(67,'SN400C','Skitek CNC Die Sinking EDM Machines-SN400C','sn400c','https://stengineers.com/admin/api/product-upload/thumb-468901710398911.png','https://stengineers.com/admin/api/product-upload/product-510321710398921.png','',2,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-SN400C with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best) ',' 400-300-300','850x610x505','≤0.7µm Ra','Skitek CNC Die Sinking EDM Machines-SN400C','Top Quality CNC Die Sinking EDM Machines SKITEK SN400C - S&T Engineers','S&T Engineers - Industry-leading superior surface finish Die Sinking EDM Machines from pioneer CNC Spark Erosion machines Suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN400C','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(68,'SN600C','Skitek CNC Die Sinking EDM Machines-SN600C','sn600c','https://stengineers.com/admin/api/product-upload/thumb-039871710398794.png','https://stengineers.com/admin/api/product-upload/product-791351710398821.png','',3,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-SN600C with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)','600-400-350','1340x830x495',' ≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines-SN600C','Top Quality CNC Die Sinking EDM Machines SKITEK SN600C - S&T Engineers','S&T Engineers - Industry-leading superior surface finish Die Sinking EDM Machines from pioneer CNC Spark Erosion machines Suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN600C','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(69,'SN800C','Skitek CNC Die Sinking EDM Machines-SN800C','sn800c','https://stengineers.com/admin/api/product-upload/thumb-923651710398582.png','https://stengineers.com/admin/api/product-upload/product-958601710398727.png','',4,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-SN800C with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)','800-500-400','1590x985x595',' ≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines-SN800C','Top Quality CNC Die Sinking EDM Machines SKITEK SN800C - S&T Engineers','S&T Engineers - Industry-Leading superior surface finish Die Sinking EDM machines from pioneer CNC Spark Erosion machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN800C','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(70,'SN1200C','Skitek CNC Die Sinking EDM Machines-SN1200C','sn1200c','https://stengineers.com/admin/api/product-upload/thumb-840321710398005.png','https://stengineers.com/admin/api/product-upload/product-287451710398427.png','',5,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-SN1200C with reliable spark eroding technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)',' 1200-500-400',' 2000x940x595','≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines-SN1200C','Top Quality CNC Die Sinking EDM Machines SKITEK SN1200C - S&T Engineers','S&T Engineers - Industry-Leading superior surface finish Die Sinking EDM machines from pioneer CNC Spark Erosion machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN1200C','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(71,'SN1200C-2H','Skitek CNC Die Sinking EDM Machines Twin Head-SN1200C-2H','sn1200c-2h','https://stengineers.com/admin/api/product-upload/thumb-486211710393530.png','https://stengineers.com/admin/api/product-upload/product-146291710393546.png','',6,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines Twin Head-SN1200C-2H with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)','700/700 - 500/500 - 400/400','2000x1000x520','≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines Twin Head-SN1200C-2H','Top Quality CNC Die Sinking EDM Machines SKITEK SN1200C-2H - S&T Engineers','S&T Engineers - Industry-Leading superior surface finish Die Sinking EDM machines from pioneer CNC Spark Erosion machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN1200C-2H','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(72,'SN1600C-2H','Skitek CNC Die Sinking EDM Machines Twin Head-SN1600C-2H','sn1600c-2h','https://stengineers.com/admin/api/product-upload/thumb-369781710396061.png','https://stengineers.com/admin/api/product-upload/product-320541710396068.png','',7,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines Twin Head-SN1600C-2H with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm) ','Surface Finish(Best)','1100-1100 - 800-800 - 500-500','2550x1500x650',' ≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines Twin Head-SN1600C-2H','Top Quality CNC Die Sinking EDM Machines SKITEK SN1600C-2H - S&T Engineers','S&T Engineers - Industry-Leading Die Sinking EDM machines from pioneer CNC Spark Erosion machine suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN1600C-2H','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(73,'SN1800C-2H','Skitek CNC Die Sinking EDM Machines Twin Head-SN1800C-2H','sn1800c-2h','https://stengineers.com/admin/api/product-upload/thumb-327611710396613.png','https://stengineers.com/admin/api/product-upload/product-285101710396622.png','',8,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines Twin Head-SN1800C-2H with reliable spark eroding technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm) ','Surface Finish(Best)','1200-1200 - 800-800 - 500-500','3000x1500x650',' ≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines Twin Head-SN1800C-2H','Top Quality CNC Die Sinking EDM Machines SKITEK SN1800C-2H - S&T Engineers','S&T Engineers - Industry Leading Die Sinking EDM Machines from pioneer CNC Spark Erosion Machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN1800C-2H','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(74,'SN2300C-2H','Skitek CNC Die Sinking EDM Machines Twin Head-SN2300C-2H','sn2300c-2h','https://stengineers.com/admin/api/product-upload/thumb-356281710399919.png','https://stengineers.com/admin/api/product-upload/product-613901710399927.png','',9,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines Twin Head-SN2300C-2H with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best) ',' 1450-1450 - 900-900 - 600-600','3500x1800x650',' ≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines Twin Head-SN2300C-2H','Top Quality CNC Die Sinking EDM Machines SKITEK SN2300C-2H - S&T Engineers','S&T Engineers - Industry Leading Die Sinking EDM Machines from pioneer CNC Spark Erosion Machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN2300C-2H','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(75,'SN3000C-2H','Skitek CNC Die Sinking EDM Machines Twin Head-SN3000C-2H','sn3000c-2h','https://stengineers.com/admin/api/product-upload/thumb-146281710400490.png','https://stengineers.com/admin/api/product-upload/product-634171710400498.png','',10,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines Twin Head-SN3000C-2H with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)',' 2400-2400 - 900-900 - 600-600',' 4500x1800x650',' ≤0.1µm Ra','Skitek CNC Die Sinking EDM Machines Twin Head-SN3000C-2H','Top Quality CNC Die Sinking EDM Machines SKITEK SN3000C-2H - S&T Engineers','S&T Engineers - Industry Leading Die Sinking EDM Machines from pioneer CNC Spark Erosion Machines Suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK SN3000C-2H','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(76,'S40C','Skitek CNC Die Sinking EDM Machines-S40C','s40c','https://stengineers.com/admin/api/product-upload/thumb-156231710401580.png','https://stengineers.com/admin/api/product-upload/product-412981710401588.png','',11,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-S40C with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)','400-300-200',' 1020 x 640 x 320','≤0.2µm Ra','Skitek CNC Die Sinking EDM Machines-S40C','Top Quality CNC Die Sinking EDM Machines SKITEK S40C - S&T Engineers','S&T Engineers - Industry Leading sinker EDM Machines from pioneer CNC Spark Erosion Machines Suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK S40C','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(77,'S600C','Skitek CNC Die Sinking EDM Machines-S600C','s600c','https://stengineers.com/admin/api/product-upload/thumb-087151710402112.png','https://stengineers.com/admin/api/product-upload/product-543071710402119.png','',12,'active','','3','29','10',0,0,'','Skitek CNC Die Sinking EDM Machines-S600C with reliable spark erosion technology achieves best surface finish. Sinker edm machines with Column Movement has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)',' 600-400-350','1340 x 830 x 495','≤0.2µm Ra','Skitek CNC Die Sinking EDM Machines-S600C','Top Quality CNC Die Sinking EDM Machines SKITEK S600C - S&T Engineers','S&T Engineers - Industry-Leading sinker EDM machines from pioneer CNC Spark Erosion machine suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine CNC die sinking EDM machines - SKITEK S600C','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(78,'S-35','Skitek ZNC Die Sinking EDM Machine-S-35','s-35','https://stengineers.com/admin/api/product-upload/thumb-759141710480183.png','https://stengineers.com/admin/api/product-upload/product-019861710480191.png','',13,'active','','3','29','10',0,0,'','Skitek ZNC Die Sinking EDM Machine-S-35 with reliable spark eroding technology achieves best surface finish. Sinker edm machines with has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best) ',' 350-250-200',' 840 x 550 x 345','≤0.3µm Ra','Skitek ZNC Die Sinking EDM Machine-S-35','Top Quality ZNC Die Sinking EDM Machines SKITEK S-35 - S&T Engineers','S&T Engineers - Industry-Leading sinker EDM machines from pioneer ZNC Spark Erosion machines suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine ZNC die sinking EDM machines - SKITEK S-35','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(79,'S-345','Skitek ZNC Die Sinking EDM Machine-S-345','s-345','https://stengineers.com/admin/api/product-upload/thumb-273941710482255.png','https://stengineers.com/admin/api/product-upload/product-759411710482262.png','',14,'active','','3','29','10',0,0,'','Skitek ZNC Die Sinking EDM Machine-S-345 with reliable spark erosion technology achieves best surface finish. Sinker edm machines with has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)','450-350-200',' 1040 x 620 x 444','≤0.3µm Ra','Skitek ZNC Die Sinking EDM Machine-S-345','Top Quality ZNC Die Sinking EDM Machines SKITEK S-345 - S&T Engineers','S&T Engineers - Industry Leading sinker EDM Machines from pioneer ZNC Spark Erosion Machines Suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine ZNC die sinking EDM machines - SKITEK S-345','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(80,'S-560','Skitek ZNC Die Sinking EDM Machine-S-560','s-560','https://stengineers.com/admin/api/product-upload/thumb-180971710483299.png','https://stengineers.com/admin/api/product-upload/product-064531710483305.png','',15,'active','','3','29','10',0,0,'','Skitek ZNC Die Sinking EDM Machine-S-560 with reliable spark eroding technology achieves best surface finish. Sinker edm machines with has the Advanced world leading electric discharge machining Technology\n','Travel(mm)(X-Y-Z)','Work Tank Size(mm)','Surface Finish(Best)','600-500-220','1455 x 875 x 505','≤0.3µm Ra','Skitek ZNC Die Sinking EDM Machine-S-560','Top Quality ZNC Die Sinking EDM Machines SKITEK S-560 - S&T Engineers','S&T Engineers - Industry-Leading sinker EDM machines from pioneer ZNC Spark Erosion Machine Suppliers. S&T Engineers delivers superior performance and efficient EDM Sparking Machine ZNC die sinking EDM machines - SKITEK S-560','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Die sinking EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(86,'NP600L','EXCETEK CNC Wire EDM NP600L','np600l','https://stengineers.com/admin/api/product-upload/thumb-692381711622038.png','https://stengineers.com/admin/api/product-upload/product-218641711622047.png','',7,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek NP Series Linear Motor CNC Wire Cutting EDM Machine with auto measurement system for high precision requirements.','Table Travel (X x Y)','Axis Travel (U x V x Z)','Axes Control','600 x 400','160 x 160 x 410(option)','XY Axis Linear motor, UVZ Axis AC servo motor','EXCETEK CNC Wire EDM NP600L','Top Quality CNC Wire EDM Machines EXCETEK NP600L - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK NP600L','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(87,'FV102A-APC','YCM CNC Vertical Machining Center FV102A-APC','fv102a-apc','https://stengineers.com/admin/api/product-upload/thumb-496811712051342.png','https://stengineers.com/admin/api/product-upload/product-315861712051346.png','',10,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable FV Series High Speed Compact VMC Machine for Die and Mould Application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 10,000 (12,000)Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 1020-520-540\n\n','Tool Magazine Capacity (Opt.)(T) - 24 (30)\n\n','YCM CNC Vertical Machining Center FV102A-APC','Top quality CNC Vertical Machining Center YCM FV102A-APC - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM FV102A-APC','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(89,'NTC2000LY','YCM Turning Center NTC2000LY','ntc2000lylsy','https://stengineers.com/admin/api/product-upload/thumb-879251712378370.png','https://stengineers.com/admin/api/product-upload/product-095861712551054.png','',6,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable heavy duty Y-Axis turning center machines with turret and sub spindleAdvanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Travel','Max. Turning Diameter(mm) - Ø320\nMax. Turning Length(mm) - 570\n\n\n\n','Chuck Size - 8”','Travel(mm)(X-Y-Z-B) - 175(160+15)-570-90 ( 50/-40)-650(*1)\n\n','YCM Turning Center NTC2000LY','Best CNC Turning Center YCM NTC2000LY - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(90,'GT200MA','YCM Turning Center GT200MA','gt200ma','https://stengineers.com/admin/api/product-upload/thumb-134051712052311.png','https://stengineers.com/admin/api/product-upload/product-641591712052318.png','',3,'active','','1','33','1',0,0,'','SS&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø230\nMax. Turning Length(mm) - 370 \n\n) - 22 (22)\nSpindle Taper (Opt.) - BBT40 (BBT40)\n\n\n\n','Chuck Size - 6”\n\n','Quill Taper - MT-4\nQuill Stroke(mm) - 260\n\n\n','YCM Turning Center GT200MA','Best CNC Turning Center YCM GT200MA - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(91,'NXV560A-APC','YCM CNC Vertical Machining Center NXV560A-APC','nxv560a-apc','https://stengineers.com/admin/api/product-upload/thumb-634251712135835.png','https://stengineers.com/admin/api/product-upload/product-381971712135843.png','',2,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000(15,000) Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 560-410-450\n','Tool Magazine Capacity (Opt.)(T) - 24\n','YCM CNC Vertical Machining Center NXV560A-APC','Top quality CNC Vertical Machining Center YCM NXV560A-APC - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV560A-APC','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(92,'NXV600A','YCM CNC Vertical Machining Center NXV600A','nxv600a','https://stengineers.com/admin/api/product-upload/thumb-827361712137141.png','https://stengineers.com/admin/api/product-upload/product-635701712137147.png','',3,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000(15,000) Spindle Taper (Opt.) - BBT40 \n','Travel(mm)(X-Y-Z) - 600-410-450\n','Tool Magazine Capacity (Opt.)(T) - 24\n','YCM CNC Vertical Machining Center NXV600A','Top quality CNC Vertical Machining Center YCM NXV600A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV600A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(93,'NXV1270A','YCM CNC Vertical Machining Center NXV1270A','nxv1270a','https://stengineers.com/admin/api/product-upload/thumb-841291712137870.png','https://stengineers.com/admin/api/product-upload/product-691421712137876.png','',5,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000(15,000)Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 1270-660-620\n','Tool Magazine Capacity (Opt.)(T) - 24 (30/48/60)\n','YCM CNC Vertical Machining Center NXV1270A','Top quality CNC Vertical Machining Center YCM NXV1270A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV1270A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(94,'NXV1380A','YCM CNC Vertical Machining Center NXV1380A','nxv1380a','https://stengineers.com/admin/api/product-upload/thumb-086531712140318.png','https://stengineers.com/admin/api/product-upload/product-301891712140325.png','',6,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (12,000/15,000) Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 1330-762-700\n','Tool Magazine Capacity (Opt.)(T) - 24 ( 30 / 48 / 60 )\n','YCM CNC Vertical Machining Center NXV1380A','Top quality CNC Vertical Machining Center YCM NXV1380A - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machines Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV1380A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(95,'NXV1680B','YCM CNC Vertical Machining Center NXV1680B','nxv1680b','https://stengineers.com/admin/api/product-upload/thumb-821431712140853.png','https://stengineers.com/admin/api/product-upload/product-673911712140859.png','',8,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NXV Series VMC specially crafted for High Productivity applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000(10,000) Spindle Taper (Opt.) - BT50 ( BBT50)\n','Travel(mm)(X-Y-Z) - 1630-860-762\n','Tool Magazine Capacity (Opt.)(T) - 32(24 / 40)\n','YCM CNC Vertical Machining Center NXV1680B','Top quality CNC Vertical Machining Center YCM NXV1680B - S&T Engineers','S&T Engineers - Buy high-reliability VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NXV1680B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(96,'NTV158A','YCM CNC Vertical Machining Center NTV158A','ntv158a','https://stengineers.com/admin/api/product-upload/thumb-462151712142481.png','https://stengineers.com/admin/api/product-upload/product-138041712142487.png','',11,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NTV Series VMC Machine suitable for large sized die and mould Machining. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000)Spindle Taper (Opt.) - BBT40 (BBT40)\n','Travel(mm)(X-Y-Z) - 1530-762-700\n','Tool Magazine Capacity (Opt.)(T) - 24 (30/40)\n','YCM CNC Vertical Machining Center NTV158A','Top quality CNC Vertical Machining Center YCM NTV158A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NTV158A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(97,'NTV158B','YCM CNC Vertical Machining Center NTV158B','ntv158b','https://stengineers.com/admin/api/product-upload/thumb-825411712143724.png','https://stengineers.com/admin/api/product-upload/product-162351712143729.png','',12,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NTV Series VMC Machine suitable for large sized die and mould Machining. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 10,000 (15,000) Spindle Taper (Opt.) - BBT50(HSK-A100)\n','Travel(mm)(X-Y-Z) - 1530-762-700\n','Tool Magazine Capacity (Opt.)(T) - 24(32/40)\n','YCM CNC Vertical Machining Center NTV158B','Top quality CNC Vertical Machining Center YCM NTV158B - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NTV158B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(98,'TV116B','YCM CNC Vertical Machining Center TV116B','tv116b','https://stengineers.com/admin/api/product-upload/thumb-539761712144304.png','https://stengineers.com/admin/api/product-upload/product-320191712144309.png','',13,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TV Series VMC machines with Box Type Guides well suited for heavy duty cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000 (10,000)Spindle Taper (Opt.) - BT50(BBT50) \n','Travel(mm)(X-Y-Z) - 1100-600-630\n','Tool Magazine Capacity (Opt.)(T) - 24 (32/40)\n','YCM CNC Vertical Machining Center TV116B','Top quality CNC Vertical Machining Center YCM TV116B - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TV116B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(99,'TV146B','YCM CNC Vertical Machining Center TV146B','tv146b','https://stengineers.com/admin/api/product-upload/thumb-187451712144961.png','https://stengineers.com/admin/api/product-upload/product-089251712144967.png','',14,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TV Series VMC machines with Box Type Guides well suited for heavy duty cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000 (10,000)Spindle Taper (Opt.) - BT50(BBT50)\n','Travel(mm)(X-Y-Z) - 1400-620-630\n','Tool Magazine Capacity (Opt.)(T) - 24(32/40)\n','YCM CNC Vertical Machining Center TV146B','Top quality CNC Vertical Machining Center YCM TV146B - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TV146B\n','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(100,'TV158B','YCM CNC Vertical Machining Center TV158B','tv158b','https://stengineers.com/admin/api/product-upload/thumb-956711712212654.png','https://stengineers.com/admin/api/product-upload/product-072141712212659.png','',15,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TV Series VMC machines with Box Type Guides well suited for heavy duty cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000 (10,000)Spindle Taper (Opt.) - BT50(BBT50)\n','Travel(mm)(X-Y-Z) - 1500-860-750\n','Tool Magazine Capacity (Opt.)(T) - 24 (32/40)\n','YCM CNC Vertical Machining Center TV158B','Top quality CNC Vertical Machining Center YCM TV158B - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TV158B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(101,'TV188B','YCM CNC Vertical Machining Center TV188B','tv188b','https://stengineers.com/admin/api/product-upload/thumb-451081712213137.png','https://stengineers.com/admin/api/product-upload/product-920571712213142.png','',16,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TV Series VMC machines with Box Type Guides well suited for heavy duty cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000 (10,000) Spindle Taper (Opt.) - BT50(BBT50)\n','Travel(mm)(X-Y-Z) - 1800-860-750\n','Tool Magazine Capacity (Opt.)(T) - 24 (32/40)\n','YCM CNC Vertical Machining Center TV188B','Top quality CNC Vertical Machining Center YCM TV188B - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machines Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TV188B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(102,'TV2110B','YCM CNC Vertical Machining Center TV2110B','tv2110b','https://stengineers.com/admin/api/product-upload/thumb-413781712213901.png','https://stengineers.com/admin/api/product-upload/product-619381712213906.png','',17,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TV Series VMC machines with Box Type Guides well suited for heavy duty cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000 (10,000)Spindle Taper (Opt.) - BT50(BBT50)\n','Travel(mm)(X-Y-Z) - 2100-1020-762\n','Tool Magazine Capacity (Opt.)(T) - 24 (32/40)\n','YCM CNC Vertical Machining Center TV2110B','Top quality CNC Vertical Machining Center YCM TV2110B - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TV2110B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(103,'TV2610B','YCM CNC Vertical Machining Center TV2610B','tv2610b','https://stengineers.com/admin/api/product-upload/thumb-845291712214423.png','https://stengineers.com/admin/api/product-upload/product-125681712214429.png','',18,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TV Series VMC machines with Box Type Guides well suited for heavy duty cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6,000 (10,000)Spindle Taper (Opt.) - BT50(BBT50)\n','Travel(mm)(X-Y-Z) - 2600-1020-762\n','Tool Magazine Capacity (Opt.)(T) - 24 (32/40)\n','YCM CNC Vertical Machining Center TV2610B','Top quality CNC Vertical Machining Center YCM TV2610B - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TV2610B','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(104,'NMV76A','YCM CNC Vertical Machining Center NMV76A','nmv76a','https://stengineers.com/admin/api/product-upload/thumb-196031712215097.png','https://stengineers.com/admin/api/product-upload/product-158621712215101.png','',19,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NMV Series VMC machines with Box Type Guides well suited for heavy duty die and mould cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (8,000 / 10,000 GEAR BOX)\nSpindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 762-510-560\n','Tool Magazine Capacity (Opt.)(T) - 24 (30)\n','YCM CNC Vertical Machining Center NMV76A','Top quality CNC Vertical Machining Center YCM NMV76A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NMV76A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(105,'NMV106A','YCM CNC Vertical Machining Center NMV106A','nmv106a','https://stengineers.com/admin/api/product-upload/thumb-653191741851296.jpg','https://stengineers.com/admin/api/product-upload/product-078231741851681.png','',20,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NMV Series VMC machines with Box Type Guides well suited for heavy duty die and mould cutting applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (8,000 / 10,000 GEAR BOX) Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 1020-600-600\n','Tool Magazine Capacity (Opt.)(T) - 24 (30/40)\n','YCM CNC Vertical Machining Center NMV106A','Top quality CNC Vertical Machining Center YCM NMV106A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NMV106A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(106,'NSV66A','YCM CNC Vertical Machining Center NSV66A','nsv66a','https://stengineers.com/admin/api/product-upload/thumb-490871712216278.png','https://stengineers.com/admin/api/product-upload/product-649351712216285.png','',21,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000)Spindle Taper (Opt.) - BBT40','Travel(mm)(X-Y-Z) - 660-510-560','Tool Magazine Capacity (Opt.)(T) - 30','YCM CNC Vertical Machining Center NSV66A','Top quality CNC Vertical Machining Center YCM NSV66A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV66A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(107,'NSV66AM','YCM CNC Vertical Machining Center NSV66AM','nsv66am','https://stengineers.com/admin/api/product-upload/thumb-873901712219509.png','https://stengineers.com/admin/api/product-upload/product-192471712219514.png','',22,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000 / 20,000)Spindle Taper (Opt.) - BBT40','Travel(mm)(X-Y-Z) - 660-510-560','Tool Magazine Capacity (Opt.)(T) - 30','YCM CNC Vertical Machining Center NSV66AM','Top quality CNC Vertical Machining Center YCM NSV66AM - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV66AM','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(108,'NSV156A','YCM CNC Vertical Machining Center NSV156A','nsv156a','https://stengineers.com/admin/api/product-upload/thumb-523491712220233.png','https://stengineers.com/admin/api/product-upload/product-349021712220234.png','',23,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000/ 12,000) Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 1530-650-610\n','Tool Magazine Capacity (Opt.)(T) - 30\n','YCM CNC Vertical Machining Center NSV156A','Top quality CNC Vertical Machining Center YCM NSV156A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV156A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(109,'TCV2000A','YCM CNC Vertical Machining Center TCV2000A','tcv2000a','https://stengineers.com/admin/api/product-upload/thumb-684051712220752.png','https://stengineers.com/admin/api/product-upload/product-704361712220756.png','',24,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TCV Series long travel fixed table VMC machines well suited for long component machining. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000) Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 2000-520-540\n','Tool Magazine Capacity (Opt.)(T) - 30\n','YCM CNC Vertical Machining Center TCV2000A','Top quality CNC Vertical Machining Center YCM TCV2000A - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TCV2000A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(110,'TCV3000A','YCM CNC Vertical Machining Center TCV3000A','tcv3000a','https://stengineers.com/admin/api/product-upload/thumb-734851712221251.png','https://stengineers.com/admin/api/product-upload/product-397141712221256.png','',25,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TCV Series long travel fixed table VMC machines well suited for long component machining. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000(15,000) Spindle Taper (Opt.) - BBT40\n','Travel(mm)(X-Y-Z) - 3000-800-800\n','Tool Magazine Capacity (Opt.)(T) - 40 ( 80 )\n','YCM CNC Vertical Machining Center TCV3000A','Top quality CNC Vertical Machining Center YCM TCV3000A - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TCV3000A','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(111,'TCV3000A-5AX','YCM CNC Vertical Machining Center TCV3000A-5AX','tcv3000a-5ax','https://stengineers.com/admin/api/product-upload/thumb-324811712221905.png','https://stengineers.com/admin/api/product-upload/product-769301712221909.png','',26,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable TCV Series long travel fixed table VMC machines well suited for long component machining. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000 / 16,000 [Big Torque] )Spindle Taper (Opt.) - BBT40 (HSK-A63)\n','Travel(mm)(X-Y-Z) - 3000-800-800\n','Tool Magazine Capacity (Opt.)(T) - 40 (80)\n','YCM CNC Vertical Machining Center TCV3000A-5AX','Top quality CNC Vertical Machining Center YCM TCV3000A-5AX - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM TCV3000A-5AX','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(112,'DV30T','YCM CNC Vertical Machining Center DV30T','dv30t','https://stengineers.com/admin/api/product-upload/thumb-694831712222491.png','https://stengineers.com/admin/api/product-upload/product-473081712222496.png','',27,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable DV Series dual spindle compact VMC machines well suited for high productive application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 20,000 (24,000 / 30,000)Spindle Taper (Opt.) - BT30 (BT30 / BBT30)\n','Travel(mm)(X-Y-Z) - 300-350-320\n','Tool Magazine Capacity (Opt.)(T) - 16 (20)\n','YCM CNC Vertical Machining Center DV30T','Top quality CNC Vertical Machining Center YCM DV30T - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM DV30T','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(113,'DV60T','YCM CNC Vertical Machining Center DV60T','dv60t','https://stengineers.com/admin/api/product-upload/thumb-801951712222948.png','https://stengineers.com/admin/api/product-upload/product-052381712222953.png','',28,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable DV Series dual spindle compact VMC machines well suited for high productive application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 20,000(20,000/30,000)Spindle Taper (Opt.) - BT30 (BT30 / BBT30)\n','Travel(mm)(X-Y-Z) - 600-350-320\n','Tool Magazine Capacity (Opt.)(T) - 16(20)\n','YCM CNC Vertical Machining Center DV60T','Top quality CNC Vertical Machining Center YCM DV60T - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM DV60T','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(114,'NDC3016B','YCM Double Column Machining Center NDC3016B','ndc3016b','https://stengineers.com/admin/api/product-upload/thumb-123581712223751.png','https://stengineers.com/admin/api/product-upload/product-714581712223762.png','',35,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - GB: 6,000 (IDD: 10,000) Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 3200-1600-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 32 (40 / 60 / 120)\n','YCM Double Column Machining Center NDC3016B','Best Double Column Machining Center YCM NDC3016B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC3016B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(115,'NDC4016B','YCM Double Column Machining Center NDC4016B','ndc4016b','https://stengineers.com/admin/api/product-upload/thumb-238971712224187.png','https://stengineers.com/admin/api/product-upload/product-648021712224193.png','',36,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - GB: 6,000 (IDD: 10,000)Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 4200-1600-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 32 ( 40 / 60 / 120)\n','YCM Double Column Machining Center NDC4016B','Best Double Column Machining Center YCM NDC4016B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machines Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC4016B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(116,'NDC3022B','YCM Double Column Machining Center NDC3022B','ndc3022b','https://stengineers.com/admin/api/product-upload/thumb-513761712228066.png','https://stengineers.com/admin/api/product-upload/product-192731712228072.png','',37,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - GB: 6,000 (IDD: 10,000)Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 3200-2200-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 32 ( 40 / 60 / 120)\n','YCM Double Column Machining Center NDC3022B','Best Double Column Machining Center YCM NDC3022B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC3022B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(117,'NDC4022B','YCM Double Column Machining Center NDC4022B','ndc4022b','https://stengineers.com/admin/api/product-upload/thumb-097351712228503.png','https://stengineers.com/admin/api/product-upload/product-672351712228508.png','',38,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - GB: 6,000 (IDD: 10,000)Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 4200-2200-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 32T(40T/60T/120T)\n','YCM Double Column Machining Center NDC4022B','Best Double Column Machining Center YCM NDC4022B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC4022B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(118,'NDC3018B-AHC','YCM Double Column Machining Center NDC3018B-AHC','ndc3018b-ahc','https://stengineers.com/admin/api/product-upload/thumb-709341712228870.png','https://stengineers.com/admin/api/product-upload/product-047931712228877.png','',40,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable auto head changing NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6000\nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 3200-2200-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60)\n','YCM Double Column Machining Center NDC3018B-AHC','Best Double Column Machining Center YCM NDC3018B-AHC - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC3018B-AHC','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(119,'NDC4018B-AHC','YCM Double Column Machining Center NDC4018B-AHC','ndc4018b-ahc','https://stengineers.com/admin/api/product-upload/thumb-281451712229239.png','https://stengineers.com/admin/api/product-upload/product-970451712229251.png','',41,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable auto head changing NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6000\nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 4200-2200-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60)\n','YCM Double Column Machining Center NDC4018B-AHC','Best Double Column Machining Center YCM NDC4018B-AHC - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC4018B-AHC','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(120,'DCV3016B','YCM Double Column Machining Center DCV3016B','dcv3016b','https://stengineers.com/admin/api/product-upload/thumb-157491712229680.png','https://stengineers.com/admin/api/product-upload/product-052471712229686.png','',43,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500 (6,000/10,000)\nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 3060-1600-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60/120)\n','YCM Double Column Machining Center DCV3016B','Best Double Column Machining Center YCM DCV3016B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV3016B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(121,'DCV4016B','YCM Double Column Machining Center DCV4016B','dcv4016b','https://stengineers.com/admin/api/product-upload/thumb-758261712230071.png','https://stengineers.com/admin/api/product-upload/product-987531712230078.png','',44,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500 (6,000/10,000) \nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 4065-1600-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60/120)\n','YCM Double Column Machining Center DCV4016B','Best Double Column Machining Center YCM DCV4016B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV4016B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(122,'DCV3021B','YCM Double Column Machining Center DCV3021B','dcv3021b','https://stengineers.com/admin/api/product-upload/thumb-430911712230959.png','https://stengineers.com/admin/api/product-upload/product-710341712230964.png','',45,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500 (6,000/10,000)\n Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 3060-2100-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60/120) \n','YCM Double Column Machining Center DCV3021B','Best Double Column Machining Center YCM DCV3021B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC Machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV3021B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(123,'DCV4021B','YCM Double Column Machining Center DCV4021B','dcv4021b','https://stengineers.com/admin/api/product-upload/thumb-074281712231420.png','https://stengineers.com/admin/api/product-upload/product-791351712231425.png','',46,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500 (6,000/10,000)\nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 4065-2100-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60/120) \n','YCM Double Column Machining Center DCV4021B','Best Double Column Machining Center YCM DCV4021B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV4021B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(124,'DCV3025B','YCM Double Column Machining Center DCV3025B','dcv3025b','https://stengineers.com/admin/api/product-upload/thumb-578201712231810.png','https://stengineers.com/admin/api/product-upload/product-146821712231815.png','',47,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500 (6,000/10,000)\n Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 3060-2500-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60/120) \n','YCM Double Column Machining Center DCV3025B','Best Double Column Machining Center YCM DCV3025B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machines Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV3025B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(125,'DCV2018A-5AX','YCM Double Column Machining Center DCV2018A-5AX','dcv2018a-5ax','https://stengineers.com/admin/api/product-upload/thumb-158471712290926.png','https://stengineers.com/admin/api/product-upload/product-423571712290934.png','',50,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable DCV Series 5-AXIS double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 18000\nSpindle Taper (Opt.) - HSK A63\n','Travel(mm)(X-Y-Z(Opt.)) - 2200-2400-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 ( 60 / 120 )\n','YCM Double Column Machining Center DCV2018A-5AX','Best Double Column Machining Center YCM DCV2018A-5AX - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV2018A-5AX','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(126,'DCV3018A-5AX','YCM Double Column Machining Center DCV3018A-5AX','dcv3018a-5ax','https://stengineers.com/admin/api/product-upload/thumb-804961712291891.png','https://stengineers.com/admin/api/product-upload/product-341921712291896.png','',51,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable DCV Series 5-AXIS double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 18000\nSpindle Taper (Opt.) - HSK A63\n','Travel(mm)(X-Y-Z(Opt.)) - 3200-2400-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40(60/120)\n','YCM Double Column Machining Center DCV3018A-5AX','Best Double Column Machining Center YCM DCV3018A-5AX - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV3018A-5AX','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(127,'DCV4018A-5AX','YCM Double Column Machining Center DCV4018A-5AX','dcv4018a-5ax','https://stengineers.com/admin/api/product-upload/thumb-613971712292374.png','https://stengineers.com/admin/api/product-upload/product-936201712292382.png','',52,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable DCV Series 5-AXIS double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 18000\nSpindle Taper (Opt.) - HSK A63','Travel(mm)(X-Y-Z(Opt.)) - 4200-2400-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 ( 60 / 120 )\n','YCM Double Column Machining Center DCV4018A-5AX','Best Double Column Machining Center YCM DCV4018A-5AX - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV4018A-5AX','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(128,'DCV5021B','YCM Double Column Machining Center DCV5021B','dcv5021b','https://stengineers.com/admin/api/product-upload/thumb-043811712293589.png','https://stengineers.com/admin/api/product-upload/product-147591712293595.png','',53,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500(6,000/10,000)\nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 5200-2100-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40(60/120)\n','YCM Double Column Machining Center DCV5021B','Best Double Column Machining Center YCM DCV5021B - S&T Engineers','S&T Engineers - Buy high-precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV5021B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(129,'DCV5025B','YCM Double Column Machining Center DCV5025B','dcv5025b','https://stengineers.com/admin/api/product-upload/thumb-139871712294286.png','https://stengineers.com/admin/api/product-upload/product-324611712294291.png','',54,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500(6,000/10,000) Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 5200-2500-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40(60/120)\n','YCM Double Column Machining Center DCV5025B','Best Double Column Machining Center YCM DCV5025B - S&T Engineers','S&T Engineers - Buy high-precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV5025B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(130,'GT200B','YCM Turning Center GT200B','gt200b','https://stengineers.com/admin/api/product-upload/thumb-642081712294639.png','https://stengineers.com/admin/api/product-upload/product-160841712294644.png','',28,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø260Max.\n Turning Length(mm) - 345\n','Chuck Size - 8”\n','Quill Taper - MT-4Quill Stroke(mm) - 260\n','YCM Turning Center GT200B','Best CNC Turning Center YCM GT200B - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(131,'GT250MA','YCM Turning Center GT250MA','gt250ma','https://stengineers.com/admin/api/product-upload/thumb-473011712301069.png','https://stengineers.com/admin/api/product-upload/product-506181712301073.png','',59,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - Ø270 \nMax. Turning Length(mm) - 560\n','Chuck Size - 8”\n','Quill Taper - MT-5(MT-4)Quill Stroke(mm) - 440\n','YCM Turning Center GT250MA','Best CNC Turning Center YCM GT250MA - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(132,'GT250B','YCM Turning Center GT250B','gt250b','https://stengineers.com/admin/api/product-upload/thumb-375641712302037.png','https://stengineers.com/admin/api/product-upload/product-852461712302044.png','',60,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - Ø350\n Max. Turning Length(mm) - 515\n','Chuck Size - 10\'\'\n','Quill Taper - MT-5(MT-4)Quill Stroke(mm) - 415\n','YCM Turning Center GT250B','Best CNC Turning Center YCM GT250B - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(133,'GT300MA','YCM Turning Center GT300MA','gt300ma','https://stengineers.com/admin/api/product-upload/thumb-548161712305464.png','https://stengineers.com/admin/api/product-upload/product-528791712305470.png','',61,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø360\nMax. Turning Length(mm) - 742 \n','Chuck Size - 10\n','Quill Taper - MT-5 \nQuill Stroke(mm) - 605\n','YCM Turning Center GT300MA','Best CNC Turning Center YCM GT300MA - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(134,'GT300B','YCM Turning Center GT300B','gt300b','https://stengineers.com/admin/api/product-upload/thumb-043871712307230.png','https://stengineers.com/admin/api/product-upload/product-940371712307235.png','',62,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø440\n Max. Turning Length(mm) - 700\n','Chuck Size - 12\n','\"Quill Taper - MT-5\nQuill Stroke(mm) - 605\"\n','YCM Turning Center GT300B','Best CNC Turning Center YCM GT300B - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(135,'TC16LB','YCM Turning Center TC16LB','tc16lb','https://stengineers.com/admin/api/product-upload/thumb-581461712307918.png','https://stengineers.com/admin/api/product-upload/product-731621712307922.png','',65,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable high productivity turning center machines.Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø260\nMax. Turning Length(mm) - 600\n','Chuck Size - 8”\n','Quill Taper - MT-4\nQuill Stroke(mm) - 500\n','YCM Turning Center TC16LB','Best CNC Turning Center YCM TC16LB - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(136,'TC26','YCM Turning Center TC26','tc26','https://stengineers.com/admin/api/product-upload/thumb-968071712308506.png','https://stengineers.com/admin/api/product-upload/product-294801712308515.png','',66,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø470\nMax. Turning Length(mm) - 647 (638)\n','Chuck Size - 10\" (12\")\n','Quill Taper - MT-5\nQuill Stroke(mm) - 530\n','YCM Turning Center TC26','Best CNC Turning Center YCM TC26 - S&T Engineers','S&T Engineers - Buy High precision and reliable CNC turning centers from leading machine tool suppliers. High Precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(137,'TC46M','YCM Turning Center TC46M','tc46m','https://stengineers.com/admin/api/product-upload/thumb-376921712309891.png','https://stengineers.com/admin/api/product-upload/product-086451712309896.png','',68,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø730\nMax. Turning Length(mm) - 3111\n','Chuck Size - 15\" (18\", 21\")\n','Quill Taper - MT-5\nQuill Stroke(mm) - 3015\n','YCM Turning Center TC46M','Best CNC Turning Center YCM TC46M - S&T Engineers','S&T Engineers - Buy high-precision and reliable CNC turning centers from leading machine tool suppliers. High-precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(138,'NT2500SY','YCM Turning Center NT2500SY','nt2500sy','https://stengineers.com/admin/api/product-upload/thumb-916051712312018.png','https://stengineers.com/admin/api/product-upload/product-931521712312023.png','',69,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable heavy duty Y-Axis turning center machines with turret and sub spindle Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Travel','Max. Turning Diameter(mm) - ø350\nMax. Turning Length(mm) - 686\n','Chuck Size - 10\n','Travel(mm)(X-Y-Z-B) - 260(175+85)-780-100 (±50)-770\n','YCM Turning Center NT2500SY','Best CNC Turning Center YCM NT2500SY - S&T Engineers','S&T Engineers - Buy High precision and reliable CNC turning centers from leading machine tool suppliers. High Precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(139,'NSV106AM','YCM CNC Vertical Machining Center NSV106AM','nsv106am','https://stengineers.com/admin/api/product-upload/thumb-902731712314549.png','https://stengineers.com/admin/api/product-upload/product-693241712314559.png','',24,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000)Spindle Taper (Opt.) - BBT40','Travel(mm)(X-Y-Z) - 1020-600-600','Tool Magazine Capacity (Opt.)(T) - 24 (30/48)','YCM CNC Vertical Machining Center NSV106AM','Top quality CNC Vertical Machining Center YCM NSV106AM - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV106AM','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(140,'NSV106AMS','YCM CNC Vertical Machining Center NSV106AMS','nsv106ams','https://stengineers.com/admin/api/product-upload/thumb-873911712315436.png','https://stengineers.com/admin/api/product-upload/product-307151712315442.png','',34,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 12,000 (15,000)Spindle Taper (Opt.) - BBT40','Travel(mm)(X-Y-Z) - 1020-600-600','Tool Magazine Capacity (Opt.)(T) - 24 (30/48)','YCM CNC Vertical Machining Center NSV106AMS','Top quality CNC Vertical Machining Center YCM NSV106AMS - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV106AMS','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(141,'NSV106AS','YCM CNC Vertical Machining Center NSV106AS','nsv106as','https://stengineers.com/admin/api/product-upload/thumb-712491712316603.png','https://stengineers.com/admin/api/product-upload/product-359071712316609.png','',34,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable NSV Series performance VMC machines well suited for best surface finish applications. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 15000\nSpindle Taper (Opt.) - BBT40','Travel(mm)(X-Y-Z) - 1020-600-600','Tool Magazine Capacity (Opt.)(T) - 30 (48)','YCM CNC Vertical Machining Center NSV106AS','Top quality CNC Vertical Machining Center YCM NSV106AS - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM NSV106AS','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(142,'DCV2012B','YCM Double Column Machining Center DCV2012B','dcv2012b','https://stengineers.com/admin/api/product-upload/thumb-389561712318889.png','https://stengineers.com/admin/api/product-upload/product-682501712318894.png','',4,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 10000\nSpindle Taper (Opt.) - BBT50','Travel(mm)(X-Y-Z(Opt.)) - 2000-1200-762','Tool Magazine Capacity (Opt.)(T) - 32 (40/60)','YCM Double Column Machining Center DCV2012B','Best Double Column Machining Center YCM DCV2012B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machines Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV2012B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(143,'NTC2000LSY','YCM Turning Center NTC2000LSY','ntc2000lsy','https://stengineers.com/admin/api/product-upload/thumb-317601712378493.png','https://stengineers.com/admin/api/product-upload/product-258971712378500.png','',7,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable heavy duty Y-Axis turning center machines with turret and sub spindle. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Travel','Max. Turning Diameter(mm) - Ø310\nMax. Turning Length(mm) - 570','Chuck Size - 8”','Travel(mm)(X-Y-Z-B) - 160(155+ 5)-570-90 (+ 50/-40)-650','YCM Turning Center NTC2000LSY','Best CNC Turning Center YCM NTC2000LSY - S&T Engineers','S&T Engineers - Buy High precision and reliable CNC turning centers from leading machine tools Suppliers. High Precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(144,'NDC2018B-AHC','YCM Double Column Machining Center NDC2018B-AHC','ndc2018b-ahc','https://stengineers.com/admin/api/product-upload/thumb-536421712379273.png','https://stengineers.com/admin/api/product-upload/product-367941712379297.png','',10,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable automatic head changing NDC Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 6000\nSpindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 2200-2200-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40 (60)\n','YCM Double Column Machining Center NDC2018B-AHC','Best Double Column Machining Center YCM NDC2018B-AHC - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM NDC2018B-AHC','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(145,'DCV6030B','YCM Double Column Machining Center DCV6030B','dcv6030b','https://stengineers.com/admin/api/product-upload/thumb-840131712379783.png','https://stengineers.com/admin/api/product-upload/product-348201712379804.png','',15,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 10000\nSpindle Taper (Opt.) - HSK A100\n','Travel(mm)(X-Y-Z(Opt.)) - 6200-3500-1016\n','Tool Magazine Capacity (Opt.)(T) - 40(60/120)\n','YCM Double Column Machining Center DCV6030B','Best Double Column Machining Center YCM DCV6030B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC Machine Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV6030B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(146,'GT300LMB','YCM Turning Center GT300LMB','gt300lmb','https://stengineers.com/admin/api/product-upload/thumb-078961712380499.png','https://stengineers.com/admin/api/product-upload/product-570821712380505.png','',7,'active','','1','33','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Turning Center Machines in India. YCM High precision and reliable flat bed box type guideway turning center machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Machining Capacity','Main Spindle','Tailstock','Max. Turning Diameter(mm) - ø360\n Max. Turning Length(mm) - 1233\n','Chuck Size - 12\n','Quill Taper - MT-5\nQuill Stroke(mm) - 1155\n','YCM Turning Center GT300LMB','Best CNC Turning Center YCM GT300LMB - S&T Engineers','S&T Engineers - Buy High precision and reliable CNC turning centers from leading machine tools suppliers. High Precision advanced Taiwanese CNC machining technology in India at Best Price','CNC machines, machine tools, CNC turning center, CNC turning lathe, CNC turning machine, CNC machine supplier'),(147,'NH800B','YCM CNC Horizontal Machining Center NH800B','nh800b','https://stengineers.com/admin/api/product-upload/thumb-561291712386773.png','https://stengineers.com/admin/api/product-upload/product-236051712386778.png','',22,'active','','1','5','1',0,0,'','S&T Engineers is the Authorised distributors of YCM HMC Machines in India. YCM High precision and reliable fast spindle, rapid speeds NH Series pallet changing HMC machines well suited for high productive application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 10,000 (8,000)\nSpindle Taper (Opt.) - BBT50 (CAT)\n','Travel(mm)(X-Y-Z) - 1300-1100-1100\n','Tool Magazine Capacity (Opt.)(T) - 40 ( 60 / 120 )\n','YCM CNC Horizontal Machining Center NH800B','Top quality CNC Horizontal Machining Center YCM NH800B - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center YCM NH800B','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(148,'DCV5030B','YCM Double Column Machining Center DCV5030B','dcv5030b','https://stengineers.com/admin/api/product-upload/thumb-439671712388363.png','https://stengineers.com/admin/api/product-upload/product-746391712388370.png','',22,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 4,500(6,000/10,000)\n Spindle Taper (Opt.) - BBT50\n','Travel(mm)(X-Y-Z(Opt.)) - 5200-3000-762(1016)\n','Tool Magazine Capacity (Opt.)(T) - 40(60/120)\n','YCM Double Column Machining Center DCV5030B','Best Double Column Machining Center YCM DCV5030B - S&T Engineers','S&T Engineers - Buy High precision and reliable Double column VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV5030B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(149,'DCV4030B','YCM Double Column Machining Center DCV4030B','dcv4030b','https://stengineers.com/admin/api/product-upload/thumb-870911712553413.png','https://stengineers.com/admin/api/product-upload/product-740151712553422.png','',10,'active','','1','31','1',0,0,'','S&T Engineers is the Authorised distributors of YCM Double Column VMC Machines in India. YCM High precision and reliable 3-Axis DCV Series double column vmc machines for high productivity application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 10000\nSpindle Taper (Opt.) - HSK A100\n','Travel(mm)(X-Y-Z(Opt.)) - 4065-3500-1016\n','Tool Magazine Capacity (Opt.)(T) - 40 (60/120)\n','YCM Double Column Machining Center DCV4030B','Best Double Column Machining Center YCM DCV4030B - S&T Engineers','S&T Engineers - Buy high-precision and reliable Double column VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Double Column Machining Center at best price - YCM DCV4030B','CNC machines, machine tools, double column vmc, double column machine, CNC machine supplier, double column machining center'),(150,'FV56T','YCM CNC Vertical Machining Center FV56T','fv56t','https://stengineers.com/admin/api/product-upload/thumb-765101712551568.png','https://stengineers.com/admin/api/product-upload/product-172831712551572.png','',1,'active','','1','4','1',0,0,'','S&T Engineers is the Authorised distributors of YCM VMC Machines in India. YCM High precision and reliable FV Series High Speed Compact VMC Machine for Die and Mould Application. Advanced Taiwanese CNC Machining Technology in India at best price\n','Spindle','Travel','ATC','Spindle Speed (Opt.)(rpm) - 15000\n Spindle Taper (Opt.) - BBT30\n','Travel(mm)(X-Y-Z) - 560-410-450\n','Tool Magazine Capacity (Opt.)(T) - 16 (20)\n','YCM CNC Vertical Machining Center FV56T','Top quality CNC Vertical Machining Center YCM FV56T - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine Suppliers. High Precision CNC 3-axis Fixed Column Vertical Machining Center YCM FV56T','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(152,' SKCNC110T3200',' SKITEK CNC Press Brake Machine SKCNC110T3200','skcnc110t3200','https://stengineers.com/admin/api/product-upload/thumb-931671712810495.png','https://stengineers.com/admin/api/product-upload/product-230791712810762.png,https://stengineers.com/admin/api/product-upload/product-183201712812106.png','',2,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.','Bending Force(kN)','Bending Length(mm)','Dimension(mm)','1100','3200','3500x1580x2500',' SKITEK CNC Press Brake Machine SKCNC110T3200','Best CNC Press Brake Machine SKITEK SKCNC110T3200','S&T Engineers - Buy the best CNC Press Brake Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Press Brake Machine SKITEK SKCNC110T3200','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(153,' SKCNC63T2500',' SKITEK CNC Press Brake Machine SKCNC63T2500','skcnc63t2500','https://stengineers.com/admin/api/product-upload/thumb-261571718881762.png','https://stengineers.com/admin/api/product-upload/product-154861718881750.png','',1,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(KN)','Bending Length(mm)','Dimension(LxWxH(mm))','630\n','2500\n','3100x1450x2300\n',' SKITEK CNC Press Brake Machine SKCNC63T2500','Best CNC Press Brake Machine SKITEK SKCNC63T2500','S&T Engineers - Buy the Best CNC Press Brake Machines from leading CNC metal forming machinery Suppliers. S&T Engineers Supply wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Press Brake Machine SKITEK SKCNC63T2500\n','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(154,' SKCNC110T4000',' SKITEK CNC Press Brake Machine SKCNC110T4000','skcnc110t4000','https://stengineers.com/admin/api/product-upload/thumb-284101712812984.png','https://stengineers.com/admin/api/product-upload/product-025981712812990.png,https://stengineers.com/admin/api/product-upload/product-602891712813464.png','',3,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1100\n','4000\n','4500x1600x2500\n',' SKITEK CNC Press Brake Machine SKCNC110T4000','Best CNC Press Brake Machine SKITEK SKCNC110T4000','S&T Engineers - Buy the best CNC Press Brake machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Press Brake Machine SKITEK SKCNC110T4000','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(156,' SKCNC125T3200',' SKITEK CNC Press Brake Machine SKCNC125T3200','skcnc125t3200','https://stengineers.com/admin/api/product-upload/thumb-093241712814388.png','https://stengineers.com/admin/api/product-upload/product-26794017641712814644.png,https://stengineers.com/admin/api/product-upload/product-960511712814798.png','',4,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1250','3200','3500x1580x2500',' SKITEK CNC Press Brake Machine SKCNC125T3200','Best CNC Press Brake Machine SKITEK SKCNC125T3200','S&T Engineers - Buy the best CNC Press Brake Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Press Brake Machine SKITEK SKCNC125T3200','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(157,' SKCNC125T4000',' SKITEK CNC Hydraulic Press Brake Machine SKCNC125T4000','skcnc125t4000','https://stengineers.com/admin/api/product-upload/thumb-793561718881846.png','https://stengineers.com/admin/api/product-upload/product-012731718881839.png','',5,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(KN)','Bending Length(mm)','Dimension(LxWxH(mm))','1250\n','4000\n','4500x1700x2800\n',' SKITEK CNC Hydraulic Press Brake Machine SKCNC125T4000','Best CNC Hydraulic Press Brake Machine SKITEK SKCNC125T4000','S&T Engineers - Buy the best CNC Hydraulic Press Brake Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Hydraulic Press Brake Machine SKITEK SKCNC125T4000','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(158,' SKCNC160T3200',' SKITEK CNC Hydraulic Press Brake Machine SKCNC160T3200','skcnc160t3200','https://stengineers.com/admin/api/product-upload/thumb-418021712815727.png','https://stengineers.com/admin/api/product-upload/product-318241712815732.png','',6,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1600\n','3200\n','3500x1650x2600\n',' SKITEK CNC Hydraulic Press Brake Machine SKCNC160T3200','Best CNC Hydraulic Press Brake Machine SKITEK SKCNC160T3200','S&T Engineers - Buy the best CNC Hydraulic Press Brake Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Hydraulic Press Brake Machine SKITEK SKCNC160T3200','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(159,' SKCNC160T4000',' SKITEK CNC Press Brake Machine SKCNC160T4000','skcnc160t4000','https://stengineers.com/admin/api/product-upload/thumb-974611712816149.png','https://stengineers.com/admin/api/product-upload/product-463851712816155.png','',7,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1600\n','4000\n','4500x1700x2800\n',' SKITEK CNC Press Brake Machine SKCNC160T4000','Best CNC Press Brake Machine SKITEK SKCNC160T4000','S&T Engineers - Buy the Best CNC Press Brake Machines from leading CNC metal forming machinery Suppliers. S&T Engineers Supply a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Press Brake Machine SKITEK SKCNC160T4000','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(160,' SKCNC200T3200',' SKITEK CNC Press Brake Machine SKCNC200T3200','skcnc200t3200','https://stengineers.com/admin/api/product-upload/thumb-791081712816574.png','https://stengineers.com/admin/api/product-upload/product-493011712816582.png','',8,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2000\n','3200\n','3500x1680x2700\n',' SKITEK CNC Press Brake Machine SKCNC200T3200','Best CNC Press Brake Machine SKITEK SKCNC200T3200','S&T Engineers - Buy the best CNC Press Brake Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Press Brake Machine SKITEK SKCNC200T3200','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(161,' SKCNC200T4000',' SKITEK CNC Bending Machine SKCNC200T4000','skcnc200t4000','https://stengineers.com/admin/api/product-upload/thumb-386071712817131.png','https://stengineers.com/admin/api/product-upload/product-973011712817136.png','',9,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2000\n','4000\n','4500x1700x2800\n',' SKITEK CNC Bending Machine SKCNC200T4000','Best CNC Bending Machine SKITEK SKCNC200T4000','S&T Engineers - Buy the Best CNC Bending Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Bending Machine SKITEK SKCNC200T4000','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(162,' SKCNC250T3200',' SKITEK CNC Hydraulic Bending Machine SKCNC250T3200','skcnc250t3200','https://stengineers.com/admin/api/product-upload/thumb-701861712817447.png','https://stengineers.com/admin/api/product-upload/product-937121712817453.png','',10,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2500\n','3200\n','3500x1700x2760\n',' SKITEK CNC Hydraulic Bending Machine SKCNC250T3200','Best CNC Hydralic Bending Machine SKITEK SKCNC250T3200','S&T Engineers - Buy the Best CNC Hydraulic Bending Machines from leading CNC metal forming machinery Suppliers. S&T Engineers Supply wa ide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Hydraulic Bending Machine SKITEK SKCNC250T3200','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(163,' SKCNC250T4000',' SKITEK CNC Hydraulic Bending Machine SKCNC250T4000','skcnc250t4000','https://stengineers.com/admin/api/product-upload/thumb-413601712817774.png','https://stengineers.com/admin/api/product-upload/product-189271712817780.png','',11,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2500\n','4000\n','4500x1800x2800\n',' SKITEK CNC Hydraulic Bending Machine SKCNC250T4000','Best CNC Hydralic Bending Machine SKITEK SKCNC250T4000','S&T Engineers - Buy the best CNC Hydraulic Bending Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Hydralic Bending Machine SKITEK SKCNC250T4000','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(164,' SKCNC300T3200',' SKITEK CNC Bending Machine SKCNC300T3200','skcnc300t3200','https://stengineers.com/admin/api/product-upload/thumb-804651712818107.png','https://stengineers.com/admin/api/product-upload/product-504711712818112.png','',12,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','3000\n','3200\n','3500x1800x2900\n',' SKITEK CNC Bending Machine SKCNC300T3200','Best CNC Bending Machine SKITEK SKCNC300T3200','S&T Engineers - Buy the best CNC Bending Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Bending Machine SKITEK SKCNC300T3200','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(166,' SKCNC300T4000',' SKITEK CNC Bending Machine SKCNC300T4000','skcnc300t4000','https://stengineers.com/admin/api/product-upload/thumb-568341712819074.png','https://stengineers.com/admin/api/product-upload/product-487161712819079.png','',13,'active','','2','44','10',0,0,'','Skitek 3-Axis CNC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','3000\n','4000\n','4500x2100x3000\n',' SKITEK CNC Bending Machine SKCNC300T4000','Best CNC Bending Machine SKITEK SKCNC300T4000','S&T Engineers - Buy the best CNC Bending Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis CNC press brake machines from top brand SKITEK. CNC Bending Machine SKITEK SKCNC300T4000','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, bending machine, hydraulic bending machine, Ball Screw press brake'),(167,' SKNC40T2500',' SKITEK NC Press Brake Machine SKNC40T2500','sknc40t2500','https://stengineers.com/admin/api/product-upload/thumb-721541712819422.png','https://stengineers.com/admin/api/product-upload/product-528601712819427.png','',1,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','400\n','2500\n','2500x1200x1910\n',' SKITEK NC Press Brake Machine SKNC40T2500','Best NC Press Brake Machine SKITEK SKNC40T2500','S&T Engineers - Buy the best NC Press Brake Machines from leading NC metal forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC40T2500','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(168,' SKNC63T2500',' SKITEK NC Press Brake Machine SKNC63T2500','sknc63t2500','https://stengineers.com/admin/api/product-upload/thumb-120461712820021.png','https://stengineers.com/admin/api/product-upload/product-437261712820039.png','',2,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','630\n','2500\n','2500x1300x2210\n',' SKITEK NC Press Brake Machine SKNC63T2500','Best NC Press Brake Machine SKITEK SKNC63T2500','S&T Engineers - Buy the best NC Press Brake Machines from leading NC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC63T2500','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(170,' SKNC80T2500',' SKITEK NC Press Brake Machine SKNC80T2500','-sknc80t2500','https://stengineers.com/admin/api/product-upload/thumb-897631712820849.png','https://stengineers.com/admin/api/product-upload/product-436271712820853.png','',4,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','800\n','2500\n','2500x1400x2300\n',' SKITEK NC Press Brake Machine SKNC80T2500','Best NC Press Brake Machine SKITEK SKNC80T2500','S&T Engineers - Buy the best NC Press Brake Machines from leading NC metal forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC80T2500','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(171,' SKNC80T3200',' SKITEK NC Press Brake Machine SKNC80T3200','-sknc80t3200','https://stengineers.com/admin/api/product-upload/thumb-132061712821242.png','https://stengineers.com/admin/api/product-upload/product-407911712821247.png','',5,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','800\n','3200\n','3200x1500x2300\n',' SKITEK NC Press Brake Machine SKNC80T3200','Best NC Press Brake Machine SKITEK SKNC80T3200','S&T Engineers - Buy the best NC Press Brake Machines from leading NC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC80T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(172,' SKNC100T2500',' SKITEK NC Press Brake Machine SKNC100T2500','-sknc100t2500','https://stengineers.com/admin/api/product-upload/thumb-896051712821440.png','https://stengineers.com/admin/api/product-upload/product-329461712821446.png','',6,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1000\n','2500\n','2500x1600x2400\n',' SKITEK NC Press Brake Machine SKNC100T2500','Best NC Press Brake Machine SKITEK SKNC100T2500','S&T Engineers - Buy the Best NC Press Brake Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC100T2500','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(173,' SKNC100T3200',' SKITEK NC Press Brake Machine SKNC100T3200','-sknc100t3200','https://stengineers.com/admin/api/product-upload/thumb-267801712823634.png','https://stengineers.com/admin/api/product-upload/product-186721712823640.png','',7,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1000\n','3200\n','3200x1600x2600\n',' SKITEK NC Press Brake Machine SKNC100T3200','Best NC Press Brake Machine SKITEK SKNC100T3200','S&T Engineers - Buy the Best NC Press Brake Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC100T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(174,' SKNC160T3200',' SKITEK NC Hydraulic Press Brake Machine SKNC160T3200','-sknc160t3200','https://stengineers.com/admin/api/product-upload/thumb-854071712823815.png','https://stengineers.com/admin/api/product-upload/product-728151712823821.png','',10,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1600\n','3200\n','3200x1700x2700\n',' SKITEK NC Hydraulic Press Brake Machine SKNC160T3200','Best NC Hydraulic Press Brake Machine SKITEK SKNC160T3200','S&T Engineers - Buy the Best NC Hydraulic Press Brake Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply wa ide range of 3-axis NC press brake machines from top brand SKITEK. NC Hydraulic Press Brake Machine SKITEK SKNC160T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(175,' SKNC160T4000',' SKITEK NC Press Brake Machine SKNC160T4000','-sknc160t4000','https://stengineers.com/admin/api/product-upload/thumb-650231712823985.png','https://stengineers.com/admin/api/product-upload/product-368201712823990.png','',11,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1600\n','4000\n','4000x1700x2800\n',' SKITEK NC Press Brake Machine SKNC160T4000','Best NC Press Brake Machine SKITEK SKNC160T4000','S&T Engineers - Buy the Best NC Press Brake Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC160T4000','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(176,' SKNC200T3200',' SKITEK NC Bending Machine SKNC200T3200','-sknc200t3200','https://stengineers.com/admin/api/product-upload/thumb-623481712824174.png','https://stengineers.com/admin/api/product-upload/product-968151712824179.png','',12,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2000\n','3200\n','3200x1950x2800\n',' SKITEK NC Bending Machine SKNC200T3200','Best NC Bending Machine SKITEK SKNC200T3200','S&T Engineers - Buy the Best NC Bending Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Bending Machine SKITEK SKNC200T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(177,' SKNC200T4000',' SKITEK NC Bending Machine SKNC200T4000','-sknc200t4000','https://stengineers.com/admin/api/product-upload/thumb-946031712824313.png','https://stengineers.com/admin/api/product-upload/product-749201712824320.png','',13,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2000\n','4000\n','4000x1950x2800\n',' SKITEK NC Bending Machine SKNC200T4000','Best NC Bending Machine SKITEK SKNC200T4000','S&T Engineers - Buy the Best NC Bending Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply wa ide range of 3-axis NC press brake machines from top brand SKITEK. NC Bending Machine SKITEK SKNC200T4000','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(178,' SKNC250T3200',' SKITEK NC Hydraulic Bending Machine SKNC250T3200','-sknc250t3200','https://stengineers.com/admin/api/product-upload/thumb-062911712824454.png','https://stengineers.com/admin/api/product-upload/product-509311712824459.png','',14,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2500\n','3200\n','3200x2000x3200\n',' SKITEK NC Hydraulic Bending Machine SKNC250T3200','Best NC Hydraulic Bending Machine SKITEK SKNC250T3200','S&T Engineers - Buy the best NC Hydraulic Bending Machines from leading NC metal forming machinery suppliers. S&T Engineers Supply wide range of 3-axis NC press brake machines from top brand SKITEK. NC Hydraulic Bending Machine, SKITEK SKNC250T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(179,' SKNC250T4000',' SKITEK NC Hydraulic Bending Machine SKNC250T4000','-sknc250t4000','https://stengineers.com/admin/api/product-upload/thumb-185941712824613.png','https://stengineers.com/admin/api/product-upload/product-472511712824619.png','',15,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','2500\n','4000\n','4000x2000x3400\n',' SKITEK NC Hydraulic Bending Machine SKNC250T4000','Best NC Hydraulic Bending Machine SKITEK SKNC250T4000','S&T Engineers - Buy the Best NC Hydraulic Bending Machines from leading NC metal forming machinery Suppliers. S&T Engineers Supply a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Hydraulic Bending Machine SKITEK SKNC250T4000','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(180,' SKNC300T3200',' SKITEK NC Bending Machine SKNC300T3200','-sknc300t3200','https://stengineers.com/admin/api/product-upload/thumb-938021712824754.png','https://stengineers.com/admin/api/product-upload/product-651271712824759.png','',16,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','3000\n','3200\n','3200x2000x3450\n',' SKITEK NC Bending Machine SKNC300T3200','Best NC Bending Machine SKITEK SKNC300T3200','S&T Engineers - Buy the best NC Bending Machines from leading NC metal forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Bending Machine SKITEK SKNC300T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(181,' SKNC63T2000',' SKITEK NC Press Brake Machine SKNC63T2000','-sknc63t2000','https://stengineers.com/admin/api/product-upload/thumb-761281712828622.png','https://stengineers.com/admin/api/product-upload/product-361891712828629.png','',3,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','630\n','3200\n','3200x1300x2210\n',' SKITEK NC Press Brake Machine SKNC63T2000','Best NC Press Brake Machine SKITEK SKNC63T2000','S&T Engineers - Buy the best NC Press Brake Machines from leading NC metal forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC63T2000','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(182,' SKNC125T2500',' SKITEK NC Press Brake Machine SKNC125T2500','-sknc125t2500','https://stengineers.com/admin/api/product-upload/thumb-107681712829864.png','https://stengineers.com/admin/api/product-upload/product-972011712829886.png','',8,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1250\n','2500\n','2500x1600x2400\n',' SKITEK NC Press Brake Machine SKNC125T2500','Best NC Press Brake Machine SKITEK SKNC125T2500','S&T Engineers - Buy the best NC Press Brake Machines from leading NC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Press Brake Machine SKITEK SKNC125T2500','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(183,' SKNC125T3200',' SKITEK NC Hydraulic Press Brake Machine SKNC125T3200','-sknc125t3200','https://stengineers.com/admin/api/product-upload/thumb-406791712830052.png','https://stengineers.com/admin/api/product-upload/product-620751712830057.png','',9,'active','','2','45','10',0,0,'','Skitek 3-Axis NC Press brakes machines uses the latest technology to offer high quality precision and excellent performance. The hydraulic systems in the bending machines are more advanced, delivering consistent performance.\n','Bending Force(kN)','Bending Length(mm)','Dimension(LxWxH(mm))','1250\n','3200\n','3200x1600x2600\n',' SKITEK NC Hydraulic Press Brake Machine SKNC125T3200','Best NC Hydraulic Press Brake Machine SKITEK SKNC125T3200','S&T Engineers - Buy the best NC Hydraulic Press Brake Machines from leading NC metal-forming machinery suppliers. S&T Engineers supplies a wide range of 3-axis NC press brake machines from top brand SKITEK. NC Hydraulic Press Brake Machine SKITEK SKNC125T3200','CNC machines, machine tools, CNC Machines Supplier, NC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(184,'DDM5020','Dener Electric Press Brake Machine DDM5020 ','ddm5020','https://stengineers.com/admin/api/product-upload/thumb-150371712926178.png','https://stengineers.com/admin/api/product-upload/product-902681712992222.png','',1,'active','','2','44','21',0,0,'','Introducing Dener CNC Servo Electric Press Brakes: the next-gen bending machines. Hydraulic-free, they offer flexibility, reliability, and advanced capabilities. Eco-friendly, they minimize energy consumption and maintenance. Experience the future of bending with Dener.','Bending Length(mm)','Bending Capacity(Ton)','Dimension(mm)','2040','50','3170x2260x2500','Dener Electric Press Brake Machine DDM5020','Best Electric Press Brake Machine Dener DDM5020','S&T Engineers - Buy the best CNC Electric Press Brake Machines from leading CNC metal-forming machinery suppliers. S&T Engineers supplies a wide range of CNC press brake machines from top brand Dener. Electric Press Brake Machine Dener DDM5020','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(185,'SMARTXL','Dener Hydraulic Press Brake Machine','smartxl30100','https://stengineers.com/admin/api/product-upload/thumb-714631712927509.png','https://stengineers.com/admin/api/product-upload/product-548791712988671.png,https://stengineers.com/admin/api/product-upload/product-54879546831712988671.png','',1,'active','','2','44','21',0,0,'','Dener\'s PUMA XL CNC Press Brakes embody flexibility, reliability, and advanced bending capabilities. Crafted using cutting-edge manufacturing techniques, these machines boast enhanced working speed, stroke capacity, daylight size, and folding precision. Built upon a proven design, the PUMA XL series represents a pinnacle in bending machine quality and performance.','Bending Length(mm)','Bending Capacity(mm)','Dimension','3020','100','3725x2260x2780','Dener Hydraulic Press Brake Machine','Best Hydraulic Press Brake Machine Dener ','S&T Engineers - Buy the Best CNC Hydraulic Press Brake Machines from leading CNC metal forming machinery Suppliers. S&T Engineers Supply a wide range of CNC press brake machines from top brand Dener. Hydraulic Press Brake Machine Dener ','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(186,'PM550V','Skitek Vertical Turret Milling Machine PM550V','pm550v','https://stengineers.com/admin/api/product-upload/thumb-597311713176359.png','https://stengineers.com/admin/api/product-upload/product-251681713176367.png','',4,'active','','9','10','10',0,0,'','Skitek Vertical Turret Milling Machine PM550Vat best price in India. Vertical industrial milling machine with Meehanite casting. Trust S&T 25+ Years of legacy in supplying milling machine.\n','Table (mm)','Travel (X And Y)','T-Slot (width x number x distance)','1372 x 254','900 x 380','16 x 3 x 63.5 mm\n','Skitek Vertical Turret Milling Machine PM550V','S&T SKITEK M1tr Vertical Turret Milling Machine PM550V - S&T Engineers','S&T Engineers - Durable CNC Vertical Turret Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Turret Milling Machines. S&T SKITEK M1tr Vertical Turret Milling Machine PM550V','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(187,'PM600V','Skitek Vertical Turret Milling Machine PM600V','pm600v','https://stengineers.com/admin/api/product-upload/thumb-418371713176626.png','https://stengineers.com/admin/api/product-upload/product-861301713176631.png','',5,'active','','9','10','10',0,0,'','Skitek Vertical Turret Milling Machine PM600V at best price in India. Vertical industrial milling machine with Meehanite casting. Trust S&T 25+ Years of legacy in supplying milling machine.\n\n','Table (mm)','Travel (X and Y)','Spindle','1524 x 305',' 800 x 400','Taper: NT 40#','Skitek Vertical Turret Milling Machine PM600V','S&T SKITEK M1tr Vertical Turret Milling Machine PM600V - S&T Engineers','S&T Engineers - Durable CNC Vertical Turret Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Turret Milling Machines. S&T SKITEK M1tr Vertical Turret Milling Machine PM600V','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(188,' B-420','Skitek Bed-Type Milling Machine B-420','-b-420','https://stengineers.com/admin/api/product-upload/thumb-251861713177244.png','https://stengineers.com/admin/api/product-upload/product-364851713177250.png','',7,'active','','9','10','10',0,0,'','Skitek Vertical Turret Milling Machine B-420 at best price in India. Vertical industrial milling machine with Meehanite casting. Trust S&T 25+ Years of legacy in supplying milling machine.\n','Table (mm)','Travel (X and Y)','Spindle','1524 x 305','1020 x 510\n','Taper: NT 40#\n','Skitek Bed-Type Milling Machine B-420','S&T SKITEK M1tr Bed-Type Milling Machine B-420 - S&T Engineers','S&T Engineers - Durable CNC Bed-Type Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Turret Milling Machines. S&T SKITEK M1tr Vertical Turret Milling Machine B-420','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price, Bed type milling machine'),(189,'IB800','Skitek CNC Milling Machine 800','ib800','https://stengineers.com/admin/api/product-upload/thumb-786591713177399.png','https://stengineers.com/admin/api/product-upload/product-815621713177409.png','',4,'inactive','','9','10','10',0,0,'','Skitek CNC Milling Machine Milling Machine IB800 at best price in India. Vertical industrial milling machine with Meehanite casting. Trust S&T 25+ Years of legacy in supplying milling machine.\n','Table size(mm)','Travel(XxYxZ)(mm)','T-Slot (No. x size)(mm)','1524 x 305 \n','850x500x450 \n','3 x 16 \n','Skitek CNC Milling Machine 800','S&T SKITEK Vertical Turret CNC Milling Machine 800 - S&T Engineers','S&T Engineers - Durable CNC Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Milling Machines. S&T SKITEK CNC Milling Machine 800','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(190,'SK-1250 A','Skitek Universal Production Milling Machine SK-1250 A','sk1612','https://stengineers.com/admin/api/product-upload/thumb-109421713177550.png','https://stengineers.com/admin/api/product-upload/product-834711713177564.png','',8,'active','','9','10','10',0,0,'','Skitek Swivel Head Milling Machine Milling Machine SK-1250 A Universal Milling machine with swivel head. Heavy duty milling machine with dro at best price in India.\n','Table size(mm)','Table Travel(XxYxZ)(mm)','Spindle Taper','(1600) 1370 x 360 \n','(1300) 1060/320/400 \n','ISO50(V) ISO50(H)\n','Skitek Universal Production Milling Machine SK-1250 A','S&T SKITEK Universal Production Milling Machine SK-1250 A - S&T Engineers','S&T Engineers - Durable CNC Universal Production Milling Machine provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC Milling Machines. S&T SKITEK Swivel Head Milling Machine SK-1250 A','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price, Universal Production Milling Machine '),(191,'ST-410','Skitek Lathe Machine All geared Lathe ST-410','st-410','https://stengineers.com/admin/api/product-upload/thumb-093181713178040.png','https://stengineers.com/admin/api/product-upload/product-612541713178047.png','',6,'active','','9','78','10',0,0,'','Skitek Lathe Machine All geared Lathe ST-410 for High speed and precision. Heavy duty lathe machine at best price.\n','Center Height (mm)','Distance between Centers (mm)','Spindle Bore (mm)','205','1000/1500','52','Skitek Lathe Machine All geared Lathe ST-410','S&T SKITEK Advanced All Geared Lathe Machines ST-410 - S&T Engineers','S&T Engineers - Heavy-duty all geared lathe machines deliver exceptional power and speed for increased productivity. S&T Engineers offers a comprehensive range of high-precision Skitek lathe machines. S&T SKITEK All Geared Lathe Machines ST-410','CNC machines, machine tools, CNC Machines Supplier, all geared lathe, all geared lathe machine, lathe machine, cnc lathe machine, cnc lathe for sale'),(192,'ST-660','Skitek Lathe Machine All geared Lathe ST-660','st-660','https://stengineers.com/admin/api/product-upload/thumb-594131713178226.png','https://stengineers.com/admin/api/product-upload/product-481571713178232.png','',7,'active','','9','78','10',0,0,'','Skitek Lathe Machine All geared Lathe ST-660 for High speed and precision. Heavy duty lathe machine at best price.\n','Center Height (mm)','Distance Between Centers (mm)','Spindle Bore (mm)','330','2000/3000','105mm','Skitek Lathe Machine All geared Lathe ST-660','S&T SKITEK Advanced All Geared Lathe Machines ST-660 - S&T Engineers','S&T Engineers - Heavy duty all geared lathe machines deliver exceptional power and speed for increased productivity. S&T Engineers offers a comprehensive range of high-precision Skitek lathe machines. S&T SKITEK All Geared Lathe Machines ST-660','CNC machines, machine tools, CNC Machines Supplier, all geared lathe, all geared lathe machine, lathe machine, cnc lathe machine, cnc lathe for sale'),(193,'ST-800','Skitek Lathe Machine All geared Lathe ST-800','st-800','https://stengineers.com/admin/api/product-upload/thumb-450191713178376.png','https://stengineers.com/admin/api/product-upload/product-796341713178383.png','',8,'active','','9','78','10',0,0,'','Skitek Lathe Machine All geared Lathe ST-800 for High speed and precision. Heavy duty lathe machine at best price.\n','Center Height (mm)','Distance Between Centers (mm)','Spindle Bore (mm)','400','2000/3000','105','Skitek Lathe Machine All geared Lathe ST-800','S&T SKITEK Advanced All Geared Lathe Machines ST-800 - S&T Engineers','S&T Engineers - Heavy-duty all geared lathe machines deliver exceptional power and speed for increased productivity. S&T Engineers offers a comprehensive range of high-precision Skitek lathe machines. S&T SKITEK All Geared Lathe Machines ST-800','CNC machines, machine tools, CNC Machines Supplier, all geared lathe, all geared lathe machine, lathe machine, cnc lathe machine, cnc lathe for sale'),(194,'VBS-2613','Skitek Vertical Bandsaw Machine VBS-2613','vbs-2613','https://stengineers.com/admin/api/product-upload/thumb-903151713178608.png','https://stengineers.com/admin/api/product-upload/product-854611713178616.png','',9,'active','','9','80','10',0,0,'','Skitek Vertical Bandsaw Machine VBS-2613 High speed metal cutting saw India\'s leading branding skitek. Metal cutting saw machines at best price in india.\n','Max.Throat Capacity','Max.Work height','Welder Capacity','658 mm; 26 inch\n','330 mm; 13 inch\n','19 mm; 3/4 inch \n','Skitek Vertical Bandsaw Machine VBS-2613','S&T SKITEK Heavy Duty Vertical Bandsaw Machine VBS-2613 - S&T Engineers','S&T Engineers - Industrial Vertical Bandsaw Machines designed for demanding cutting tasks in heavy industrial environments. S&T Engineers offers a comprehensive range of high-precision Vertical Bandsaw Machines. S&T SKITEK Vertical Bandsaw Machine VBS-2613','CNC machines, machine tools, CNC Machines Supplier, metal cutting saw, vertical bandsaw machine, band saw, band saw machine'),(195,'SK-250AE','Skitek Band Saw Machine SK-250AE','sk-250ae','https://stengineers.com/admin/api/product-upload/thumb-627811713178813.png','https://stengineers.com/admin/api/product-upload/product-351471713178818.png','',10,'active','','9','80','10',0,0,'','Skitek Band Saw Machine SK-250AE High speed band saw cutting machine. Metal cutting bandsaw machines at best price in india.\n','Capacity','Bundle Cutting (WxH)(mm)','Cut off Length','Capacity (Ø)(mm) - 250\nCapacity (H x W)(mm) - 250 x 330 \n','150-250 x 100-130 \n','Over 10mm\n','Skitek Band Saw Machine SK-250AE','S&T SKITEK Heavy Duty Band Saw Machine SK-250AE - S&T Engineers','S&T Engineers - Industrial Band Saw Machines designed for demanding cutting tasks in heavy industrial environments. S&T Engineers offers a comprehensive range of high-precision Band Saw Machines. S&T SKITEK Band Saw Machine SK-250AE','CNC machines, machine tools, CNC Machines Supplier, metal cutting saw, vertical bandsaw machine, band saw, band saw machine'),(196,'SK-300HA','Skitek Band Saw Machine SK-300HA','sk-300ha','https://stengineers.com/admin/api/product-upload/thumb-076491713179190.png','https://stengineers.com/admin/api/product-upload/product-270811713179198.png','',11,'active','','9','80','10',0,0,'','Skitek Band Saw Machine SK-300HA High speed band saw cutting machine. Metal cutting bandsaw machines at best price in India.\n','Capacity','Bundle Cutting (WxH)(mm)','Cut off Length','Capacity (Ø)(mm) - 300\nCapacity (H x W)(mm) - 300\n','145-230 x 30-130\n','Over 10mm\n','Skitek Band Saw Machine SK-300HA','S&T SKITEK Heavy Duty Band Saw Machine SK-300HA - S&T Engineers','S&T Engineers - Industrial Band Saw Machines designed for demanding cutting tasks in heavy industrial environments. S&T Engineers offers a comprehensive range of high-precision Band Saw Machines. S&T SKITEK Band Saw Machine SK-300HA','CNC machines, machine tools, CNC Machines Supplier, metal cutting saw, vertical bandsaw machine, band saw, band saw machine'),(197,'SK150C','Skitek Circular Saw SK150C','sk150c','https://stengineers.com/admin/api/product-upload/thumb-406351713181457.png','https://stengineers.com/admin/api/product-upload/product-829041713181464.png','',14,'active','','9','82','10',0,0,'','Skitek Circular Saw SK150C for cutting large sized metal rods. Industrial circular saw cutting machine for heavy duty metal cutting application.\n','Blade Speed(m/min)','Blade Motor(kW)','Blade Size(mm)','30~200 \n','20 HP (15 kW)\n','460\n','Skitek Circular Saw SK150C','S&T SKITEK Industrial Circular Saw SK150C - S&T Engineers','S&T Engineers - Powerful circular saw machines deliver excellent performance at competitive prices. S&T Engineers offers a comprehensive range of high-precision circular saw machines. S&T SKITEK Circular Saw SK150C','CNC machines, machine tools, CNC Machines Supplier, circular saw, circular saw machine, mini circular saw'),(198,'STMRD35','Skitek Mini Drilling Machine STMRD35','stmrd35','https://stengineers.com/admin/api/product-upload/thumb-302841713181635.png','https://stengineers.com/admin/api/product-upload/product-758391713181642.png','',1,'active','','9','81','10',0,0,'','Skitek Mini Drilling Machine STMRD35, miniature milling machine - bed type. Industrial milling cum drilling machine at best price in India.\n','Travel (X And Y) (mm)','Column Diameter (mm)','Taper','380 (Head Travel) x 380','Ø115','MT3','Skitek Mini Drilling Machine STMRD35','S&T SKITEK Mini Drilling Machine STMRD35 - S&T Engineers','S&T Engineers - Precision mini drilling machines built with durable components for long-lasting performance and reliability. S&T Engineers offers a comprehensive range of high-precision Skitek mini drilling machines. S&T SKITEK Mini Drilling Machine STMRD35','CNC machines, machine tools, CNC Machines Supplier, mini mill, mini drill, mini milling machine, small drill, small milling machine'),(199,'STMD31','Skitek Mini Mill Drill Machine STMD31','stmd31','https://stengineers.com/admin/api/product-upload/thumb-923761713181834.png','https://stengineers.com/admin/api/product-upload/product-098421713181839.png','',16,'active','','9','81','10',0,0,'','Skitek Mini Mill Drill Machine STMD31, miniature milling machine - bed type. Industrial milling cum drilling machine at best price in India.\n','Travel (X And Y) (mm)','Column Diameter (mm)','Taper','460 x 190','Ø115','R8','Skitek Mini Mill Drill Machine STMD31','S&T SKITEK Table Top Mini Mill Drill Machine STMD31 - S&T Engineers','S&T Engineers - Precision mini mill drill machines built with durable components for long-lasting performance and reliability. S&T Engineers offers a comprehensive range of high-precision Skitek mini mill drill machines. S&T SKITEK Mini Mill Drill Machine STMD31','CNC machines, machine tools, CNC Machines Supplier, mini mill, mini drill, mini milling machine, small drill, small milling machine'),(200,'STGMD40','Skitek Mini Mill Drill Machine STGMD40','stgmd40','https://stengineers.com/admin/api/product-upload/thumb-215461713182001.png','https://stengineers.com/admin/api/product-upload/product-238151713182007.png','',17,'active','','9','81','10',0,0,'','Skitek Mini Mill Drill Machine STGMD40, miniature milling machine - bed type. Industrial milling cum drilling machine at best price in India.\n','Travel (X and Y) (mm)','Column Diameter (mm)','Taper','460 x 230','Ø115','R8','Skitek Mini Mill Drill Machine STGMD40','S&T SKITEK Table Top Mini Mill Drill Machine STGMD40 - S&T Engineers','S&T Engineers - Precision mini mill drill machines built with durable components for long-lasting performance and reliability. S&T Engineers offers a comprehensive range of high-precision Skitek mini mill drill machines. S&T SKITEK Mini Mill Drill Machine STGMD40','CNC machines, machine tools, CNC Machines Supplier, mini mill, mini drill, mini milling machine, small drill, small milling machine'),(201,'RD750','Skitek Radial Drilling Machine RD750','rd750','https://stengineers.com/admin/api/product-upload/thumb-734101713182137.png','https://stengineers.com/admin/api/product-upload/product-152461713182145.png','',1,'active','','9','79','10',0,0,'','Skitek Radial Drilling Machine RD750.Industrial radial drilling machine at best price in India.\n','Drilling capacity','Column diameter','Max. distance, spindle center to column','Drilling Capacity Steel(mm) - Ø38\nDrilling Capacity Cast Iron(mm) - Ø50\n','210','775\n','Skitek Radial Drilling Machine RD750','S&T SKITEK Industrial Radial Drilling Machine RD750 - S&T Engineers','S&T Engineers - High-precision radial drilling machines engineered for achieving tight tolerances and accurate hole placement. S&T Engineers offers a comprehensive range of high-precision Skitek radial drilling machines. S&T SKITEK Radial Drilling Machine RD750','CNC machines, machine tools, CNC Machines Supplier, radial drilling machine, radial drill, radial drilling machine price, radial machine'),(202,'RD1280H','Skitek Radial Drilling Machine RD1280H','rd1280h','https://stengineers.com/admin/api/product-upload/thumb-753601713182329.png','https://stengineers.com/admin/api/product-upload/product-047161713182336.png','',2,'active','','9','79','10',0,0,'','Skitek Radial Drilling Machine RD1280H.Industrial radial drilling machine at best price in India.\n','Drilling Capacity','Column diameter','Max. distance, spindle center to column','Drilling Capacity Steel(mm) - Ø50\nDrilling Capacity Cast Iron(mm) - Ø60\n','300\n','1245\n','Skitek Radial Drilling Machine RD1280H','S&T SKITEK Industrial Radial Drilling Machine RD1280H - S&T Engineers','S&T Engineers - High-precision radial drilling machines engineered for achieving tight tolerances and accurate hole placement. S&T Engineers offers a comprehensive range of high-precision Skitek radial drilling machines. S&T SKITEK Radial Drilling Machine RD1280H','CNC machines, machine tools, CNC Machines Supplier, radial drilling machine, radial drill, radial drilling machine price, radial machine'),(203,'SK75C','Skitek Circular Saw SK75C','sk75c','https://stengineers.com/admin/api/product-upload/thumb-027181713182627.png','https://stengineers.com/admin/api/product-upload/product-209541713182634.png','',12,'active','','9','82','10',0,0,'','Skitek Circular Saw SK75C for cutting large sized metal rods. Industrial circular saw cutting machine for heavy duty metal cutting application.\n','Blade Speed(m/min)','Blade Motor(kW)','Blade Size(mm)','30~200\n','15 HP (11.2 kW)\n','285','Skitek Circular Saw SK75C','S&T SKITEK Industrial Circular Saw SK75C - S&T Engineers','S&T Engineers - Powerful circular saw machines deliver excellent performance at competitive prices. S&T Engineers offers a comprehensive range of high-precision circular saw machines. S&T SKITEK Circular Saw SK75C','CNC machines, machine tools, CNC Machines Supplier, circular saw, circular saw machine, mini circular saw'),(204,'SK100C','Skitek Circular Saw SK100C','sk100c','https://stengineers.com/admin/api/product-upload/thumb-286531713182822.png','https://stengineers.com/admin/api/product-upload/product-581391713182828.png','',13,'active','','9','82','10',0,0,'','Skitek Circular Saw SK100C for cutting large sized metal rods. Industrial circular saw cutting machine for heavy duty metal cutting application.\n','Blade Speed(m/min)','Blade Motor(kW)','Blade Size(mm)','30~200 \n','20 HP (15 kW)\n','360\n','Skitek Circular Saw SK100C','S&T SKITEK Industrial Circular Saw SK100C - S&T Engineers','S&T Engineers - Powerful circular saw machines deliver excellent performance at competitive prices. S&T Engineers offers a comprehensive range of high-precision circular saw machines. S&T SKITEK Circular Saw SK100C','CNC machines, machine tools, CNC Machines Supplier, circular saw, circular saw machine, mini circular saw'),(205,'Makino-PS65','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','makino-ps65','https://stengineers.com/admin/api/product-upload/thumb-270641713874038.png','https://stengineers.com/admin/api/product-upload/product-692301713874041.png','',1,'active','','1','4','5',0,0,'','Makino 3-Axis Versatile VMC Machine with atmost precision and accuracy for demanding cnc metal cutting jobs. Experience smooth cutting with high-speed hard milling and more accuracy for complex 3-D geometry with Makino cnc vmc\'s.','Table(XxY)(mm)','Travel(XxYxZ)(mm)','Spindle','920x510','660x510x460','CAT40 (HSK-A63 opt)','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS65','Top quality CNC Vertical Machining Center Makino PS65 - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machines Suppliers. S&T Engineers Supply the best range of CNC 3-axis Fixed Column Vertical Machining Center Makino PS65','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(206,'Makino-PS105','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS105','makino-ps105','https://stengineers.com/admin/api/product-upload/thumb-548071713953714.png','https://stengineers.com/admin/api/product-upload/product-673181713953719.png','',2,'active','','1','4','5',0,0,'','Makino 3-Axis Versatile VMC Machine with atmost precision and accuracy for demanding cnc metal cutting jobs. Experience smooth cutting with high-speed hard milling and more accuracy for complex 3-D geometry with Makino cnc vmc\'s.','Table(XxY)(mm) ','Travel(XxYxZ)(mm) ','Spindle ',' 1,300 x 510','(1050x510x460)','CAT40 (HSK-A63 opt)','Makino Vertical Machining Center (3-Axis CNC VMC Machine) - PS105','Top quality CNC Vertical Machining Center Makino PS105 - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machines Suppliers. S&T Engineers Supply the best range of CNC 3-axis Fixed Column Vertical Machining Center Makino PS105','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(207,'F8','Makino (3-Axis CNC VMC Machine) - F8 for larger Die & Mould','f8','https://stengineers.com/admin/api/product-upload/thumb-519741713951631.png','https://stengineers.com/admin/api/product-upload/product-264301713951641.png','',3,'active','','1','4','5',0,0,'','Makino 3-Axis Vertical Machining Center Machine specially for larger die and mould component machining with high precision and accuracy for demanding cnc metal cutting jobs. Experience smooth cutting with high-speed hard milling and more accuracy for complex 3-D geometry with Makino cnc vmc\'s.\n','Table(XxY)(mm) ','Travel(XxYxZ)(mm) ','Spindle ','1550x800','(1300x800x650)',' CAT50','Makino (3-Axis CNC VMC Machine) - F8 for larger Die & Mould','Top quality CNC Vertical Machining Center Makino F8 - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machines Suppliers. S&T Engineers Supply the best range of CNC 3-axis Fixed Column Vertical Machining Center Makino F8','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(208,'F9','Makino (3-Axis CNC VMC Machine) - F9 for larger Die & Mould','f9','https://stengineers.com/admin/api/product-upload/thumb-804791713953967.png','https://stengineers.com/admin/api/product-upload/product-932171713953971.png','',4,'active','','1','4','5',0,0,'','Makino 3-Axis Vertical Machining Center Machine specially for larger die and mould component machining with high precision and accuracy for demanding cnc metal cutting jobs. Experience smooth cutting with high-speed hard milling and more accuracy for complex 3-D geometry with Makino cnc vmc\'s.\n','Table(XxY)(mm) ','Travel(XxYxZ)(mm) ','Spindle','1850x800','(1600x800x650)','CAT50 (HSK-A100 opt)','Makino (3-Axis CNC VMC Machine) - F9 for larger Die & Mould','Top quality CNC Vertical Machining Center Makino F9 - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machine Suppliers. S&T Engineers supplies the best range of CNC 3-axis Fixed Column Vertical Machining Center Makino F9','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(209,'SLIM3N','Makino (3-Axis CNC VMC Machine) - SLIM3N Compact Machining Center','slim3n','https://stengineers.com/admin/api/product-upload/thumb-269411713954859.png','https://stengineers.com/admin/api/product-upload/product-786311713954864.png','',5,'active','','1','4','5',0,0,'','Makino 3-Axis Compact Vertical Machining Center Machine specially for high volume parts production machining with high precision and accuracy for demanding cnc metal cutting jobs. \n','Table(XxY)(mm)','Travel(XxYxZ)(mm) ','Spindle ',' 600x400\n','(500x400x400)','HSK-A50','Makino (3-Axis CNC VMC Machine) - SLIM3N Compact Machining Center','Top quality CNC Vertical Machining Center Makino SLIM3N - S&T Engineers','S&T Engineers - Buy high reliable VMC machines from leading CNC machine Suppliers. S&T Engineers supplies the best range of CNC 3-axis Fixed Column Vertical Machining Center Makino SLIM3N\n','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(210,'SLIM5N','Makino (3-Axis CNC VMC Machine) - SLIM5N Compact Machining Center','slim5n','https://stengineers.com/admin/api/product-upload/thumb-962711713957238.png','https://stengineers.com/admin/api/product-upload/product-182741713957243.png','',5,'active','','1','4','5',0,0,'','Makino 3-Axis Compact Vertical Machining Center Machine specially for high volume parts production machining with high precision and accuracy for demanding cnc metal cutting jobs. \n\n','Table(XxY)(mm) ','Travel(XxYxZ)(mm) ','Spindle ',' 800x400',' 710x400x410','HSK-A50','Makino (3-Axis CNC VMC Machine) - SLIM5N Compact Machining Center','Top quality CNC Vertical Machining Center Makino SLIM5N - S&T Engineers','S&T Engineers - Buy highly reliable VMC machines from leading CNC machine suppliers. S&T Engineers Supply the best range of CNC 3-axis Fixed Column Vertical Machining Center Makino SLIM5N','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, CNC VMC Machine'),(211,'A51NX','Makino 3-Axis CNC HMC Machine A51NX','a51nx','https://stengineers.com/admin/api/product-upload/thumb-176301713960598.png','https://stengineers.com/admin/api/product-upload/product-745611713960594.png','',6,'active','','1','5','5',0,0,'','Makino 3-Axis horizontal Machining Center Machine specially for high volume parts production machining with high precision and accuracy for demanding cnc metal cutting jobs. Horizontal milling machine for high productivity application.\n','Pallet ','Travel(XxYxZ)(mm) ','Spindle ','630x630','900x900x1020','BT50 (HSK-A100)','Makino 3-Axis CNC HMC Machine A51NX','Top quality CNC Horizontal Machining Center Makino A51NX - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machines Suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center Makino A51NX','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(212,'A61NX','Makino 3-Axis CNC HMC Machine A61NX','a61nx','https://stengineers.com/admin/api/product-upload/thumb-978161714124684.png','https://stengineers.com/admin/api/product-upload/product-942851714124691.png','',7,'active','','1','5','5',0,0,'','Pallet - 500x500\n','Pallet ','Travel(XxYxZ)(mm) ','Spindle ','500x500','730x650x800','BT50 (HSK-A63)','Makino 3-Axis CNC HMC Machine A61NX','Top quality CNC Horizontal Machining Center Makino A61NX - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machine suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center Makino A61NX','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(213,'A71NX','Makino 3-Axis CNC HMC Machine A71NX','a71nx','https://stengineers.com/admin/api/product-upload/thumb-496781714126889.png','https://stengineers.com/admin/api/product-upload/product-843961714126894.png','',8,'active','','1','5','5',0,0,'','Makino 3-Axis horizontal Machining Center Machine specially for high volume parts production machining with high precision and accuracy for demanding cnc metal cutting jobs. Horizontal milling machine for high productivity application.\n','Pallet ','Travel(XxYxZ)(mm) ','Spindle','500x500',' 800x750x830',' BT50 (HSK-A100)','Makino 3-Axis CNC HMC Machine A71NX','Top quality CNC Horizontal Machining Center Makino A71NX - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machines Suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center Makino A71NX','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(214,'A81NX','Makino 3-Axis CNC HMC Machine A81NX','a81nx','https://stengineers.com/admin/api/product-upload/thumb-548731714129072.png','https://stengineers.com/admin/api/product-upload/product-085131714129072.png','',8,'active','','1','5','5',0,0,'','Makino 3-Axis horizontal Machining Center Machine specially for high volume parts production machining with high precision and accuracy for demanding cnc metal cutting jobs. Horizontal milling machine for high productivity application.\n','Pallet ','Travel(XxYxZ)(mm) ','Spindle',' 630x630','900x900x1020','BT50 (HSK-A100)','Makino 3-Axis CNC HMC Machine A81NX','Top quality CNC Horizontal Machining Center Makino A81NX - S&T Engineers','S&T Engineers - Buy high reliable Horizontal machining centers from leading CNC machines Suppliers. High Precision CNC 3-axis Fixed Column Horizontal Machining Center Makino A81NX','CNC machines, machine tools, HMC machines, Horizontal milling machine, CNC Machines Supplier, horizontal machining center'),(217,'HV-6/8/10/12/14/16','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','hv-6810121416','https://stengineers.com/admin/api/product-upload/thumb-541231715860916.png','https://stengineers.com/admin/api/product-upload/product-703251715860930.png','',1,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16HV-6/8/10/12/14/16 at best price in India','Degree/One Handle Rotation','Vernier Reading','Gear Ratio','4°','HV-4,6 - 20\"\nHV-8,10,12,14,16 - 10\"','1:90','S&T Engineers Vertex Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','VERTEX Top Quality Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16 - S&T Engineers','S&T Engineers - Versatile Vertex Horizontal/Vertical Rotary Table improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Horizontal/Vertical Rotary Table HV-6/8/10/12/14/16','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(219,'VUT-6','S&T Engineers Vertex Tilting Rotary Table VUT-6','vut-6','https://stengineers.com/admin/api/product-upload/thumb-468201715861705.jpg','https://stengineers.com/admin/api/product-upload/product-281931715861714.jpg','',2,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Tilting Rotary Table VUT-6 at best price in India','Degree/One Handle Rotation','Vernier Reading','Gear Ratio','6°/4°','VUT-6-1\"/20\"','1:90','S&T Engineers Vertex Tilting Rotary Table VUT-6','VERTEX Top Quality Tilting Rotary Table VUT-6 - S&T Engineers','S&T Engineers - Versatile Vertex Tilting Rotary Table improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Tilting Rotary Table VUT-6','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(220,'BS-0-J-5','S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5','bs-0-j-5','https://stengineers.com/admin/api/product-upload/thumb-675341715862210.jpg','https://stengineers.com/admin/api/product-upload/product-092611715862221.jpg,https://stengineers.com/admin/api/product-upload/product-09261318271715862221.jpg','',3,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5 at best price in India','BS-0T 1½','BS-0T 1⅛','BS-0T 1½','8TPI TYPE ','12TPI TYPE','8TPI TYPE','S&T Engineers Vertex Semi-Universal Dividing Head BS-0-J-5','VERTEX Top Quality Semi-Universal Dividing Head BS-0-J-5 - S&T Engineers','S&T Engineers - Versatile Vertex Semi-Universal Dividing Head improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Semi-Universal Dividing Head BS-0-J-5','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(221,'CS-6/8','S&T Engineers Vertex Super Indexing Spacer CS-6/8','cs-68','https://stengineers.com/admin/api/product-upload/thumb-094161715862431.jpg','https://stengineers.com/admin/api/product-upload/product-531781715862449.jpg,https://stengineers.com/admin/api/product-upload/product-53178284131715862449.jpg','',4,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Super Indexing Spacer CS-6/8 at best price in India','Degree/One Handle Rotation','Vernier Reading','Gear Ratio','4°','CS-6/8-20\"','1:90','S&T Engineers Vertex Super Indexing Spacer CS-6/8','VERTEX Top Quality Super Indexing Spacer CS-6/8 - S&T Engineers','S&T Engineers - Versatile Vertex Super Indexing Spacer improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Super Indexing Spacer CS-6/8','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(222,'VH-4/5/6/6L/8/8L','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','vh-4566l88l','https://stengineers.com/admin/api/product-upload/thumb-094761715862644.jpg','https://stengineers.com/admin/api/product-upload/product-358701715862662.jpg,https://stengineers.com/admin/api/product-upload/product-35870679021715862662.jpg','',6,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L at best price in India','Hydraulic controller','Hydro indexer system','Screw shaft','Provide stable pressure','Protect the hydro system','Break Proof','S&T Engineers Vertex Hydraulic Machine Vise VH-4/5/6/6L/8/8L','VERTEX Top Quality Hydraulic Machine Vise VH-4/5/6/6L/8/8L - S&T Engineers','S&T Engineers - Versatile Vertex Hydraulic Machine Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Hydraulic Machine Vise VH-4/5/6/6L/8/8L','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(223,'VHT-4','S&T Engineers Vertex Tilting Hydraulic Machine Vise VHT-4','vht-4','https://stengineers.com/admin/api/product-upload/thumb-458091715931520.jpg','https://stengineers.com/admin/api/product-upload/product-678301715931518.jpg,https://stengineers.com/admin/api/product-upload/product-67830942761715931518.jpg','',7,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Tilting Hydraulic Machine Vise VHT-4 at best price in India','Easy Reading Titling Angle','Adjustable Swivel Base','Accuracy(mm)','Tilting degrees graduated for easy reading','3 Step Adjustable','0.02','S&T Engineers Vertex Tilting Hydraulic Machine Vise VHT-4','VERTEX Top Quality Tilting Hydraulic Machine Vise VHT-4 - S&T Engineers','S&T Engineers - Versatile Vertex Tilting Hydraulic Machine Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Tilting Hydraulic Machine Vise VHT-4','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(224,'VHO-5/6/8','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','vho-568','https://stengineers.com/admin/api/product-upload/thumb-916871715931691.jpg','https://stengineers.com/admin/api/product-upload/product-362071715931699.jpg,https://stengineers.com/admin/api/product-upload/product-36207473621715931699.jpg','',8,'active','','14','49','23',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/brRFbVyMQ4Y?si=PG8kqKfXuGggk8dA\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8 at best price in India','Hardness>HRC','Tolerance','Material','45°','0.01/100mm','High quality ductile cast iron-body','S&T Engineers Vertex Hydraulic Machine Vise VHO-5/6/8','VERTEX Top Quality Hydraulic Machine Vise VHO-5/6/8 - S&T Engineers','S&T Engineers - Versatile Vertex Hydraulic Machine Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Hydraulic Machine Vise VHO-5/6/8','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(225,'VA-4/5','S&T Engineers Vertex Angle-Fixed Milling Vise VA-4/5','va-45','https://stengineers.com/admin/api/product-upload/thumb-613851715932036.jpg','https://stengineers.com/admin/api/product-upload/product-352981715932044.jpg,https://stengineers.com/admin/api/product-upload/product-35298728411715932044.jpg','',9,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Angle-Fixed Milling Vise VA-4/5 at best price in India','Accuracy ','Structure','Design','Within 0.02mm','Bending proof','Accurate and durable','S&T Engineers Vertex Angle-Fixed Milling Vise VA-4/5','VERTEX Top Quality Angle-Fixed Milling Vise VA-4/5 - S&T Engineers','S&T Engineers - Versatile Vertex Angle-Fixed Milling Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Angle-Fixed Milling Vise VA-4/5','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(226,'VK-4/5/6/8','S&T Engineers Vertex K-Type Milling Vise VK-4/5/6/8','vk-4568','https://stengineers.com/admin/api/product-upload/thumb-362911715934365.jpg','https://stengineers.com/admin/api/product-upload/product-247651715934374.jpg,https://stengineers.com/admin/api/product-upload/product-24765963171715934374.jpg','',10,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex K-Type Milling Vise VK-4/5/6/8 at best price in India','Accuracy ','Application','Material','Within 0.02mm','Milling, Grinding and Drilling','Hardened and grounded tool steel','S&T Engineers Vertex K-Type Milling Vise VK-4/5/6/8','VERTEX Top Quality K-Type Milling Vise VK-4/5/6/8 - S&T Engineers','S&T Engineers - Versatile Vertex K-Type Milling Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX K-Type Milling Vise VK-4/5/6/8','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(227,'VJ-400/500/600','S&T Engineers Vertex Super Open Vise VJ-400/500/600','vj-400500600','https://stengineers.com/admin/api/product-upload/thumb-015391715934560.jpg','https://stengineers.com/admin/api/product-upload/product-153061715934567.jpg,https://stengineers.com/admin/api/product-upload/product-15306346811715934567.jpg','',11,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Super Open Vise VJ-400/500/600 at best price in India','Jaw Opening - VSJ 400','Jaw Opening - VSJ 500','Jaw Opening - VSJ 600','185 mm','245mm','305mm','S&T Engineers Vertex Super Open Vise VJ-400/500/600','VERTEX Top Quality Super Open Vise VJ-400/500/600 - S&T Engineers','S&T Engineers - Versatile Vertex Super Open Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Super Open Vise VJ-400/500/600','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(228,'VW-3/4/5','S&T Engineers Vertex 3-Way Angle Milling Vise VW-3/4/5','vw-345','https://stengineers.com/admin/api/product-upload/thumb-093141715935324.jpg','https://stengineers.com/admin/api/product-upload/product-60971946321715935332.jpg,https://stengineers.com/admin/api/product-upload/product-239751718886006.jpg','',12,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 3-Way Angle Milling Vise VW-3/4/5 at best price in India','Jaw Opening VW-3','Jaw Opening VW-4','Jaw Opening VW-5','85mm','116mm','145mm','S&T Engineers Vertex 3-Way Angle Milling Vise VW-3/4/5','VERTEX Top Quality 3-Way Angle Milling Vise VW-3/4/5 - S&T Engineers','S&T Engineers - Versatile Vertex 3-Way Angle Milling Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX 3-Way Angle Milling Vise VW-3/4/5','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(230,'VCV-13180D/15180D','S&T Engineers Vertex Self Centering Vise VCV-13180D/15180D','vcv-13180d15180d','https://stengineers.com/admin/api/product-upload/thumb-024691716186955.jpg','https://stengineers.com/admin/api/product-upload/product-018641718886122.jpg,https://stengineers.com/admin/api/product-upload/product-867941718886133.jpg','',13,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Self Centering Vise VCV-13180D/15180D at best price in India','Material','Slide way hardness','Repeat Clamping Tolerance','High tension cast iron','HRC 45°','±0.01mm','S&T Engineers Vertex Self Centering Vise VCV-13180D/15180D','VERTEX Top Quality Self Centering Vise VCV-13180D/15180D - S&T Engineers','S&T Engineers - Versatile Vertex Self-Centering Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Self-Centering Vise VCV-13180D/15180D','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(232,'VMP-4/8D','S&T Engineers Vertex Modular Precision Machine Vise VMP-4/8D','vmp-48d','https://stengineers.com/admin/api/product-upload/thumb-681431716188354.jpg','https://stengineers.com/admin/api/product-upload/product-571891718886216.jpg,https://stengineers.com/admin/api/product-upload/product-054891718886225.jpg','',15,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Modular Precision Machine Vise VMP-4/8D at best price in India\n','High Accuracy','Clamping range','Material','0.01/100mm','Unlimited','High quality alloy steel with HRC 59','S&T Engineers Vertex Modular Precision Machine Vise VMP-4/8D','VERTEX Top Quality Modular Precision Machine Vise VMP-4/8D - S&T Engineers','S&T Engineers - Versatile Vertex Modular Precision Machine Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Modular Precision Machine Vise VMP-4/8D','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(233,'VMP-6BH/8DH','S&T Engineers Vertex Modular Precision Hydraulic Machine Vise VMP-6BH/8DH1','vmp-6bh8dh','https://stengineers.com/admin/api/product-upload/thumb-542971716189614.jpg','https://stengineers.com/admin/api/product-upload/product-876241718886277.jpg,https://stengineers.com/admin/api/product-upload/product-934101718886295.jpg','',16,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Modular Precision Hydraulic Machine Vise VMP-6BH/8DH at best price in India\n','Processing material','High Accuracy','Material Made of','Brass, AL, Plastic, Steel','0.01/100mm','High quality alloy steel with HRC 59','S&T Engineers Vertex Modular Precision Hydraulic Machine Vise VMP-6BH/8DH1','VERTEX Top Quality Modular Precision Hydraulic Machine Vise VMP-6BH/8DH1 - S&T Engineers','S&T Engineers - Versatile Vertex Modular Precision Hydraulic Machine Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Modular Precision Hydraulic Machine Vise VMP-6BH/8DH1','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(234,'VMP-4L/5L/6L/7L','S&T Engineers Vertex Modular Machine Free Vise - L Type Vise VMP-4L/5L/6L/7L','vmp-4l5l6l7l','https://stengineers.com/admin/api/product-upload/thumb-857461716189744.jpg','https://stengineers.com/admin/api/product-upload/product-294161718886351.jpg,https://stengineers.com/admin/api/product-upload/product-759211718886359.jpg','',17,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Modular Machine Free Vise - L Type Vise VMP-4L/5L/6L/7L at best price in India\n','High Standard Construction','Adaptability','Design','Maintain their accuracy under the most severe operating conditions','Free head stock and fixed stock can for large wider workpiece use','Bending proof','S&T Engineers Vertex Modular Machine Free Vise - L Type Vise VMP-4L/5L/6L/7L','VERTEX Top Quality Modular Machine Free Vise - L Type Vise VMP-4L/5L/6L/7L - S&T Engineers','S&T Engineers - Versatile Vertex Modular Machine Free Vise - L Type Vise improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Modular Machine Free Vise - L Type Vise VMP-4L/5L/6L/7L','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(235,'VQC-100H/200LH','S&T Engineers Vertex MC Power Vise Hydraulic Type VQC-100H/200LH','vqc-100h200lh','https://stengineers.com/admin/api/product-upload/thumb-579381716190259.jpg','https://stengineers.com/admin/api/product-upload/product-496751718886417.jpg,https://stengineers.com/admin/api/product-upload/product-234751718886426.jpg','',18,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex MC Power Vise Hydraulic Type VQC-100H/200LH at best price in India\n','Jaw Open VQC-100H (mm)','Jaw Open VQC-200LH (mm)','Accuracy','128','405','Within 0.01/100mm\n','S&T Engineers Vertex MC Power Vise Hydraulic Type VQC-100H/200LH','VERTEX Top Quality MC Power Vise Hydraulic Type VQC-100H/200LH - S&T Engineers','S&T Engineers - Versatile Vertex MC Power Vise Hydraulic Type improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX MC Power Vise Hydraulic Type VQC-100H/200LH','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(239,'CK-103A-206/08-18','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','ck-103a-20608-18','https://stengineers.com/admin/api/product-upload/thumb-735941716190946.jpg','https://stengineers.com/admin/api/product-upload/product-857031718886561.jpg,https://stengineers.com/admin/api/product-upload/product-827361718886568.jpg','',19,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18 at best price in India\n','Material','No. of Studs and Nuts','No. of Clamps and Blocks','Heat treated steel black oxide finish','24 PCS Studs, 6 PCS T-Nuts, 4 PCS Coupling Nuts, 6 PCS Flange Nuts\n','6 PCS Step Clamps, 6 PCS Step Blocks\n','S&T Engineers Vertex 52 Pcs Steel Clamping Kit CK-103A-206/08-18','VERTEX Top Quality 52 Pcs Steel Clamping Kit CK-103A-206/08-18 - S&T Engineers','S&T Engineers - Versatile Vertex 52 Pcs Steel Clamping Kit improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX 52 Pcs Steel Clamping Kit CK-103A-206/08-18','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(241,'VP-118A','S&T Engineers Vertex Ground Parallels VP-118A','vp-118a','https://stengineers.com/admin/api/product-upload/thumb-829411716191796.jpg','https://stengineers.com/admin/api/product-upload/product-980611718886623.jpg,https://stengineers.com/admin/api/product-upload/product-610571718886649.jpg','',21,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Ground Parallels VP-118A at best price in India\n','Hardness','Material','Dimension (mm)','HRC 48° - 53','Made of high grade alloy steel hardened and ground','290 x 228 x 80','S&T Engineers Vertex Ground Parallels VP-118A','VERTEX Top Quality Ground Parallels VP-118A - S&T Engineers','S&T Engineers - Versatile Vertex Ground Parallels improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Ground Parallels VP-118A','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(242,'VU-1517','S&T Engineers Vertex Light Duty Tilting Plate VU-1517','vu-1517','https://stengineers.com/admin/api/product-upload/thumb-784961716192004.jpg','https://stengineers.com/admin/api/product-upload/product-369801718886751.jpg,https://stengineers.com/admin/api/product-upload/product-236971718886759.jpg','',22,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Light Duty Tilting Plate VU-1517 at best price in India\n','Application','Tilting angle adjustable','Installation','Light cutting\n','0° - 90°\n','Can install with vise and mag. Chuck','S&T Engineers Vertex Light Duty Tilting Plate VU-1517','VERTEX Top Quality Light Duty Tilting Plate VU-1517 - S&T Engineers','S&T Engineers - Versatile Vertex Light Duty Tilting Plate improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Light Duty Tilting Plate VU-1517','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(243,'VP-180/250/380/600','S&T Engineers Vertex Adjustable Angle Plate VP-180/250/380/600','vp-180250380600','https://stengineers.com/admin/api/product-upload/thumb-637421716198348.jpg','https://stengineers.com/admin/api/product-upload/product-412081718886876.jpg,https://stengineers.com/admin/api/product-upload/product-052831718886885.jpg','',26,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Adjustable Angle Plate VP-180/250/380/600 at best price in India\n','Versatile Application','Angle adjustable','Material','For angle setting on various machine tools\n','45°\n','FC25\n','S&T Engineers Vertex Adjustable Angle Plate VP-180/250/380/600','VERTEX Top Quality Adjustable Angle Plate VP-180/250/380/600 - S&T Engineers','S&T Engineers - Versatile Vertex Adjustable Angle Plate improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Adjustable Angle Plate VP-180/250/380/600','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(245,'VSP-R-8/NT-30/NT-40','S&T Engineers Vertex Clock Spring for Milling Machine VSP-R-8/NT-30/NT-40','vsp-r-8nt-30nt-40','https://stengineers.com/admin/api/product-upload/thumb-745021716200778.jpg','https://stengineers.com/admin/api/product-upload/product-203171718886826.jpg,https://stengineers.com/admin/api/product-upload/product-268401718886833.jpg','',25,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Clock Spring for Milling Machine VSP-R-8/NT-30/NT-40 at best price in India1\n','VSP-R8','VSP-NT30','VSP-NT40','Ø43 x 0.6 x 1300L x 25\n','Ø43 x 0.6 x 1300L x 25\n','Ø45 x 0.7 x 1300L x 30\n','S&T Engineers Vertex Clock Spring for Milling Machine VSP-R-8/NT-30/NT-40','VERTEX Top Quality Clock Spring for Milling Machine VSP-R-8/NT-30/NT-40 - S&T Engineers','S&T Engineers - Versatile Vertex Clock Spring for Milling Machine improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Clock Spring for Milling Machine VSP-R-8/NT-30/NT-40','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(247,'VGC-3775B-6085B','S&T Engineers Vertex Expandable Machine Guard Cover-B Type VGC-3775B-6085B','vgc-3775b-6085b','https://stengineers.com/admin/api/product-upload/thumb-561731716200960.jpg','https://stengineers.com/admin/api/product-upload/product-093161718886930.jpg,https://stengineers.com/admin/api/product-upload/product-948521718886939.jpg','',27,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Expandable Machine Guard Cover-B Type VGC-3775B-6085B at best price in India\n','Type','Available','Rubber Type','Expandable\n','Front & Back Type\n','B Type - Plain\n','S&T Engineers Vertex Expandable Machine Guard Cover-B Type VGC-3775B-6085B','VERTEX Top Quality Expandable Machine Guard Cover B-Type VGC-3775B-6085B - S&T Engineers','S&T Engineers - Versatile Vertex Expandable Machine Guard Cover B-Type improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Expandable Machine Guard Cover B-Type VGC-3775B-6085B','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(248,'VRA-R8/NT30/NT40','S&T Engineers Vertex Right Angle Head VRA-R8/NT30/NT40','vra-r8nt30nt40','https://stengineers.com/admin/api/product-upload/thumb-145021716201127.jpg','https://stengineers.com/admin/api/product-upload/product-498271718886976.jpg,https://stengineers.com/admin/api/product-upload/product-584901718886982.jpg','',28,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Right Angle Head VRA-R8/NT30/NT40 at best price in India\n','Usage','Structure','Maximum spindle speed','Vertical Milling Machine\n','Rigidity constructed\n','2000 R.P.M\n','S&T Engineers Vertex Right Angle Head VRA-R8/NT30/NT40','VERTEX Top Quality Right Angle Head VRA-R8/NT30/NT40 - S&T Engineers','S&T Engineers - Versatile Vertex Right Angle Head improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Right Angle Head VRA-R8/NT30/NT40','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(249,'VHA-R8/NT30/NT40','S&T Engineers Vertex Horizontal Milling Attachment VHA-R8/NT30/NT40','vha-r8nt30nt40','https://stengineers.com/admin/api/product-upload/thumb-074131716201552.jpg','https://stengineers.com/admin/api/product-upload/product-073951718887040.jpg,https://stengineers.com/admin/api/product-upload/product-069151718887053.jpg','',29,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Horizontal Milling Attachment VHA-R8/NT30/NT40 at best price in India\n','Efficiency','Benefit','Maximum spindle speed','Save your time and money\n','Vertical mill to horizontal mill\n','2000 R.P.M\n','S&T Engineers Vertex Horizontal Milling Attachment VHA-R8/NT30/NT40','VERTEX Top Quality Horizontal Milling Attachment VHA-R8/NT30/NT40 - S&T Engineers','S&T Engineers - Versatile Vertex Horizontal Milling Attachment improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Horizontal Milling Attachment VHA-R8/NT30/NT40','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(250,'VPF-500X/500Y/99X','S&T Engineers Vertex Power Table Feeder VPF-500X/500Y/99X','vpf-500x500y99x','https://stengineers.com/admin/api/product-upload/thumb-071541716201725.jpg','https://stengineers.com/admin/api/product-upload/product-798051718887101.jpg,https://stengineers.com/admin/api/product-upload/product-691421718887108.jpg','',30,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Power Table Feeder VPF-500X/500Y/99X at best price in India\n','Max. Torque','Quality','Voltage','650 in/1b\n','Top quality\n','110V\n','S&T Engineers Vertex Power Table Feeder VPF-500X/500Y/99X','VERTEX Top Quality Power Table Feeder VPF-500X/500Y/99X - S&T Engineers','S&T Engineers - Versatile Vertex Power Table Feeder improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Power Table Feeder VPF-500X/500Y/99X','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(251,'PD-150/200','S&T Engineers Vertex Air Power Drawbar PD-150/200','pd-150200','https://stengineers.com/admin/api/product-upload/thumb-512691716201904.jpg','https://stengineers.com/admin/api/product-upload/product-647981718887154.jpg,https://stengineers.com/admin/api/product-upload/product-548031718887219.jpg','',31,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Air Power Drawbar PD-150/200 at best price in India\n','Speed','Voltage for Magnetic Valve','','3000 R.P.M\n','AC 110V or 220V DC 24V\n','Suitable for NC and general milling machines\n','S&T Engineers Vertex Air Power Drawbar PD-150/200','VERTEX Top Quality Air Power Drawbar PD-150/200 - S&T Engineers','S&T Engineers - Versatile Vertex Air Power Drawbar improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Air Power Drawbar PD-150/200','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(252,'VCF-500','S&T Engineers Vertex Chamferring & Deburring Unit VCF-500','vcf-500','https://stengineers.com/admin/api/product-upload/thumb-157821716202382.jpg','https://stengineers.com/admin/api/product-upload/product-069571718887255.jpg,https://stengineers.com/admin/api/product-upload/product-140961718887265.jpg','',32,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Chamferring & Deburring Unit VCF-500 at best price in India\n','Application','Operation','Feature','Universal Application\n','Simplified\n','Time saved\n','S&T Engineers Vertex Chamferring & Deburring Unit VCF-500','VERTEX Top Quality Chamferring and Deburring Unit VCF-500 - S&T Engineers','S&T Engineers - Versatile Vertex Chamferring and Deburring Unit improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Chamferring and Deburring Unit VCF-500','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(253,'VCF-600','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','vcf-600','https://stengineers.com/admin/api/product-upload/thumb-315491716202517.jpg','https://stengineers.com/admin/api/product-upload/product-186571718887300.jpg,https://stengineers.com/admin/api/product-upload/product-645911718887309.jpg','',33,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Chamferring & Deburring Unit VCF-600 at best price in India\n','Application','Portable','Capacity','Debur soft and rigid materials\n','Easy to carry, Time-saving\n','0-3mm\n','S&T Engineers Vertex Chamferring & Deburring Unit VCF-600','VERTEX Top Quality Chamferring and Deburring Unit VCF-600 - S&T Engineers','S&T Engineers - Versatile Vertex Chamferring and Deburring Unit improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Chamferring and Deburring Unit VCF-600','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(255,'V400G Plus','EXCETEK CNC Wire EDM V400G Plus','v400g-plus','https://stengineers.com/admin/api/product-upload/thumb-739041716440235.png','https://stengineers.com/admin/api/product-upload/product-023181716440242.png','',2,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Authorised Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek G Plus Series CNC Wire Cutting EDM Machines for ultra precision machining. \n','Table Travel (X x Y) ','Axis Travel (U x V x Z) ','Axes Control','400 x 300','80 x 80 x 220(Submerged height 210 mm)','5 Axis AC servo motor','EXCETEK CNC Wire EDM V400G Plus','Top Quality CNC Wire EDM Machines EXCETEK V400G Plus - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machine Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK V400G Plus','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(256,'V500G Plus','EXCETEK CNC Wire EDM V500G Plus','v500g-plus','https://stengineers.com/admin/api/product-upload/thumb-015231716440732.png','https://stengineers.com/admin/api/product-upload/product-031941716440737.png','',3,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Authorised Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek G Plus Series CNC Wire Cutting EDM Machines for ultra precision machining. \n','Table Travel (X x Y) ','Axis Travel (U x V x Z)','Axes Control','500 x 300','120 x 120 x 260(Submerged height 220 mm)','5 Axis AC servo motor','EXCETEK CNC Wire EDM V500G Plus','Top Quality CNC Wire EDM Machines EXCETEK V500G Plus - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK V500G Plus','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(258,'Rod Cutting Off and Grinding Machine','S&T Engineers Vertex Rod Cutting Off and Grinding Machine VEC-300G','rods-precision-cutting-off-and-end-surface-grinding-machine-','https://stengineers.com/admin/api/product-upload/thumb-318601718687851.jpg','https://stengineers.com/admin/api/product-upload/product-12057329181718687862.jpg,https://stengineers.com/admin/api/product-upload/product-184791718687874.jpg','',34,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Rods Precision Cutting Off and End Surface Grinding Machine VEC-300G/500G/600G at best price in India','Working','Minimum of cutting length','Features','Simple & Less skill required','Minimum of cutting length','High stability low wearing rate and long life','S&T Engineers Vertex Rod Cutting Off and Grinding Machine VEC-300G','VERTEX Top Quality Rod Cutting Off and Grinding MachineVEC-300G - S&T Engineers','S&T Engineers - Versatile Vertex Rod Cutting Off and Grinding Machine improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Rod Cutting Off and Grinding Machine VEC-300G','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(259,'Ejector Pin Cutting Off Unit','S&T Engineers Vertex Ejector Pin Cutting Off Unit VEC-100','ejector-pin-cutting-off-unit','https://stengineers.com/admin/api/product-upload/thumb-628471718688494.jpg','https://stengineers.com/admin/api/product-upload/product-385791718688690.jpg,https://stengineers.com/admin/api/product-upload/product-304981718688697.jpg','',35,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Ejector Pin Cutting Off Unit VEC-100 at best price in India','Working','Design','Features','Easy operation, safety','Heat-treatment materials','Cause no vibration, no dust and noiseless','S&T Engineers Vertex Ejector Pin Cutting Off Unit VEC-100','VERTEX Top Quality Ejector Pin Cutting Off VEC-100 - S&T Engineers','S&T Engineers - Versatile Vertex Ejector Pin Cutting Off improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Ejector Pin Cutting Off VEC-100','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(260,'Hand Lubrication Pump ','S&T Engineers Vertex Hand Lubrication Pump LA-8R/8L','hand-lubrication-pump-','https://stengineers.com/admin/api/product-upload/thumb-159061718688843.jpg','https://stengineers.com/admin/api/product-upload/product-761091718689004.jpg,https://stengineers.com/admin/api/product-upload/product-946751718689011.jpg','',36,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Hand Lubrication Pump LA-8R/8L at best price in India','Max. discharged pressure (kg/cm2)','Capacity','Weight (kg)','5','1000','1.4','S&T Engineers Vertex Hand Lubrication Pump LA-8R/8L','VERTEX Top Quality Hand Lubrication Pump LA-8R/8L - S&T Engineers','S&T Engineers - Versatile Vertex Hand Lubrication Pump improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Hand Lubrication Pump LA-8R/8L','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(261,'Quartz Halogen Lamp Beam','S&T Engineers Vertex Quartz Halogen Lamp Beam VHL-20FT/20F','quartz-halogen-lamp-beam','https://stengineers.com/admin/api/product-upload/thumb-560931718689084.jpg','https://stengineers.com/admin/api/product-upload/product-305461718689228.jpg,https://stengineers.com/admin/api/product-upload/product-812501718689237.jpg,https://stengineers.com/admin/api/product-upload/product-930651718689249.jpg','',37,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Quartz Halogen Lamp Beam VHL-20FT/20F at best price in India','Power Source Available','Built in','Type','110V, 220V, 240V, 380V, 415V','Transformer built in base','Universal type\n','S&T Engineers Vertex Quartz Halogen Lamp Beam VHL-20FT/20F','VERTEX Top Quality Quartz Halogen Lamp Beam VHL-20FT/20F - S&T Engineers','S&T Engineers - Versatile Vertex Quartz Halogen Lamp Beam improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Quartz Halogen Lamp Beam VHL-20FT/20F','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(262,'Magnifying Fluorescent Work Light Beam','S&T Engineers Vertex Magnifying Fluorescent Work Light Beam VHL-30TEB','magnifying-fluorescent-work-light-beam','https://stengineers.com/admin/api/product-upload/thumb-890421718689352.jpg','https://stengineers.com/admin/api/product-upload/product-950641718689556.jpg,https://stengineers.com/admin/api/product-upload/product-615921718689562.jpg,https://stengineers.com/admin/api/product-upload/product-492031718689583.jpg','',38,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnifying Fluorescent Work Light Beam VHL-30TEB at best price in India','Model','Fluorescent Tube','Supply Voltage','Bench/Med Arm/Long Arm','10 watt','110V or 220 V','S&T Engineers Vertex Magnifying Fluorescent Work Light Beam VHL-30TEB','VERTEX Top Quality Magnifying Fluorescent Work Light Beam VHL-30TEB - S&T Engineers','S&T Engineers - Versatile Vertex Magnifying Fluorescent Work Light Beam improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Magnifying Fluorescent Work Light Beam VHL-30TEB','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(263,'Water-Proof Halogen Lamp Beam','S&T Engineers Vertex Water-Proof Halogen Lamp Beam VHL-500L','water-proof-halogen-lamp-beam','https://stengineers.com/admin/api/product-upload/thumb-413861718689653.jpg','https://stengineers.com/admin/api/product-upload/product-693741718690905.jpg,https://stengineers.com/admin/api/product-upload/product-384011718690916.jpg,https://stengineers.com/admin/api/product-upload/product-487231718690930.jpg','',39,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Water-Proof Halogen Lamp Beam VHL-500L at best price in India','Specification of the bulb','Light','Arm','12V/50W','IP67','IP65','S&T Engineers Vertex Water-Proof Halogen Lamp Beam VHL-500L','VERTEX Top Quality Water-Proof Halogen Lamp Beam VHL-500L - S&T Engineers','S&T Engineers - Versatile Vertex Water-Proof Halogen Lamp Beam improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Water-Proof Halogen Lamp Beam VHL-500L','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(264,'Universal Work Stopper','S&T Engineers Vertex Universal Work Stopper VWS-123/125','universal-work-stopper','https://stengineers.com/admin/api/product-upload/thumb-783121718691066.jpg','https://stengineers.com/admin/api/product-upload/product-405891718691255.jpg,https://stengineers.com/admin/api/product-upload/product-065141718691262.jpg,https://stengineers.com/admin/api/product-upload/product-452801718691267.jpg','',40,'active','','14','49','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Milling Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Universal Work Stopper VWS-123/125 at best price in India','Teeth Type','Locking Lever','Material','Non teeth','360° positioning','Anodized aluminium','S&T Engineers Vertex Universal Work Stopper VWS-123/125','VERTEX Top Quality Universal Work Stopper VWS-123/125 - S&T Engineers','S&T Engineers - Versatile Vertex Universal Work Stopper improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. VERTEX Universal Work Stopper VWS-123/125','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(265,'Punch Former','S&T Engineers Vertex Punch Former V-PS','punch-former','https://stengineers.com/admin/api/product-upload/thumb-043721718694816.jpg','https://stengineers.com/admin/api/product-upload/product-516741718694832.jpg,https://stengineers.com/admin/api/product-upload/product-195641718694843.jpg,https://stengineers.com/admin/api/product-upload/product-492311718694854.jpg','',1,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Punch Former V-PS at best price in India','Max. Wheel D. (mm)','Roller Center H. (mm)','Head Slide Movement (mm)','Ø200','80','12.5','S&T Engineers Vertex Punch Former V-PS','VERTEX Best Punch Former V-PS - S&T Engineers','S&T Engineers - Durable Vertex Punch Former provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Punch Former V-PS','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(266,'3-Jaws Punch Former','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','3-jaws-punch-former','https://stengineers.com/admin/api/product-upload/thumb-829061718692557.jpg','https://stengineers.com/admin/api/product-upload/product-327651718694755.jpg,https://stengineers.com/admin/api/product-upload/product-950381718694768.jpg','',3,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J at best price in India','3 Jaw Chuck Clamping ','Dividing Angle','Weight (kgs)','2-70 mm','Punch grinder divide into 24 angle, each angle is 15 degrees at 10 seconds accuracy','8.7','S&T Engineers Vertex 3-Jaws Punch Former V-PS-80J','VERTEX Best 3-Jaw Punch Former V-PS-80J - S&T Engineers','S&T Engineers - Durable Vertex 3-Jaw Punch Former provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX 3-Jaw Punch Former V-PS-80J','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(267,'ER Collet Dividing Punch Former','S&T Engineers Vertex ER Collet Dividing Punch Former V-PS-ER32','er-collet-dividing-punch-former','https://stengineers.com/admin/api/product-upload/thumb-384901718694992.jpg','https://stengineers.com/admin/api/product-upload/product-937121718695161.jpg,https://stengineers.com/admin/api/product-upload/product-570191718695169.jpg','',4,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex ER Collet Dividing Punch Former V-PS-ER32 at best price in India','ER32 Collet Inner Size (mm)','Total Pcs','Dividing Angle','6, 8, 10, 12, 16, 20','ER23-6Pcs, ER40=7Pcs','24°angles, each angle is 15 degrees at ±10 seconds accuracy','S&T Engineers Vertex ER Collet Dividing Punch Former V-PS-ER32','VERTEX Best ER Collect Dividing Punch Former V-PS-ER32 - S&T Engineers','S&T Engineers - Durable Vertex ER Collect Dividing Punch Former provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX ER Collect Dividing Punch Former V-PS-ER32','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(268,'ER Collet Dividing Punch Grinder with Sine Plate','S&T Engineers Vertex ER Collet Dividing Punch Grinder with Sine Plate V-PS-ER32S','er-collet-dividing-punch-grinder-with-sine-plate','https://stengineers.com/admin/api/product-upload/thumb-652091718695284.jpg','https://stengineers.com/admin/api/product-upload/product-047321718695467.jpg,https://stengineers.com/admin/api/product-upload/product-968131718695472.jpg','',5,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex ER Collet Dividing Punch Grinder with Sine Plate V-PS-ER32S at best price in India','ER32 Collet Inner Size (mm)','Total Pcs','Weight (kgs)','6, 8, 10, 12, 16, 20','6Pcs','11','S&T Engineers Vertex ER Collet Dividing Punch Grinder with Sine Plate V-PS-ER32S','VERTEX Best ER Collect Dividing Punch Grinder with Sine V-PS-ER32S - S&T Engineers','S&T Engineers - Durable Vertex ER Collect Dividing Punch Grinder with Sine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX ER Collect Dividing Punch Grinder with Sine V-PS-ER32S','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(269,'Punch Former with Sine Plate','S&T Engineers Vertex Punch Former with Sine Plate V-PB-BS/V-PS-SS','punch-former-with-sine-plate','https://stengineers.com/admin/api/product-upload/thumb-023691718695559.jpg','https://stengineers.com/admin/api/product-upload/product-571921718695792.jpg,https://stengineers.com/admin/api/product-upload/product-806141718695809.jpg,https://stengineers.com/admin/api/product-upload/product-621031718695819.jpg','',6,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Punch Former with Sine Plate V-PB-BS/V-PS-SS at best price in India','V-PB-BS','V-PS-SS','Type','2 way','1 way Ø30 through hole','Sine plate','S&T Engineers Vertex Punch Former with Sine Plate V-PB-BS/V-PS-SS','VERTEX Best Punch Former with Sine Plate V-PB-BS/V-PS-SS - S&T Engineers','S&T Engineers - Durable Vertex Punch Former with Sine Plate provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Punch Former with Sine Plate V-PB-BS/V-PS-SS','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(270,'3-Jaws Punch Former Sine Plate','S&T Engineers Vertex 3-Jaws Punch Former Sine Plate V-PS-80JS','3-jaws-punch-former-sine-plate','https://stengineers.com/admin/api/product-upload/thumb-263181718695916.jpg','https://stengineers.com/admin/api/product-upload/product-814571718696118.jpg,https://stengineers.com/admin/api/product-upload/product-439651718696137.jpg','',7,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 3-Jaws Punch Former Sine Plate V-PS-80JS at best price in India','Dividing Angle','Base Adjustment','Weight (kgs)','Punch grinder divide into 24 angles, each angle is 15 degrees at 10 seconds accuracy','Base can be adjusted','8.7','S&T Engineers Vertex 3-Jaws Punch Former Sine Plate V-PS-80JS','VERTEX Best 3-Jaw Punch Former Sine Plate V-PS-80JS - S&T Engineers','S&T Engineers - Durable Vertex 3-Jaw Punch Former Sine Plate provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX 3-Jaw Punch Former Sine Plate V-PS-80JS','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(271,'Sine Plate for all type Punch Former','S&T Engineers Vertex Sine Plate for all type Punch Former V-PS-SP','sine-plate-for-all-type-punch-former','https://stengineers.com/admin/api/product-upload/thumb-203571718696248.jpg','https://stengineers.com/admin/api/product-upload/product-925761718696393.jpg,https://stengineers.com/admin/api/product-upload/product-103741718696432.jpg','',8,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Sine Plate for all type Punch Former V-PS-SP at best price in India','Suitable to','Tap Dia.','Weight (kgs)','All type punch former','6-M8xP1.25','3.6','S&T Engineers Vertex Sine Plate for all type Punch Former V-PS-SP','VERTEX Best Sine Plate for All Type of Punch Former V-PS-SP - S&T Engineers','S&T Engineers - Durable Vertex Sine Plate for All Type of Punch Former provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Sine Plate for All Type of Punch Former V-PS-SP','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(272,'Concentric Test Stand','S&T Engineers Vertex Concentric Test Stand VCI-150P/250P/350P','concentric-test-stand','https://stengineers.com/admin/api/product-upload/thumb-276131718696528.jpg','https://stengineers.com/admin/api/product-upload/product-052391718696702.jpg,https://stengineers.com/admin/api/product-upload/product-870191718696710.jpg,https://stengineers.com/admin/api/product-upload/product-510981718696721.jpg','',9,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Concentric Test Stand VCI-150P/250P/350P at best price in India','Body Center Height (mm)','Base to Punch Center (mm)','Workpiece Length (mm)','85','109','0~450','S&T Engineers Vertex Concentric Test Stand VCI-150P/250P/350P','VERTEX Best Concentric Test Stand VCI-150P/250P/350P - S&T Engineers','S&T Engineers - Durable Vertex Concentric Test Stand provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Concentric Test Stand VCI-150P/250P/350P','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(273,'Fixed Speed Punch Former','S&T Engineers Vertex Fixed Speed Punch Former V-PS-80M','fixed-speed-punch-former','https://stengineers.com/admin/api/product-upload/thumb-635211718696814.jpg','https://stengineers.com/admin/api/product-upload/product-539211718699357.jpg,https://stengineers.com/admin/api/product-upload/product-984061718699365.jpg,https://stengineers.com/admin/api/product-upload/product-081621718699381.jpg','',10,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Fixed Speed Punch Former V-PS-80M at best price in India','Accessory','Max. Dia. Of Workpiece','Center Height','3 inch 3 jaw chuck','Ø50','80 - 81','S&T Engineers Vertex Fixed Speed Punch Former V-PS-80M','VERTEX Best Fixed Speed Punch Former V-PS-80M - S&T Engineers','S&T Engineers - Durable Vertex Fixed Speed Punch Former provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Fixed Speed Punch Former V-PS-80M','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(274,'Punch Grinder','S&T Engineers Vertex Punch Grinder V-PG','punch-grinder','https://stengineers.com/admin/api/product-upload/thumb-684391718699452.jpg','https://stengineers.com/admin/api/product-upload/product-548191718699674.jpg,https://stengineers.com/admin/api/product-upload/product-190251718699698.jpg,https://stengineers.com/admin/api/product-upload/product-301691718699707.jpg','',11,'active','','14','55','23',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/9ltqi20W-60?si=vmDJb8-ZzrfbKVSZ\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Punch Grinder V-PG at best price in India','Round Punches (mm)','Accuracy (mm)','Length (mm)','1.5 - 25','0.005','5-35 (mm)','S&T Engineers Vertex Punch Grinder V-PG','VERTEX Best Punch Grinder V-PG - S&T Engineers','S&T Engineers - Durable Vertex Punch Grinder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Punch Grinder V-PG','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(276,'Vertex Punch Grinder','S&T Engineers Vertex Punch Grinder V-PGM','vertex-punch-grinder','https://stengineers.com/admin/api/product-upload/thumb-210581718700600.jpg','https://stengineers.com/admin/api/product-upload/product-528791718700749.jpg,https://stengineers.com/admin/api/product-upload/product-759161718700754.jpg,https://stengineers.com/admin/api/product-upload/product-320171718700761.jpg','',12,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Punch Grinder V-PGM at best price in India','Mounting Surface (RLxFB)','Accuracy (Roundness and concentricity)','Roller Speed 60Hz/110v','175 x 218 x 90 mm','0.005 mm','129 rpm','S&T Engineers Vertex Punch Grinder V-PGM','VERTEX Best Punch Grinder V-PGM - S&T Engineers','S&T Engineers - Durable Vertex Punch Grinder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Punch Grinder V-PGM','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(277,'Punch Grinder V-PGA','S&T Engineers Vertex Punch Grinder V-PGA','punch-grinder-v-pga','https://stengineers.com/admin/api/product-upload/thumb-062851718701286.jpg','https://stengineers.com/admin/api/product-upload/product-073251718701408.jpg,https://stengineers.com/admin/api/product-upload/product-261371718701416.jpg,https://stengineers.com/admin/api/product-upload/product-943751718701423.jpg','',13,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Punch Grinder V-PGA at best price in India','Grinding Max. (mm)','Grinding Max. (mm)','Dia. (mm)','Length 30','Length 9','Ø0.5 - 10','S&T Engineers Vertex Punch Grinder V-PGA','VERTEX Best Punch Grinder V-PGA - S&T Engineers','S&T Engineers - Durable Vertex Punch Grinder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Punch Grinder V-PGA','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(278,'Runout Tester','S&T Engineers Vertex Runout Tester VRT-25','runout-tester','https://stengineers.com/admin/api/product-upload/thumb-453271718701641.jpg','https://stengineers.com/admin/api/product-upload/product-953271718701757.jpg,https://stengineers.com/admin/api/product-upload/product-824951718701761.jpg','',14,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Runout Tester VRT-25 at best price in India','Length (mm)','Range (mm)','Optional Accessories','Within 100\n','Ø0.5 - Ø10.0','Not included magnetic tool and dial gauge','S&T Engineers Vertex Runout Tester VRT-25','VERTEX Best Runout Tester VRT-25 - S&T Engineers','S&T Engineers - Durable Vertex Runout Tester provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Runout Tester VRT-25','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(279,'Mine Tool Maker Vise','S&T Engineers Vertex Mine Tool Maker Vise VMV-10','mine-tool-maker-vise','https://stengineers.com/admin/api/product-upload/thumb-231941718701889.jpg','https://stengineers.com/admin/api/product-upload/product-643581718702014.jpg,https://stengineers.com/admin/api/product-upload/product-149051718702022.jpg,https://stengineers.com/admin/api/product-upload/product-704581718702027.jpg','',15,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Mine Tool Maker Vise VMV-10 at best price in India','Compatibility','Squareness and Parallelism (mm)','Weight (kgs)','EDM & grinding machine','within ±0.005/100','0.3','S&T Engineers Vertex Mine Tool Maker Vise VMV-10','VERTEX Best Mine Tool Maker Vise VMV-10 - S&T Engineers','S&T Engineers - Durable Vertex Mine Tool Maker Vise provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Mine Tool Maker Vise VMV-10','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(280,'Tool Makers Vise','S&T Engineers Vertex Tool Makers Vise VMV-15-60','tool-makers-vise','https://stengineers.com/admin/api/product-upload/thumb-492501718702101.jpg','https://stengineers.com/admin/api/product-upload/product-304791718702237.jpg,https://stengineers.com/admin/api/product-upload/product-907351718702246.jpg,https://stengineers.com/admin/api/product-upload/product-321901718702252.jpg','',16,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Tool Makers Vise VMV-15-60 at best price in India','Material Made of','Material Hardness','Squareness and Parallelism (mm)','SK2 material of J.I.S specification','Hardened by heat treatment and precision ground/HRC 54°±2°','within ±0.005/100','S&T Engineers Vertex Tool Makers Vise VMV-15-60','VERTEX Best Tool Maker Vise VMV-15-60 - S&T Engineers','S&T Engineers - Durable Vertex Tool Maker Vise provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Tool Maker Vise VMV-15-60','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(281,'Vertex Tool Makers Vise ','S&T Engineers Vertex Tool Makers Vise VDV-20-40','vertex-tool-makers-vise-','https://stengineers.com/admin/api/product-upload/thumb-153601718702334.jpg','https://stengineers.com/admin/api/product-upload/product-256891718702492.jpg,https://stengineers.com/admin/api/product-upload/product-314801718702497.jpg,https://stengineers.com/admin/api/product-upload/product-235411718702507.jpg','',17,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Tool Makers Vise VDV-20-40 at best price in India','Material Made of','Material Hardness','Squareness and Parallelism (mm)','SK2 material of J.I.S specification','Hardened by heat treatment and precision ground/HRC 54°±2°','within ±0.005/100','S&T Engineers Vertex Tool Makers Vise VDV-20-40','VERTEX Best Tool Maker Vise VDV-20-40 - S&T Engineers','S&T Engineers - Durable Vertex Tool Maker Vise provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Tool Maker Vise VDV-20-40','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(282,'Sine Vise','S&T Engineers Vertex Sine Vise SVB-20-30','sine-vise','https://stengineers.com/admin/api/product-upload/thumb-425681718703467.jpg','https://stengineers.com/admin/api/product-upload/product-740381718703865.jpg,https://stengineers.com/admin/api/product-upload/product-150941718703872.jpg,https://stengineers.com/admin/api/product-upload/product-374981718703876.jpg','',18,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Sine Vise SVB-20-30 at best price in India','Material Hardened','Adjustments','Squareness and Parallelism (mm)','SK2 HRC 56° - 58° Sub-zero processing','Up to 46 degrees','within 0.005/100 and within 0.003/100','S&T Engineers Vertex Sine Vise SVB-20-30','VERTEX Best Sine Vise SVB-20-30 - S&T Engineers','S&T Engineers - Durable Vertex Sine Vise provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Sine Vise SVB-20-30','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(283,'Precision Universal Angle Vise','S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','precision-universal-angle-vise','https://stengineers.com/admin/api/product-upload/thumb-602531718704271.jpg','https://stengineers.com/admin/api/product-upload/product-054271718704406.jpg,https://stengineers.com/admin/api/product-upload/product-631071718704413.jpg,https://stengineers.com/admin/api/product-upload/product-301951718704418.jpg','',19,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4 at best price in India','Tolerance (mm)','Base Parallelism (mm)','Horizontal/Vertical Swivel','±0.01/100','±0.02','360° horizontal swivel/45° vertical tilting','S&T Engineers Vertex Precision Universal Angle Vise VUA-3/4','VERTEX Best Precision Universal Angle Vise VUA-3/4 - S&T Engineers','S&T Engineers - Durable Vertex Precision Universal Angle Vise provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision Universal Angle Vise VUA-3/4','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(284,'Precision Universal Angle Plate','S&T Engineers Vertex Precision Universal Angle Plate VUA-408/510','precision-universal-angle-plate','https://stengineers.com/admin/api/product-upload/thumb-265301718704498.jpg','https://stengineers.com/admin/api/product-upload/product-524191718704632.jpg,https://stengineers.com/admin/api/product-upload/product-564131718704638.jpg,https://stengineers.com/admin/api/product-upload/product-685921718704644.jpg','',20,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision Universal Angle Plate VUA-408/510 at best price in India','Swivel/Tilting','Squareness and Parallelism (mm)','Material Hardness','Swivel 360° and tilts 45° ','±0.02 and ±0.02','SK2/HRC 54°±2°','S&T Engineers Vertex Precision Universal Angle Plate VUA-408/510','VERTEX Best Precision Universal Angle Plate VUA-408/510 - S&T Engineers','S&T Engineers - Durable Vertex Precision Universal Angle Plate provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision Universal Angle Plate VUA-408/510','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(285,'Precision Universal Angle Chuck','S&T Engineers Vertex Precision Universal Angle Chuck VUA-100J','precision-universal-angle-chuck','https://stengineers.com/admin/api/product-upload/thumb-457391718704719.jpg','https://stengineers.com/admin/api/product-upload/product-869731718704832.jpg,https://stengineers.com/admin/api/product-upload/product-907831718704837.jpg,https://stengineers.com/admin/api/product-upload/product-715421718704845.jpg','',21,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision Universal Angle Chuck VUA-100J at best price in India','Tolerance (mm)','O.D. Clamping (mm)','I.D. Clamping (mm)','±0.01/100','Ø3 - 90','Ø32 - 84','S&T Engineers Vertex Precision Universal Angle Chuck VUA-100J','VERTEX Best Precision Universal Angle Chuck VUA-100J - S&T Engineers','S&T Engineers - Durable Vertex Precision Universal Angle Chuck provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision Universal Angle Chuck VUA-100J','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(286,'Precision Universal Angle Collet Chuck','S&T Engineers Vertex Precision Universal Angle Collet Chuck VUA-ER40','precision-universal-angle-collet-chuck','https://stengineers.com/admin/api/product-upload/thumb-862031718704928.jpg','https://stengineers.com/admin/api/product-upload/product-852491718705051.jpg,https://stengineers.com/admin/api/product-upload/product-965321718705056.jpg,https://stengineers.com/admin/api/product-upload/product-268591718705060.jpg','',22,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision Universal Angle Collet Chuck VUA-ER40 at best price in India','Tolerance (mm)','Swivel/Tilting','Material Hardness','±0.01/100','360° horizontal swivel/45° vertical tilting','HRC 52°±2°','S&T Engineers Vertex Precision Universal Angle Collet Chuck VUA-ER40','VERTEX Best Precision Universal Angle Collect Chuck VUA-ER40 - S&T Engineers','S&T Engineers - Durable Vertex Precision Universal Angle Collect Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision Universal Angle Collect Chuck VUA-ER40','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(287,'Free Angle Table','S&T Engineers Vertex Free Angle Table VAV-1020/1325','free-angle-table','https://stengineers.com/admin/api/product-upload/thumb-356081718705181.jpg','https://stengineers.com/admin/api/product-upload/product-509741718705351.jpg,https://stengineers.com/admin/api/product-upload/product-832041718705359.jpg,https://stengineers.com/admin/api/product-upload/product-348901718705368.jpg','',23,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Free Angle Table VAV=1020/1325 at best price in India','Table Size (L x W)','Rotation/Tilting','Load Capacity (kgs)','200 x 100 and 250 x 126','360°rotation/30° tilting','15','S&T Engineers Vertex Free Angle Table VAV-1020/1325','VERTEX Best Free Angle Table VAV-1020/1325 - S&T Engineers','S&T Engineers - Durable Vertex Free Angle Table provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Free Angle Table VAV-1020/1325','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(288,'Two Way Vise','S&T Engineers Vertex Two Way Vise SVS-100','two-way-vise','https://stengineers.com/admin/api/product-upload/thumb-829601718705462.jpg','https://stengineers.com/admin/api/product-upload/product-403571718705638.jpg,https://stengineers.com/admin/api/product-upload/product-803911718705651.jpg,https://stengineers.com/admin/api/product-upload/product-417321718705660.jpg','',24,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Two Way Vise SVS-100 at best price in India','Hardness','Parallelism (mm)','Squareness (mm)','HRC 60°, SKS3 ','0.003/100','0.005/100','S&T Engineers Vertex Two Way Vise SVS-100','VERTEX Best Two Way Vise SVS-100 - S&T Engineers','S&T Engineers - Durable Vertex Two Way Vise provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Two Way Vise SVS-100','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(289,'Sine Bar with Magnetic','S&T Engineers Vertex Sine Bar with Magnetic V-S50M/S100M','sine-bar-with-magnetic','https://stengineers.com/admin/api/product-upload/thumb-245061718793195.jpg','https://stengineers.com/admin/api/product-upload/product-915281718793375.jpg,https://stengineers.com/admin/api/product-upload/product-932511718793381.jpg,https://stengineers.com/admin/api/product-upload/product-452391718793386.jpg','',25,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Sine Bar with Magnetic V-S50M/S100M at best price in India','Accuracy','Material Hardness','Squareness and Parallelism (mm)','±0.002','SK-3/HRC 50°','0.005/100 and 0.002/100','S&T Engineers Vertex Sine Bar with Magnetic V-S50M/S100M','VERTEX Best Sine Bar with Magnetic V-S50M/S100M - S&T Engineers','S&T Engineers - Durable Vertex Sine Bar with Magnetic provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Sine Bar with Magnetic V-S50M/S100M','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(290,'EDM Tool Maker Vise(Stainless)','S&T Engineers Vertex EDM Tool Maker Vise(Stainless) VSTV-100W','edm-tool-maker-visestainless','https://stengineers.com/admin/api/product-upload/thumb-329081718793512.jpg','https://stengineers.com/admin/api/product-upload/product-357481718793646.jpg,https://stengineers.com/admin/api/product-upload/product-614501718793653.jpg,https://stengineers.com/admin/api/product-upload/product-376481718793660.jpg','',26,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex EDM Tool Maker Vise(Stainless) VSTV-100W at best price in India','Thickness (mm)','Max. Opening (mm)','Squareness and Parallelism (mm)','24','100','±0.002/100','S&T Engineers Vertex EDM Tool Maker Vise(Stainless) VSTV-100W','VERTEX Best EDM Tool Maker Vise VSTV-100W - S&T Engineers','S&T Engineers - Durable Vertex EDM Tool Maker Vise provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX EDM Tool Maker Vise VSTV-100W','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(291,'Electrode Vise(Stainless)','S&T Engineers Vertex Electrode Vise(Stainless) VEH-20MS','electrode-visestainless','https://stengineers.com/admin/api/product-upload/thumb-976511718793757.jpg','https://stengineers.com/admin/api/product-upload/product-019461718793912.jpg,https://stengineers.com/admin/api/product-upload/product-584391718793919.jpg,https://stengineers.com/admin/api/product-upload/product-519831718793924.jpg','',27,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Electrode Vise(Stainless) VEH-20MS at best price in India','Parallelism (mm)','Squareness (mm)','Harden Treatment','within 0.003/100','within 0.005/100','Up to HRC 58°','S&T Engineers Vertex Electrode Vise (Stainless) VEH-20MS','VERTEX Best Electrode Vise VEH-20MS - S&T Engineers','S&T Engineers - Durable Vertex Electrode Vise provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Electrode Vise VEH-20MS','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(293,'Electrode Vise','S&T Engineers Vertex Electrode Vise(Stainless) VEH-20DS','electrode-vise','https://stengineers.com/admin/api/product-upload/thumb-574681718794175.jpg','https://stengineers.com/admin/api/product-upload/product-049821718794415.jpg,https://stengineers.com/admin/api/product-upload/product-673191718794423.jpg,https://stengineers.com/admin/api/product-upload/product-137281718794432.jpg','',28,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Electrode Vise(Stainless) VEH-20DS at best price in India','Parallelism (mm)','Squareness (mm)','Harden Treatment','within 0.003/100','within 0.005/100','Up to HRC 58°','S&T Engineers Vertex Electrode Vise(Stainless) VEH-20DS','VERTEX Best Electrode Vise VEH-20DS - S&T Engineers','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machine Accessories in India. S&T Engineers Vertex Electrode Vise (Stainless) VEH-20DS at best price in India','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(294,'Angle Plate','S&T Engineers Vertex Angle Plate VAP-1','angle-plate','https://stengineers.com/admin/api/product-upload/thumb-457931718794540.jpg','https://stengineers.com/admin/api/product-upload/product-069271718794671.jpg,https://stengineers.com/admin/api/product-upload/product-687021718794675.jpg,https://stengineers.com/admin/api/product-upload/product-793051718794681.jpg','',29,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Angle Plate VAP-1 at best price in India','Material','Hardness','Angular Measures','SK2','HRC 50°-54°','0°-60°','S&T Engineers Vertex Angle Plate VAP-1','VERTEX Best Angle Plate VAP-1 - S&T Engineers','S&T Engineers - Durable Vertex Angle Plate provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Angle Plate VAP-1','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(295,'Precision V Block','S&T Engineers Vertex Precision V Block V-5VA/3VA-S/4VA-S/5VA-S','precision-v-block','https://stengineers.com/admin/api/product-upload/thumb-153271718794868.jpg','https://stengineers.com/admin/api/product-upload/product-902781718795051.jpg,https://stengineers.com/admin/api/product-upload/product-703261718795058.jpg,https://stengineers.com/admin/api/product-upload/product-391641718795064.jpg','',30,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision V Block V-5VA/3VA-S/4VA-S/5VA-S at best price in India','Material','Hardness','Accuracy (mm)','Steel','HRC 52','0.02/100','S&T Engineers Vertex Precision V Block V-5VA/3VA-S/4VA-S/5VA-S','VERTEX Best Precision V Block V-5VA/3VA-S/4VA-S/5VA-S - S&T Engineers','S&T Engineers - Durable Vertex Precision V Block provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision V Block V-5VA/3VA-S/4VA-S/5VA-S','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(296,'Hardened Steel Squares','S&T Engineers Vertex Hardened Steel Squares SS-304/306/308/310/312','hardened-steel-squares','https://stengineers.com/admin/api/product-upload/thumb-945131718795151.jpg','https://stengineers.com/admin/api/product-upload/product-460711718795281.jpg,https://stengineers.com/admin/api/product-upload/product-806351718795288.jpg','',31,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Hardened Steel Squares SS-304/306/308/310/312 at best price in India','Hardness','Accuracy (mm)','Material','HRC 50°','0.02/100','Fully tool steel','S&T Engineers Vertex Hardened Steel Squares SS-304/306/308/310/312','VERTEX Best Hardened Steel Squares SS-304/306/308/310/312 - S&T Engineers','S&T Engineers - Durable Vertex Hardened Steel Squares provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Hardened Steel Squares SS-304/306/308/310/312','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(297,'Precision Steel Angle Plates','S&T Engineers Vertex Precision Steel Angle Plates VRS-33/44/46/85/1206','precision-steel-angle-plates','https://stengineers.com/admin/api/product-upload/thumb-638401718795520.jpg','https://stengineers.com/admin/api/product-upload/product-450381718795676.jpg,https://stengineers.com/admin/api/product-upload/product-371651718795681.jpg,https://stengineers.com/admin/api/product-upload/product-607541718795688.jpg','',32,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision Steel Angle Plates VRS-33/44/46/85/1206 at best price in India','Material','Accuracy (mm)','Hardness','YK30 Alloy Steel','0.005/100','HRC 58°','S&T Engineers Vertex Precision Steel Angle Plates VRS-33/44/46/85/1206','VERTEX Best Precision Steel Angle Plates VRS-33/44/46/85/1206 - S&T Engineers','S&T Engineers - Durable Vertex Precision Steel Angle Plates provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision Steel Angle Plates VRS-33/44/46/85/1206','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(298,'V-Block with Clamps','S&T Engineers Vertex V-Block with Clamps VBC-196/197','v-block-with-clamps','https://stengineers.com/admin/api/product-upload/thumb-831641718796237.jpg','https://stengineers.com/admin/api/product-upload/product-501321718796352.jpg,https://stengineers.com/admin/api/product-upload/product-148761718796360.jpg,https://stengineers.com/admin/api/product-upload/product-468051718796365.jpg','',33,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex V-Block with Clamps VBC-196/197 at best price in India','In Box','Material','Suitable for','Two V blocks and two clamps','Made of hardened tool steel','Toolmakers & Machinists','S&T Engineers Vertex V-Block with Clamps VBC-196/197','VERTEX Best V-Block with Clamps VBC-196/197 - S&T Engineers','S&T Engineers - Durable Vertex V-Block with Clamps provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX V-Block with Clamps VBC-196/197','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(299,'Tangimatic Dresser','S&T Engineers Vertex Tangimatic Dresser V-TDA','tangimatic-dresser','https://stengineers.com/admin/api/product-upload/thumb-516941718796467.jpg','https://stengineers.com/admin/api/product-upload/product-123941718796594.jpg,https://stengineers.com/admin/api/product-upload/product-536871718796601.jpg','',34,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Tangimatic Dresser V-TDA at best price in India','Max. Wheel DIA. (mm)','Convex R (mm)','Concave R (mm)','8\"(200 mm)','0-90R','0-40R','S&T Engineers Vertex Tangimatic Dresser V-TDA','VERTEX Best Tangimatic Dresser V-TDA - S&T Engineers','S&T Engineers - Durable Vertex Tangimatic Dresser provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Tangimatic Dresser V-TDA','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(300,'Tangimatic Dresser Handy Type','S&T Engineers Vertex Tangimatic Dresser Handy Type V-TDH','tangimatic-dresser-handy-type','https://stengineers.com/admin/api/product-upload/thumb-759601718796743.jpg','https://stengineers.com/admin/api/product-upload/product-304691718796932.jpg,https://stengineers.com/admin/api/product-upload/product-617501718796938.jpg','',35,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Tangimatic Dresser Handy Type V-TDH at best price in India','For Wheel (mm)','Concave R (mm)','Convex R (mm)','<Ø205','0.2-25','0.2-20','S&T Engineers Vertex Tangimatic Dresser Handy Type V-TDH','VERTEX Best Tangimatic Dresser Handy Type V-TDH - S&T Engineers','S&T Engineers - Durable Vertex Tangimatic Dresser Handy Type provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Tangimatic Dresser Handy Type V-TDH','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(301,'Optical Radius Angle Dresser','S&T Engineers Vertex Optical Radius Angle Dresser V-TDT','optical-radius-angle-dresser','https://stengineers.com/admin/api/product-upload/thumb-820431718797068.jpg','https://stengineers.com/admin/api/product-upload/product-427381718797197.jpg,https://stengineers.com/admin/api/product-upload/product-524901718797203.jpg','',36,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Optical Radius Angle Dresser V-TDT at best price in India','Center Height (mm)','Max. Wheel Diameter (mm)','Convex & Concave Radius (mm)','65','200','10 & 25.4','S&T Engineers Vertex Optical Radius Angle Dresser V-TDT','VERTEX Best Optical Radius Angle Dresser V-TDT - S&T Engineers','S&T Engineers - Durable Vertex Optical Radius Angle Dresser provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Optical Radius Angle Dresser V-TDT','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(302,'Matco Sine Dresser','S&T Engineers Vertex Matco Sine Dresser V-50D','matco-sine-dresser','https://stengineers.com/admin/api/product-upload/thumb-796011718797273.jpg','https://stengineers.com/admin/api/product-upload/product-294631718797421.jpg,https://stengineers.com/admin/api/product-upload/product-605721718797427.jpg','',37,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Matco Sine Dresser V-50D at best price in India','Dressing Angle','Cross Feed (mm)','Center Distance (mm)','0°-60°','Up to 50','0.01','S&T Engineers Vertex Matco Sine Dresser V-50D','VERTEX Best Matco Sine Dresser V-50D - S&T Engineers','S&T Engineers - Durable Vertex Matco Sine Dresser provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Matco Sine Dresser V-50D','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(303,'Wheel Hanger','S&T Engineers Vertex Wheel Hanger VWH-24/32','wheel-hanger','https://stengineers.com/admin/api/product-upload/thumb-731861718797505.jpg','https://stengineers.com/admin/api/product-upload/product-284901718797609.jpg,https://stengineers.com/admin/api/product-upload/product-697311718797614.jpg','',38,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Wheel Hanger VWH-24/32 at best price in India','VWH-24','VWH-32','Size (L x W x H)','24 Pcs','32 Pcs','VWH 24/32 - 470 x 260 x 1220/653 x 600 x 1460','S&T Engineers Vertex Wheel Hanger VWH-24/32','VERTEX Best Wheel Hanger VWH-24/32 - S&T Engineers','S&T Engineers - Durable Vertex Wheel Hanger provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Wheel Hanger VWH-24/32','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(304,'Grinding Wheel Flang','S&T Engineers Vertex Grinding Wheel Flang FKT-250 | FTA-350','grinding-wheel-flang','https://stengineers.com/admin/api/product-upload/thumb-641021718797770.jpg','https://stengineers.com/admin/api/product-upload/product-317651718798019.jpg,https://stengineers.com/admin/api/product-upload/product-723841718798033.jpg,https://stengineers.com/admin/api/product-upload/product-296701718798043.jpg','',39,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Grinding Wheel Flang FKT-250 | FTA-350 at best price in India','Outer Dia (FKT-250/FTA-350)','Flange Dia (FKT-250/FTA-350)','Weight (kg) (FKT-250/FTA-350)','78 / 75','25.7+0-0.05 / 25.4+0-0.05','0.8 / 1','S&T Engineers Vertex Grinding Wheel Flang FKT-250 | FTA-350','VERTEX Best Grinding Wheel Flang FKT-250 | FTA-350 - S&T Engineers','S&T Engineers - Durable Vertex Grinding Wheel Flang provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Grinding Wheel Flang FKT-250 | FTA-350','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(305,'Level Ballancing Stand','S&T Engineers Vertex Level Ballancing Stand LBS-100','level-ballancing-stand','https://stengineers.com/admin/api/product-upload/thumb-265481718798146.jpg','https://stengineers.com/admin/api/product-upload/product-901541718798294.jpg,https://stengineers.com/admin/api/product-upload/product-836411718798301.jpg','',40,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Level Balancing Stand LBS-100 at best price in India','Horizontal Adjustment','Weight (Kgs)','Max. Wheel Dia (mm)','Enable Rapidly and Accurately\n','8.8','Ø200, Ø350','S&T Engineers Vertex Level Ballancing Stand LBS-100','VERTEX Best Level Balancing Stand LBS-100 - S&T Engineers','S&T Engineers - Durable Vertex Level Balancing Stand provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Level Balancing Stand LBS-100','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(306,'Driving Carrier','S&T Engineers Vertex Driving Carrier VDC-13-100','driving-carrier','https://stengineers.com/admin/api/product-upload/thumb-962401718798526.jpg','https://stengineers.com/admin/api/product-upload/product-830751718798655.jpg,https://stengineers.com/admin/api/product-upload/product-397011718798660.jpg,https://stengineers.com/admin/api/product-upload/product-613201718798665.jpg','',41,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Driving Carrier VDC-13-100 at best price in India','Capacity (mm)','Suitable for','Easy Operation','Ø6-Ø100','Grinding of shafts','Easy attach and detach by one hand','S&T Engineers Vertex Driving Carrier VDC-13-100','VERTEX Best Driving Carrier VDC-13-100 - S&T Engineers','S&T Engineers - Durable Vertex Driving Carrier provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Driving Carrier VDC-13-100','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(307,'Sine Plate','S&T Engineers Vertex Sine Plate V-47-6120','sine-plate','https://stengineers.com/admin/api/product-upload/thumb-453291718798772.jpg','https://stengineers.com/admin/api/product-upload/product-128361718798913.jpg,https://stengineers.com/admin/api/product-upload/product-762181718798919.jpg,https://stengineers.com/admin/api/product-upload/product-715681718798928.jpg','',42,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Sine Plate V-47-6120 at best price in India','Material ','Hardness','In Box','Made of quality steel','HRC 55°-56°','Two hardened and ground side rails and one, locking strap included','S&T Engineers Vertex Sine Plate V-47-6120','VERTEX Best Sine Plate V-47-6120 - S&T Engineers','S&T Engineers - Durable Vertex Sine Plate provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Sine Plate V-47-6120','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(308,'Magnetic Sine Plate','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','magnetic-sine-plate','https://stengineers.com/admin/api/product-upload/thumb-172851718799202.jpg','https://stengineers.com/admin/api/product-upload/product-182751718799413.jpg,https://stengineers.com/admin/api/product-upload/product-106471718799418.jpg,https://stengineers.com/admin/api/product-upload/product-459371718799425.jpg','',43,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Sine Plate V-47M-612M at best price in India','Gauss','ON/OFF Control','Magnet Type','650 gauss','Removable handle','Permanent magnetic','S&T Engineers Vertex Magnetic Sine Plate V-47M-612M','VERTEX Best Magnetic Sine Plate V-47M-612M - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Sine Plate provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Sine Plate V-47M-612M','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(309,'Magnetic Sine Plate With Fine Pole','S&T Engineers Vertex Magnetic Sine Plate With Fine Pole V-47MF-612MF','magnetic-sine-plate-with-fine-pole','https://stengineers.com/admin/api/product-upload/thumb-745601718799487.jpg','https://stengineers.com/admin/api/product-upload/product-531291718799658.jpg,https://stengineers.com/admin/api/product-upload/product-941561718799666.jpg,https://stengineers.com/admin/api/product-upload/product-432061718799675.jpg','',44,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Sine Plate With Fine Pole V-47MF-612MF at best price in India','Gauss','ON/OFF Control','Magnet Type','700 gauss','Removable handle','Permanent magnetic','S&T Engineers Vertex Magnetic Sine Plate With Fine Pole V-47MF-612MF','VERTEX Best Magnetic Sine Plate with Fine Pole V-47MF-612MF - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Sine Plate with Fine Pole provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Sine Plate with Fine Pole V-47MF-612MF','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(310,'V650G Plus','EXCETEK CNC Wire EDM V650G Plus','v650g-plus','https://stengineers.com/admin/api/product-upload/thumb-460211719054899.png','https://stengineers.com/admin/api/product-upload/product-236091719054908.png','',3,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Authorised Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek G Plus Series CNC Wire Cutting EDM Machines for ultra precision machining. ','Table Travel (X x Y)','Axis Travel (U x V x Z)','Axes Control','650 x 400','160 x 160 x 350 / 410 / 500 (Submerged height 310 mm)','5 Axis AC servo motor','EXCETEK CNC Wire EDM V650G Plus','Top Quality CNC Wire EDM Machines EXCETEK V650G Plus - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC machine suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK V650G Plus','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(311,'SR-600/G','SKITEK Medium Speed CNC Wire EDM SR-600/G','sr-600g','https://stengineers.com/admin/api/product-upload/thumb-321591719230475.png','https://stengineers.com/admin/api/product-upload/product-458321719230760.png','',3,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-600/G molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis step sub division control','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-600/G','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-600/G - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM Machines from leading CNC Wire Cut EDM machines Suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-600/G','CNC machines, machine tools, CNC Machines Supplier,CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(312,'SR-7055/G','SKITEK Medium Speed CNC Wire EDM SR-7055/G','sr-7055g','https://stengineers.com/admin/api/product-upload/thumb-582971719232172.png','https://stengineers.com/admin/api/product-upload/product-479231719232191.png','',4,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-7055/G molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis step sub division control','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-7055/G','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-7055/G - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM Machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-7055/G','CNC machines, machine tools, CNC Machines Supplier,CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(313,'SR-400/S','SKITEK Medium Speed CNC Wire EDM SR-400/S','sr-400s','https://stengineers.com/admin/api/product-upload/thumb-127891719232624.png','https://stengineers.com/admin/api/product-upload/product-634181719232627.png','',5,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-400/S molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis AC servo (X,Y,U,V) & Z DC servo','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-400/S','High Precision Medium Speed Recirculating CNC Wire EDM Machines SKITEK SR-400/S - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-400/S','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(314,'SR-600/S','SKITEK Medium Speed CNC Wire EDM SR-600/S','sr-600s','https://stengineers.com/admin/api/product-upload/thumb-452861719288275.png','https://stengineers.com/admin/api/product-upload/product-018351719288279.png','',6,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-600/S molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis AC servo (X,Y,U,V) & Z DC servo','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-600/S','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-600/S - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM Machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium speed CNC Wire EDM machines - SKITEK SR-600/S','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(315,'SR-7055/S','SKITEK Medium Speed CNC Wire EDM SR-7055/S','sr-7055s','https://stengineers.com/admin/api/product-upload/thumb-614201719288612.png','https://stengineers.com/admin/api/product-upload/product-891341719288617.png','',7,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-7055/S molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis AC servo (X,Y,U,V) & Z DC servo','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-7055/S','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-7055/S - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-7055/S','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(316,'SR-850/MS','SKITEK Medium Speed CNC Wire EDM SR-850/MS','sr-850ms','https://stengineers.com/admin/api/product-upload/thumb-238491719288925.png','https://stengineers.com/admin/api/product-upload/product-540961719288928.png','',8,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-850/MS molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis AC servo (X,Y,U,V) & Z DC servo','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-850/MS','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-850/MS - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-850/MS','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(317,'SR-1100/MS','SKITEK Medium Speed CNC Wire EDM SR-1100/MS','sr-1100ms','https://stengineers.com/admin/api/product-upload/thumb-791431719289199.png','https://stengineers.com/admin/api/product-upload/product-587211719289203.png','',9,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-1100/MS molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis AC servo (X,Y,U,V) & Z DC servo','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-1100/MS','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-1100/MS - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM Machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium speed CNC Wire EDM machines - SKITEK SR-1100/MS','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(318,'SR-400/M','SKITEK Medium Speed CNC Wire EDM SR-400/M','sr-400m','https://stengineers.com/admin/api/product-upload/thumb-796401719289547.png','https://stengineers.com/admin/api/product-upload/product-195381719289551.png','',10,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-400/M molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis step sub division control','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-400/M','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-400/M - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-400/M','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(319,'SR-500/M','SKITEK Medium Speed CNC Wire EDM SR-500/M','sr-500m','https://stengineers.com/admin/api/product-upload/thumb-572161719289840.png','https://stengineers.com/admin/api/product-upload/product-267901719289846.png','',11,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-500/M molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis step sub division control','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-500/M','High Precision Medium Speed Reusable CNC Wire EDM Machines SKITEK SR-500/M - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-500/M','CNC machines, machine tools, CNC Machines Supplier,CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(320,'SR-600/M','SKITEK Medium Speed CNC Wire EDM SR-600/M','sr-600m','https://stengineers.com/admin/api/product-upload/thumb-703281719290137.png','https://stengineers.com/admin/api/product-upload/product-380121719290142.png','',12,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-600/M molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis step sub division control','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-600/M','High Precision Medium Speed CNC Wire EDM Machines SKITEK SR-600/M - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-600/M','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(321,'SR-7055/M','SKITEK Medium Speed CNC Wire EDM SR-7055/M','sr-7055m','https://stengineers.com/admin/api/product-upload/thumb-103541719290305.png','https://stengineers.com/admin/api/product-upload/product-105241719290318.png','',13,'active','','3','28','10',0,0,'','SKITEK Medium Speed CNC Wire EDM SR-7055/M molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Water Tank Size(W x L x H) (mm)','Axis control','Surface finishing','1100x700x670','4 axis step sub division control','Ra≤0.8um','SKITEK Medium Speed CNC Wire EDM SR-7055/M','High Precision Medium Speed CNC Wire EDM Machines SKITEK SR-7055/M - S&T Engineers','S&T Engineers - Industry Leading Medium Speed CNC Wire EDM machines from leading CNC Wire Cut EDM machine suppliers. S&T Engineers delivers superior performance and efficient medium-speed CNC Wire EDM machines - SKITEK SR-7055/M','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining, Medium speed edm machines'),(322,'Double Way Sine Plate With Fine Pole Magnetic Chuck','S&T Engineers Vertex Double Way Sine Plate With Fine Pole Magnetic Chuck V-47MSF-612MSF','double-way-sine-plate-with-fine-pole-magnetic-chuck','https://stengineers.com/admin/api/product-upload/thumb-083591719317316.jpg','https://stengineers.com/admin/api/product-upload/product-367541719317477.jpg,https://stengineers.com/admin/api/product-upload/product-280941719317481.jpg,https://stengineers.com/admin/api/product-upload/product-739641719317485.jpg','',45,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Double Way Sine Plate With Fine Pole Magnetic Chuck V-47MSF-612MSF at best price in India','Sine Plate','Special Feature','Material','Double way sine plate, can be grind two way angle at same time','Micropicth magnetic chuck, can fix tiny parts firmly on the chuck','Alloy Tool Steel','S&T Engineers Vertex Double Way Sine Plate With Fine Pole Magnetic Chuck V-47MSF-612MSF','VERTEX Best Double Way Sine Plate with Fine Pole Magnetic Chuck V-47MSF-612MSF - S&T Engineers','S&T Engineers - Durable Vertex Double Way Sine Plate with Fine Pole Magnetic Chuck provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Double Way Sine Plate with Fine Pole Magnetic Chuck V-47MSF-612MSF','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(323,'Angular Permanent Magnetic Plate','S&T Engineers Vertex Angular Permanent Magnetic Plate VG-407-1224','angular-permanent-magnetic-plate','https://stengineers.com/admin/api/product-upload/thumb-208141719317568.jpg','https://stengineers.com/admin/api/product-upload/product-520981719317704.jpg,https://stengineers.com/admin/api/product-upload/product-632791719317710.jpg,https://stengineers.com/admin/api/product-upload/product-806911719317721.jpg','',46,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Angular Permanent Magnetic Plate VG-407-1224 at best price in India','Suitable for','Side Magnetic Force','Plate Center','Workpiece bigger in length and width','18 KGF','26 KGF','S&T Engineers Vertex Angular Permanent Magnetic Plate VG-407-1224','VERTEX Best Angular Permanent Magnetic Plate VG-407-1224 - S&T Engineers','S&T Engineers - Durable Vertex Angular Permanent Magnetic Plate provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Angular Permanent Magnetic Plate VG-407-1224','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(324,'Super Powerful Electromagnetic Chuck','S&T Engineers Vertex Super Powerful Electromagnetic Chuck VEM-3060A','super-powerful-electromagnetic-chuck','https://stengineers.com/admin/api/product-upload/thumb-059841719317782.jpg','https://stengineers.com/admin/api/product-upload/product-986531719317915.jpg,https://stengineers.com/admin/api/product-upload/product-650231719317927.jpg,https://stengineers.com/admin/api/product-upload/product-608371719317933.jpg','',47,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Super Powerful Electromagnetic Chuck VEM-3060A at best price in India','Dimension ','Gauss','Suitable for','300 x 600','450 gauss','Grinding operation','S&T Engineers Vertex Super Powerful Electromagnetic Chuck VEM-3060A','VERTEX Best Super Powerful Electromagnetic Chuck VEM-3060A - S&T Engineers','S&T Engineers - Durable Vertex Super Powerful Electromagnetic Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Super Powerful Electromagnetic Chuck VEM-3060A','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(325,'Variable Speed Rotary Magnetic Chuck','S&T Engineers Vertex Variable Speed Rotary Magnetic Chuck VRM-8/10','variable-speed-rotary-magnetic-chuck','https://stengineers.com/admin/api/product-upload/thumb-431961719318011.jpg','https://stengineers.com/admin/api/product-upload/product-058141719318132.jpg,https://stengineers.com/admin/api/product-upload/product-385641719318137.jpg,https://stengineers.com/admin/api/product-upload/product-629031719318141.jpg','',48,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Variable Speed Rotary Magnetic Chuck VRM-8/10 at best price in India','Rotary Magnetic Chuck','Setup','Precision (mm)','Rotary speed can adjustable','Easy and simple for setup','within 0.002','S&T Engineers Vertex Variable Speed Rotary Magnetic Chuck VRM-8/10','VERTEX Best Variable Speed Rotary Magnetic Chuck VRM-8/10 - S&T Engineers','S&T Engineers - Durable Vertex Variable Speed Rotary Magnetic Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Variable Speed Rotary Magnetic Chuck VRM-8/10','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(326,'Magnetic Transisting Block','S&T Engineers Vertex Magnetic Transisting Block VCP-D/1','magnetic-transisting-block','https://stengineers.com/admin/api/product-upload/thumb-457901719318200.jpg','https://stengineers.com/admin/api/product-upload/product-308691719318360.jpg,https://stengineers.com/admin/api/product-upload/product-497301719318365.jpg','',49,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Transisting Block VCP-D/1 at best price in India','Material','Magnetism Transfer','Weight (Kgs)','Cast integrally with aluminium','Hightest magnetic transfer','0.48-2.5','S&T Engineers Vertex Magnetic Transisting Block VCP-D/1','VERTEX Best Magnetic Transisting Block VCP-D/1 - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Transisting Block provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Transisting Block VCP-D/1','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(327,'Magnetic Transisting Block Set','S&T Engineers Vertex Magnetic Transisting Block Set VCP-6','magnetic-transisting-block-set','https://stengineers.com/admin/api/product-upload/thumb-680291719318446.jpg','https://stengineers.com/admin/api/product-upload/product-953711719318585.jpg,https://stengineers.com/admin/api/product-upload/product-592601719318593.jpg','',50,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Transisting Block Set VCP-6 at best price in India','1 Pair (L x H x W x PCS)','2 Pair (L x H x W x PCS)','1 Pair (L x H x W x PCS)','60 x 35 x 15 x 2','100 x 50 x 25 x 2','49.5 x 58 x 45.5','S&T Engineers Vertex Magnetic Transisting Block Set VCP-6','VERTEX Best Magnetic Transisting Block Set VCP-6 - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Transisting Block Set provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Transisting Block Set VCP-6','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(328,'Permanent Electro Magnetic Chuck','S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540','permanent-electro-magnetic-chuck','https://stengineers.com/admin/api/product-upload/thumb-342651719318672.jpg','https://stengineers.com/admin/api/product-upload/product-576201719318803.jpg,https://stengineers.com/admin/api/product-upload/product-795421719318808.jpg,https://stengineers.com/admin/api/product-upload/product-735821719318813.jpg','',51,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540 at best price in India','Clamping Force','Recommend Voltage','Magnetic Force ','Strong clamping force','380V 1PH','1000 Kgs/100 cm²','S&T Engineers Vertex Permanent Electro Magnetic Chuck VPE-2540','VERTEX Best Permanent Electro Magnetic Chuck VPE-2540 - S&T Engineers','S&T Engineers - Durable Vertex Permanent Electro Magnetic Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Permanent Electro Magnetic Chuck VPE-2540','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(329,'Permanent Magnetic Lifter (ON/OFF Type)','S&T Engineers Vertex Permanent Magnetic Lifter (ON/OFF Type) VML-1000','permanent-magnetic-lifter-onoff-type','https://stengineers.com/admin/api/product-upload/thumb-150231719318885.jpg','https://stengineers.com/admin/api/product-upload/product-364921719319003.jpg,https://stengineers.com/admin/api/product-upload/product-053481719319008.jpg,https://stengineers.com/admin/api/product-upload/product-187631719319013.jpg','',52,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Permanent Magnetic Lifter (ON/OFF Type) VML-1000 at best price in India','Special Feature','Safety Coefficient','Type','Convenient and efficiency','3.5 times','ON/OFF type','S&T Engineers Vertex Permanent Magnetic Lifter (ON/OFF Type) VML-1000','VERTEX Best Permanent Magnetic Lifter VML-1000 - S&T Engineers','S&T Engineers - Durable Vertex Permanent Magnetic Lifter provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Permanent Magnetic Lifter VML-1000','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(330,'Demagnetizer','S&T Engineers Vertex Demagnetizer VDM-14','demagnetizer','https://stengineers.com/admin/api/product-upload/thumb-892071719319167.jpg','https://stengineers.com/admin/api/product-upload/product-275861719319286.jpg,https://stengineers.com/admin/api/product-upload/product-346101719319291.jpg','',53,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Demagnetizer VDM-14 at best price in India','Height of Demagnetization (mm)','Range of Demagnetization (mm)','Voltage (V)','Maximum 70','Maximum 400','200-240','S&T Engineers Vertex Demagnetizer VDM-14','VERTEX Best Demagnetizer VDM-14 - S&T Engineers','S&T Engineers - Durable Vertex Demagnetizer provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Demagnetizer VDM-14','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(331,'Magnetic V Block','S&T Engineers Vertex Magnetic V Block VCP-26','magnetic-v-block','https://stengineers.com/admin/api/product-upload/thumb-594171719384319.jpg','https://stengineers.com/admin/api/product-upload/product-876121719384998.jpg,https://stengineers.com/admin/api/product-upload/product-846711719385032.jpg,https://stengineers.com/admin/api/product-upload/product-173801719385048.jpg','',54,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic V Block VCP-26 at best price in India','Suitable for','V Angle','Magnetic Power (Pull)','For round / square workpiece','90°','2 side no power, Bottom power','S&T Engineers Vertex Magnetic V Block VCP-26','VERTEX Best Magnetic V Block VCP-26 - S&T Engineers','S&T Engineers - Durable Vertex Magnetic V Block provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic V Block VCP-26','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(332,'SF 25-120','SKITEK High Speed CNC Wire EDM SF 25-120','sf-25-120','https://stengineers.com/admin/api/product-upload/thumb-657911719392962.png','https://stengineers.com/admin/api/product-upload/product-612581719392966.png','',1,'active','','3','56','10',0,0,'','SKITEK High Speed CNC Wire EDM SF 25-120 molybdenum recirculating wire cnc edm. Cost effective, excellent surface finish, best reliable edm machine','Available Table Range(mm)','Cutting Angle','Cutting Speed (Cr-12, H=60mm)','\"Min. – 520x280\nMax. – 1900x1500\"','Max. ±6⁰/80mm','Max. ≥180mm²/min ','SKITEK High Speed CNC Wire EDM SF 25-120','Top Quality High Speed CNC Wire EDM SKITEK SF 25-120','S&T Engineers - Industry Leading Fast Speed CNC Wire EDM Machines from pioneer CNC Moly Wire EDM machines Suppliers. S&T Engineers delivers superior performance and efficient fast-speed moly wire EDM CNC high-speed wire EDM machines - SKITEK SF 25-120','CNC machines, machine tools, CNC Machines Supplier,CNC EDM machine, high speed EDM machine, wire cut edm, electrical discharge machining, spark erosion machine'),(333,'Magnetic Tools','S&T Engineers Vertex Magnetic Tools VMB-B/01','magnetic-tools','https://stengineers.com/admin/api/product-upload/thumb-538941719402326.jpg','https://stengineers.com/admin/api/product-upload/product-850391719402462.jpg,https://stengineers.com/admin/api/product-upload/product-089411719402471.jpg','',55,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Tools VMB-B/01 at best price in India','Type','Dial Clamp Hole','Magnetic Base Center Hole Thread','Fixed arm type','Ø6.5 & Ø8','M8x1.25P','S&T Engineers Vertex Magnetic Tools VMB-B/01','VERTEX Best Magnetic Tools VMB-B/01 - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Tools provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Tools VMB-B/01','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(334,'Vertex Magnetic Tools','S&T Engineers Vertex Magnetic Tools VMH-62','vertex-magnetic-tools','https://stengineers.com/admin/api/product-upload/thumb-156871719402633.jpg','https://stengineers.com/admin/api/product-upload/product-206411719402782.jpg,https://stengineers.com/admin/api/product-upload/product-680351719402793.jpg','',56,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Tools VMH-62 at best price in India','No. of Hose','Hose Nozzle','Main Rod (O.D x L)','3 Hose','Magnetic Base','Ø16 x 330','S&T Engineers Vertex Magnetic Tools VMH-62','VERTEX Best Magnetic Tools VMH-62 - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Tools provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Tools VMH-62','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(335,'Magnetic Tools VML-B/C','S&T Engineers Vertex Magnetic Tools VML-B/C','magnetic-tools-vml-bc','https://stengineers.com/admin/api/product-upload/thumb-738011719402848.jpg','https://stengineers.com/admin/api/product-upload/product-178421719403011.jpg,https://stengineers.com/admin/api/product-upload/product-082641719403017.jpg','',57,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Tools VML-B/C at best price in India','Base Size (L x W x H)(mm)','Base','Watt/Voltage','60 x 50 x 55','Magnetic Base','For 20W/40W/60W 110V, For 20W/40W/60W 220V','S&T Engineers Vertex Magnetic Tools VML-B/C','VERTEX Best Magnetic Tools VML-B/C - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Tools provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Tools VML-B/C','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(336,'Magnetic Separator ','S&T Engineers Vertex Magnetic Separator MC-20-60','magnetic-separator-','https://stengineers.com/admin/api/product-upload/thumb-674231719403130.jpg','https://stengineers.com/admin/api/product-upload/product-836191719403254.jpg,https://stengineers.com/admin/api/product-upload/product-526781719403259.jpg,https://stengineers.com/admin/api/product-upload/product-317041719403264.jpg','',58,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Magnetic Separator MC-20-60 at best price in India','Suitable in','Standard Accessories','Motor Power','Heavy machining for ferrous metal','Chip collector-1pc, plugs-2pc, elbow-1pc, steel tubes-3pc','MC-20/40/60/80-220V3Ø,25W, MC-120/160-220V3Ø,40W','S&T Engineers Vertex Magnetic Separator MC-20-60','VERTEX Best Magnetic Separator MC-20-60 - S&T Engineers','S&T Engineers - Durable Vertex Magnetic Separator provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Magnetic Separator MC-20-60','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(337,'Cast Iron Surface Plates','S&T Engineers Vertex Cast Iron Surface Plates VS-01-13','cast-iron-surface-plates','https://stengineers.com/admin/api/product-upload/thumb-469071719403318.jpg','https://stengineers.com/admin/api/product-upload/product-250461719403450.jpg,https://stengineers.com/admin/api/product-upload/product-682411719403456.jpg','',59,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Cast Iron Surface Plates VS-01-13 at best price in India','Application','Structure','Highlight','Diverse where smooth surface required','Rigidity and lasting accuracy, top and side thickness and ribbed construction','Precisely finished by planing and hand scraping','S&T Engineers Vertex Cast Iron Surface Plates VS-01-13','VERTEX Best Cast Iron Surface Plates VS-01-13 - S&T Engineers','S&T Engineers - Durable Vertex Cast Iron Surface Plates provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Cast Iron Surface Plates VS-01-13','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(338,'Cast Iron Surface Plates Stand','S&T Engineers Vertex Cast Iron Surface Plates Stand VSD-09N-13N','cast-iron-surface-plates-stand','https://stengineers.com/admin/api/product-upload/thumb-813701719403557.jpg','https://stengineers.com/admin/api/product-upload/product-439701719404015.jpg,https://stengineers.com/admin/api/product-upload/product-390141719404021.jpg,https://stengineers.com/admin/api/product-upload/product-345921719404028.jpg','',60,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Cast Iron Surface Plates Stand VSD-09N-13N at best price in India','Design','Leveling','Packing','Separated modular design DIY type','with adjustment screw','Low profile packing','S&T Engineers Vertex Cast Iron Surface Plates Stand VSD-09N-13N','VERTEX Best Cast Iron Surface Plates Stand VSD-09N-13N - S&T Engineers','S&T Engineers - Durable Vertex Cast Iron Surface Plates Stand provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Cast Iron Surface Plates Stand VSD-09N-13N','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(339,'Test Base Surface Plates','S&T Engineers Vertex Test Base Surface Plates VSG-03-21','test-base-surface-plates','https://stengineers.com/admin/api/product-upload/thumb-078351719404158.jpg','https://stengineers.com/admin/api/product-upload/product-059861719404476.jpg,https://stengineers.com/admin/api/product-upload/product-852901719404492.jpg','',61,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Test Base Surface Plates VSG-03-21 at best price in India','Hardness','Surface Accuracy (mm)','Durable','Harder then steel','0.013~0.0065/100','Retain accuracy for years','S&T Engineers Vertex Test Base Surface Plates VSG-03-21','VERTEX Best Test Base Surface Plates VSG-03-21 - S&T Engineers','S&T Engineers - Durable Vertex Test Base Surface Plates provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Test Base Surface Plates VSG-03-21','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(340,'SK PB 2000P+','SKITEK CNC Panel Bending Machine SK PB 2000P+','sk-pb-2000p','https://stengineers.com/admin/api/product-upload/thumb-083641719404779.png','https://stengineers.com/admin/api/product-upload/product-851941719404783.png','',1,'active','','2','57','10',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/m5RlOwpAWK8?si=y6nCy8196ViGr_ig\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','Our state-of-the-art panel bending machine delivers accurate and consistent output, simplifying part handling with its user-friendly design. The quick and easy programming interface saves time and boosts productivity. Experience the future of panel bending with unmatched precision and efficiency.','Box Height','Min. Panel Thickness','Motor Power','300 mm','0.35 mm','25 - 103 kW','SKITEK CNC Panel Bending Machine SK PB 2000P+','Automatic CNC Panel Bending Machine SKITEK SK PB 2000P+','S&T Engineers - Best CNC Panel Bending Machines from leading CNC metal forming machinery suppliers. S&T Engineers Panel Bending Machines delivers accurate and consistent output. Buy Now - CNC Panel Bending Machine SKITEK SK PB 2000P+','CNC machines, machine tools, CNC Machines Supplier, Automatic panel bending machine, bending machine, CNC bending machine'),(341,'Test Base Surface Plates Stand','S&T Engineers Vertex Test Base Surface Plates Stand VSGD-09N-13N','test-base-surface-plates-stand','https://stengineers.com/admin/api/product-upload/thumb-805121719462115.jpg','https://stengineers.com/admin/api/product-upload/product-840751719462328.jpg,https://stengineers.com/admin/api/product-upload/product-671301719462334.jpg,https://stengineers.com/admin/api/product-upload/product-724151719462340.jpg','',62,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Test Base Surface Plates Stand VSGD-09N-13N at best price in India','Design','Packing','Leveling','Seperated modular design DIY type','Low profile packing','With adjustmanet screw','S&T Engineers Vertex Test Base Surface Plates Stand VSGD-09N-13N','VERTEX Best Test Base Surface Plates Stand VSGD-09N-13N - S&T Engineers','S&T Engineers - Durable Vertex Test Base Surface Plates Stand provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Test Base Surface Plates Stand VSGD-09N-13N','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(343,'Vertex Concentric Test Stand ','S&T Engineers Vertex Concentric Test Stand VCI-400','vertex-concentric-test-stand-','https://stengineers.com/admin/api/product-upload/thumb-709641719462641.jpg','https://stengineers.com/admin/api/product-upload/product-156381719462904.jpg,https://stengineers.com/admin/api/product-upload/product-984071719462919.jpg','',63,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Concentric Test Stand VCI-400 at the best price in India','Weight (Kgs)','L x W x H','Gauge','29.6','650 x 90 x 100','Not included','S&T Engineers Vertex Concentric Test Stand VCI-400','VERTEX Best Concentric Test Stand VCI-400 - S&T Engineers','S&T Engineers - Durable Vertex Concentric Test Stand provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Concentric Test Stand VCI-400','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(344,'Radius Angle Dresser','S&T Engineers Vertex Radius Angle Dresser V-TDB','radius-angle-dresser','https://stengineers.com/admin/api/product-upload/thumb-046521719463016.jpg','https://stengineers.com/admin/api/product-upload/product-527491719463246.jpg,https://stengineers.com/admin/api/product-upload/product-623501719463253.jpg','',64,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Radius Angle Dresser V-TDB at the best price in India','Convex Dressing Range','Concave Dressing Range','Dressing / Extending Dia','0.8R-40R','0-40R','250 mm / 375 mm','S&T Engineers Vertex Radius Angle Dresser V-TDB','VERTEX Best Radius Angle Dresser V-TDB - S&T Engineers','S&T Engineers - Durable Vertex Radius Angle Dresser provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Radius Angle Dresser V-TDB','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(345,'Universal Wheel Dresser','S&T Engineers Vertex Universal Wheel Dresser V-TDC','universal-wheel-dresser','https://stengineers.com/admin/api/product-upload/thumb-708621719463360.jpg','https://stengineers.com/admin/api/product-upload/product-528311719463606.jpg,https://stengineers.com/admin/api/product-upload/product-629781719463617.jpg','',65,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Universal Wheel Dresser V-TDC at the best price in India','Convex Range','Concave Range','Accuracy (mm)','0R-76.2R','0.8R-88.9R','0.0001~0.0002','S&T Engineers Vertex Universal Wheel Dresser V-TDC','VERTEX Best Universal Wheel Dresser V-TDC - S&T Engineers','S&T Engineers - Durable Vertex Universal Wheel Dresser provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Universal Wheel Dresser V-TDC','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(346,'Precision Duplex Dresser','S&T Engineers Vertex Precision Duplex Dresser V-TDF','precision-duplex-dresser','https://stengineers.com/admin/api/product-upload/thumb-426981719463693.jpg','https://stengineers.com/admin/api/product-upload/product-674081719463957.jpg,https://stengineers.com/admin/api/product-upload/product-860371719463969.jpg,https://stengineers.com/admin/api/product-upload/product-875411719463977.jpg','',66,'active','','14','55','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Grinding Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Precision Duplex Dresser V-TDF at the best price in India','Max. Width of Wheel','Max. Dressing Depth','Mini Dressing Width','40mm (1-9/16\")','40mm (1-9/16\")','0.2mm (0.0079\")','S&T Engineers Vertex Precision Duplex Dresser V-TDF','VERTEX Best Precision Duplex Dresser V-TDF - S&T Engineers','S&T Engineers - Durable Vertex Precision Duplex Dresser provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Grinding Machine Accessories. VERTEX Precision Duplex Dresser V-TDF','CNC machines, machine tools, CNC Machines Supplier, grinding machine accessories, cnc grinding machine accessories, grinding machine, punch former, tool maker vise'),(347,'V1060','EXCETEK CNC Wire EDM V1060','v1060','https://stengineers.com/admin/api/product-upload/thumb-840561719570617.jpg','https://stengineers.com/admin/api/product-upload/product-765231719571275.jpg,https://stengineers.com/admin/api/product-upload/product-964031719571280.jpg','',11,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek VG Series CNC Wire Cutting EDM Machine for high precision requirements. ','Table Travel (X x Y) ','Axis Travel (U x V x Z) ','Axes Control','1000 x 600','160 x 160(260 x 260) x 350 x 500','5 Axis AC servo motor','EXCETEK CNC Wire EDM V1060','Top Quality CNC Wire EDM Machines EXCETEK V1060 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC machine suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK V1060','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(348,'V1280','EXCETEK CNC Wire EDM V1280','v1280','https://stengineers.com/admin/api/product-upload/thumb-197061719572657.jpg','https://stengineers.com/admin/api/product-upload/product-567201719572662.jpg,https://stengineers.com/admin/api/product-upload/product-136091719572666.jpg,https://stengineers.com/admin/api/product-upload/product-942081719572670.jpg','',12,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek VG Series CNC Wire Cutting EDM Machine for high precision requirements. ','Table Travel (X x Y)','Axis Travel (U x V x Z)','Axes Control','1200 x 800','260 x 260/500(Submerged height 500 mm)','5 Axis AC servo motor','EXCETEK CNC Wire EDM V1280','Top Quality CNC Wire EDM Machines EXCETEK V1280 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machine Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK V1280','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(349,'V12100','EXCETEK CNC Wire EDM V12100','v12100','https://stengineers.com/admin/api/product-upload/thumb-375641719572734.jpg','https://stengineers.com/admin/api/product-upload/product-538071719573121.jpg,https://stengineers.com/admin/api/product-upload/product-302981719573125.jpg,https://stengineers.com/admin/api/product-upload/product-182071719573130.jpg','',13,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek VG Series CNC Wire Cutting EDM Machine for high precision requirements. ','Table Travel (X x Y)','Axis Travel (U x V x Z)','Axes Control','1200 x 1000','260 x 260 x 1000','5 Axis AC servo motor','EXCETEK CNC Wire EDM V12100','Top Quality CNC Wire EDM Machines EXCETEK V12100 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC machine suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK V12100','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(350,'V2000','EXCETEK CNC Wire EDM V2000','v2000','https://stengineers.com/admin/api/product-upload/thumb-017461719573207.jpg','https://stengineers.com/admin/api/product-upload/product-391271719573213.jpg','',14,'active','','3','7','8',0,0,'','S&T Engineers, India\'s leading Taiwanese EDM Machineries distributor from world renowned EXCETEK Brand. Excetek VG Series CNC Wire Cutting EDM Machine for high precision requirements. ','Table Travel (X x Y)','Axis Travel (U x V x Z)','Axes Control','2000 x 450','160 x 160 x 350','5 Axis AC servo motor','EXCETEK CNC Wire EDM V2000','Top Quality CNC Wire EDM Machines EXCETEK V2000 - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machine Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC wire EDM machines. CNC Wire EDM Machines EXCETEK V2000','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(351,'ER-Type Coolant Collet','S&T Engineers Vertex ER-Type Coolant Collet ER-L System','er-type-coolant-collet','https://stengineers.com/admin/api/product-upload/thumb-069411719830977.jpg','https://stengineers.com/admin/api/product-upload/product-907511719831268.jpg,https://stengineers.com/admin/api/product-upload/product-682411719831272.jpg,https://stengineers.com/admin/api/product-upload/product-167851719831275.jpg','',1,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India.S&T Engineers Vertex ER-Type Coolant Collet ER-L System at best price in India','Collet Dia','Collet Dia','Collet Dia','\"ER20 Ø4,5 MM\nER25 Ø4,5,6,7 MM\"','ER32 Ø4,5,6,7,8,9 MM','ER40 Ø4,5,6,7,8,9 MM','S&T Engineers Vertex ER-Type Coolant Collet ER-L System','VERTEX High Performance ER-Type Coolant Collect ER-L System - S&T Engineers','S&T Engineers - Advanced Vertex ER-Type Coolant Collect ER-L System provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX ER-Type Coolant Collect ER-L System','CNC machines, machine tools, CNC Machines Supplier, Industrial Machine Tools, machining tools and spares'),(352,'ER Spring Collet Chuck System','S&T Engineers Vertex ER Spring Collet Chuck System V-231-250','er-spring-collet-chuck-system','https://stengineers.com/admin/api/product-upload/thumb-570691719831509.jpg','https://stengineers.com/admin/api/product-upload/product-831061719831667.jpg,https://stengineers.com/admin/api/product-upload/product-120791719831681.jpg','',2,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India.S&T Engineers Vertex ER Spring Collet Chuck System V-231-250 at best price in India','Extended Collet Holder','NT40','DIN 2080/ISO','With ISO Shank','With Maho Groove','Shank Extended chuck','S&T Engineers Vertex ER Spring Collet Chuck System V-231-250','VERTEX High Performance ER Spring Collect Chuck System V-231-250 - S&T Engineers','S&T Engineers - Advanced Vertex ER Spring Collect Chuck System provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX ER Spring Collect Chuck System V-231-250','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(353,'ER Collet','S&T Engineers Vertex ER Collet V-401-452','er-collet','https://stengineers.com/admin/api/product-upload/thumb-429011719831799.jpg','https://stengineers.com/admin/api/product-upload/product-710481719832004.jpg,https://stengineers.com/admin/api/product-upload/product-071351719832009.jpg','',3,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex ER Collet V-401-452 at best price in India','Packed in Wooden Box(W)','Packed in Plastic Box(P)','Included','ER16,20,25','ER32,40,50','Including shank, full set of collets, wrench and case','S&T Engineers Vertex ER Collet V-401-452','VERTEX High Performance ER Collect V-401-452 - S&T Engineers','S&T Engineers - Advanced Vertex ER Collect provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX ER Collect V-401-452','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(355,'Vertex ER Spring Collet Chuck System','S&T Engineers Vertex ER Spring Collet Chuck System V-691A-698D','vertex-er-spring-collet-chuck-system','https://stengineers.com/admin/api/product-upload/thumb-217051719832507.jpg','https://stengineers.com/admin/api/product-upload/product-391461719832687.jpg,https://stengineers.com/admin/api/product-upload/product-935821719832693.jpg','',4,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex ER Spring Collet Chuck System V-691A-698D at best price in India','Included','Nut Type','Shank Type','Including shank, full set of collets, wrench and case.','Mini Type Nut','Straight','S&T Engineers Vertex ER Spring Collet Chuck System V-691A-698D','VERTEX High Performance ER Spring Collect Chuck System V-691A-698D - S&T Engineers','S&T Engineers - Advanced Vertex ER Spring Collect Chuck System provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX ER Spring Collect Chuck System V-691A-698D','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(356,'Clamping Nuts For Collets','S&T Engineers Vertex Clamping Nuts For Collets V-800-811B','clamping-nuts-for-collets','https://stengineers.com/admin/api/product-upload/thumb-526491719832823.jpg','https://stengineers.com/admin/api/product-upload/product-031871719833028.jpg,https://stengineers.com/admin/api/product-upload/product-179861719833032.jpg,https://stengineers.com/admin/api/product-upload/product-813271719833036.jpg','',5,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Clamping Nuts For Collets V-800-811B at best price in India','','','','','','','S&T Engineers Vertex Clamping Nuts For Collets V-800-811B','VERTEX High Performance Clamping Nuts for Collects V-800-811B - S&T Engineers','S&T Engineers - Advanced Vertex Clamping Nuts for Collects provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX Clamping Nuts for Collects V-800-811B','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(357,'Clamping Wrench For Collets','S&T Engineers Vertex Clamping Wrench For Collets V-820-828','clamping-wrench-for-collets','https://stengineers.com/admin/api/product-upload/thumb-723451719833097.jpg','https://stengineers.com/admin/api/product-upload/product-236571719833186.jpg,https://stengineers.com/admin/api/product-upload/product-537081719833190.jpg,https://stengineers.com/admin/api/product-upload/product-516321719833194.jpg','',6,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Clamping Wrench For Collets V-820-828 at best price in India','','','','','','','S&T Engineers Vertex Clamping Wrench For Collets V-820-828','VERTEX High Performance Clamping Wrench for Collects V-820-828 - S&T Engineers','S&T Engineers - Advanced Vertex Clamping Wrench for Collects provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Clamping Wrench for Collects V-820-828','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(359,'ER Spring Collet Chuck System V-700-727','S&T Engineers Vertex ER Spring Collet Chuck System V-700-727','er-spring-collet-chuck-system-v-700-727','https://stengineers.com/admin/api/product-upload/thumb-057431719833505.jpg','https://stengineers.com/admin/api/product-upload/product-530841719833620.jpg,https://stengineers.com/admin/api/product-upload/product-853211719833624.jpg,https://stengineers.com/admin/api/product-upload/product-046351719833630.jpg','',7,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex ER Spring Collet Chuck System V-700-727 at best price in India','Accuracy Runout','TAPER shank','R.P.M.','0.005mm','AT-3','7000','S&T Engineers Vertex ER Spring Collet Chuck System V-700-727','VERTEX High Performance ER Spring Collect Chuck System V-700-727 - S&T Engineers','S&T Engineers - Advanced Vertex ER Spring Collect Chuck System provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX ER Spring Collect Chuck System V-700-727','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(360,'ER-SK Taper Shank','S&T Engineers Vertex ER-SK Taper Shank V-751-763','er-sk-taper-shank','https://stengineers.com/admin/api/product-upload/thumb-572941719833703.jpg','https://stengineers.com/admin/api/product-upload/product-486791719833830.jpg,https://stengineers.com/admin/api/product-upload/product-394621719833835.jpg','',8,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex ER-SK Taper Shank V-751-763 at best price in India','','','','','','','S&T Engineers Vertex ER-SK Taper Shank V-751-763','VERTEX High Performance ER-SK Taper Shank V-751-763 - S&T Engineers','S&T Engineers - Advanced Vertex ER-SK Taper Shank provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX ER-SK Taper Shank V-751-763','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(361,'Multi-Lock Milling Chuck','S&T Engineers Vertex Multi-Lock Milling Chuck VB-344A-578','multi-lock-milling-chuck','https://stengineers.com/admin/api/product-upload/thumb-789451719833931.jpg','https://stengineers.com/admin/api/product-upload/product-365891719834050.jpg,https://stengineers.com/admin/api/product-upload/product-503961719834062.jpg','',9,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Multi-Lock Milling Chuck VB-344A-578 at best price in India','DIN 2080','MAS 403','DIN69871A','NT-SHANK','BT-SHANK','SK-SHANK','S&T Engineers Vertex Multi-Lock Milling Chuck VB-344A-578','VERTEX High Performance Multi-Lock Milling Chuck VB-344A-578 - S&T Engineers','S&T Engineers - Advanced Vertex Multi-Lock Milling Chuck provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Multi-Lock Milling Chuck VB-344A-578','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(362,'R8 Collet System','S&T Engineers Vertex R8 Collet System R8-3 | 20 | 1/8 | 3/4','r8-collet-system','https://stengineers.com/admin/api/product-upload/thumb-791031719834134.jpg','https://stengineers.com/admin/api/product-upload/product-409851719834265.jpg,https://stengineers.com/admin/api/product-upload/product-127681719834269.jpg,https://stengineers.com/admin/api/product-upload/product-596371719834273.jpg','',10,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex R8 Collet System R8-3 | 20 | 1/8 | 3/4 at best price in India','Accuracy','Hardness','Weight','±0.02mm','HRC47°','0.21KGS','S&T Engineers Vertex R8 Collet System R8-3 | 20 | 1/8 | 3/4','VERTEX High Performance R8 Collect System R8-3 | 20 | 1/8 | 3/4 - S&T Engineers','S&T Engineers - Advanced Vertex R8 Collect System provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX R8 Collect System R8-3 | 20 | 1/8 | 3/4 ','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(363,'Morse Taper Extension Sockets','S&T Engineers Vertex Morse Taper Extension Sockets VQ-111-1-120','morse-taper-extension-sockets','https://stengineers.com/admin/api/product-upload/thumb-587231719834435.jpg','https://stengineers.com/admin/api/product-upload/product-365891719834545.jpg,https://stengineers.com/admin/api/product-upload/product-783211719834550.jpg,https://stengineers.com/admin/api/product-upload/product-349811719834555.jpg','',11,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Morse Taper Extension Sockets VQ-111-1-120 at best price in India','','','','','','','S&T Engineers Vertex Morse Taper Extension Sockets VQ-111-1-120','VERTEX High Performance Morse Taper Extension Sockets VQ-111-1-120 - S&T Engineers','S&T Engineers - Advanced Vertex Morse Taper Extension Sockets provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Morse Taper Extension Sockets VQ-111-1-120','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(364,'Face Mill Arbor','S&T Engineers Vertex Face Mill Arbor VF-101-137','face-mill-arbor','https://stengineers.com/admin/api/product-upload/thumb-983011719834884.jpg','https://stengineers.com/admin/api/product-upload/product-685431719835020.jpg,https://stengineers.com/admin/api/product-upload/product-861541719835027.jpg,https://stengineers.com/admin/api/product-upload/product-067541719835038.jpg','',12,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Face Mill Arbor VF-101-137 at best price in India','Material','Hardness','Squareness','SCM-21','HRC 50°-55°','0.0002\"(0.005mm)','S&T Engineers Vertex Face Mill Arbor VF-101-137','VERTEX High Performance Face Mill Arbor VF-101-137 - S&T Engineers','S&T Engineers - Advanced Vertex Face Mill Arbor provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Face Mill Arbor VF-101-137','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(365,'Morse Taper Adapter','S&T Engineers Vertex Morse Taper Adapter VI-102-111','morse-taper-adapter','https://stengineers.com/admin/api/product-upload/thumb-258671719835350.jpg','https://stengineers.com/admin/api/product-upload/product-147601719835675.jpg,https://stengineers.com/admin/api/product-upload/product-625131719835683.jpg,https://stengineers.com/admin/api/product-upload/product-098431719835724.jpg','',13,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Morse Taper Adapter VI-102-111 at best price in India','','','','','','','S&T Engineers Vertex Morse Taper Adapter VI-102-111','VERTEX High Performance Morse Taper Adapter VI-102-111 - S&T Engineers','S&T Engineers - Advanced Vertex Morse Taper Adapter provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Morse Taper Adapter VI-102-111','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(366,'Sidelock END Mill Holder','S&T Engineers Vertex Sidelock END Mill Holder VN-102-124','sidelock-end-mill-holder','https://stengineers.com/admin/api/product-upload/thumb-481971719835826.jpg','https://stengineers.com/admin/api/product-upload/product-910871719835937.jpg,https://stengineers.com/admin/api/product-upload/product-150741719835942.jpg,https://stengineers.com/admin/api/product-upload/product-960271719835950.jpg','',14,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Sidelock END Mill Holder VN-102-124 at best price in India','','','','','','','S&T Engineers Vertex Sidelock END Mill Holder VN-102-124','VERTEX High Performance Sidelock END Mill Holder VN-102-124 - S&T Engineers','S&T Engineers - Advanced Vertex Sidelock END Mill Holder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Sidelock END Mill Holder VN-102-124','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(368,'Vertex Face Mill Arbor','S&T Engineers Vertex Face Mill Arbor BT-101-121/150-166','vertex-face-mill-arbor','https://stengineers.com/admin/api/product-upload/thumb-591631719836239.jpg','https://stengineers.com/admin/api/product-upload/product-34206253191719836246.jpg,https://stengineers.com/admin/api/product-upload/product-3420625319478321719836246.jpg,https://stengineers.com/admin/api/product-upload/product-493801719836521.jpg','',15,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Face Mill Arbor BT-101-121/150-166 at best price in India','','','','','','','S&T Engineers Vertex Face Mill Arbor BT-101-121/150-166','VERTEX High Performance Face Mill Arbor BT-101-121/150-166 - S&T Engineers','S&T Engineers - Advanced Vertex Face Mill Arbor provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Face Mill Arbor BT-101-121/150-166','CNC machines, machine tools, CNC Machines Supplier, Industrial Machine Tools, machining tools and spares'),(369,'Drill Chuck Holder/APU','S&T Engineers Vertex Drill Chuck Holder/APU BT-180-188','drill-chuck-holderapu','https://stengineers.com/admin/api/product-upload/thumb-920131719836640.jpg','https://stengineers.com/admin/api/product-upload/product-248951719836813.jpg,https://stengineers.com/admin/api/product-upload/product-741561719836819.jpg,https://stengineers.com/admin/api/product-upload/product-207591719836829.jpg','',16,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Drill Chuck Holder/APU BT-180-188 at best price in India','','','','','','','S&T Engineers Vertex Drill Chuck Holder/APU BT-180-188','VERTEX High Performance Drill Chuck Holder APU BT-180-188 - S&T Engineers','S&T Engineers - Advanced Vertex Drill Chuck Holder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX Drill Chuck Holder APU BT-180-188','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(370,'Morse Taper Adaptor','S&T Engineers Vertex Morse Taper Adaptor BT-204-231/236-244','morse-taper-adaptor','https://stengineers.com/admin/api/product-upload/thumb-472961719836931.jpg','https://stengineers.com/admin/api/product-upload/product-867291719837064.jpg,https://stengineers.com/admin/api/product-upload/product-297161719837070.jpg,https://stengineers.com/admin/api/product-upload/product-795261719837076.jpg','',17,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Morse Taper Adaptor BT-204-231/236-244 at best price in India','','','','','','','S&T Engineers Vertex Morse Taper Adaptor BT-204-231/236-244','VERTEX High Performance Morse Taper Adaptor BT-204-231/236-244 - S&T Engineers','S&T Engineers - Advanced Vertex Morse Taper Adaptor provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Morse Taper Adaptor BT-204-231/236-244','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(371,'Pull Studs BT','S&T Engineers Vertex Pull Studs BT-501-512','pull-studs-bt','https://stengineers.com/admin/api/product-upload/thumb-176921719837134.jpg','https://stengineers.com/admin/api/product-upload/product-829071719837260.jpg,https://stengineers.com/admin/api/product-upload/product-973101719837266.jpg,https://stengineers.com/admin/api/product-upload/product-163421719837274.jpg','',18,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Pull Studs BT-501-512 at best price in India','Material','Hardness','Thread','SNCM 21','HRC 54°±2°','Thread Ground','S&T Engineers Vertex Pull Studs BT-501-512','VERTEX High Performance Pull Studs BT-501-512 - S&T Engineers','S&T Engineers - Advanced Vertex Pull Studs provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Pull Studs BT-501-512','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(372,'Complete NC Tooling Set','S&T Engineers Vertex Complete NC Tooling Set VBT-30-0720','complete-nc-tooling-set','https://stengineers.com/admin/api/product-upload/thumb-935401719894081.jpg','https://stengineers.com/admin/api/product-upload/product-627481719894196.jpg,https://stengineers.com/admin/api/product-upload/product-629401719894202.jpg','',19,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Complete NC Tooling Set VBT-30-0720 at best price in India','','','','','','','S&T Engineers Vertex Complete NC Tooling Set VBT-30-0720','VERTEX High Performance Complete NC Tooling Set VBT-30-0720 - S&T Engineers','S&T Engineers - Advanced Vertex Complete NC Tooling Set provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Complete NC Tooling Set VBT-30-0720','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(373,'DC High Speed Slim Chuck System','S&T Engineers Vertex DC High Speed Slim Chuck System BT30 / 40-DC6-60/90','dc-high-speed-slim-chuck-system','https://stengineers.com/admin/api/product-upload/thumb-963481719894362.jpg','https://stengineers.com/admin/api/product-upload/product-293051719894492.jpg,https://stengineers.com/admin/api/product-upload/product-081461719894496.jpg,https://stengineers.com/admin/api/product-upload/product-375681719894499.jpg','',20,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex DC High Speed Slim Chuck System BT30 / 40-DC6-60/90 at best price in India','','','','','','','S&T Engineers Vertex DC High Speed Slim Chuck System BT30 / 40-DC6-60/90','VERTEX High Performance DC High Speed Slim Chuck System BT30 / 40-DC6-60/90 - S&T Engineers','S&T Engineers - Advanced Vertex DC High-Speed Slim Chuck System provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX DC High-Speed Slim Chuck System BT30/40-DC6-60/90','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(374,'Light Duty Live Center','S&T Engineers Vertex Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5','light-duty-live-center','https://stengineers.com/admin/api/product-upload/thumb-612941720000059.jpg','https://stengineers.com/admin/api/product-upload/product-601971720000248.jpg,https://stengineers.com/admin/api/product-upload/product-615791720000251.jpg,https://stengineers.com/admin/api/product-upload/product-730611720000257.jpg','',1,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5 at best price in India','Material Hardness','Tailstock pressure','Applicable','Material Hardness','under 6 kg/cm²','Middle-speed & high-speed lathe with light load','S&T Engineers Vertex Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5','VERTEX Top Quality Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5 - S&T Engineers','S&T Engineers - Essential Vertex Light Duty Live Center provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Light Duty Live Center VPC-MT1/MT2/MT3/MT4/MT5','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(375,'High-Speed NC Live Center B-Type','S&T Engineers Vertex High-Speed NC Live Center B-Type VLC-MT3B/MT4B/MT5B','high-speed-nc-live-center-b-type','https://stengineers.com/admin/api/product-upload/thumb-976301720000709.jpg','https://stengineers.com/admin/api/product-upload/product-651401720000823.jpg,https://stengineers.com/admin/api/product-upload/product-341201720000828.jpg','',2,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex High-Speed NC Live Center B-Type VLC-MT3B/MT4B/MT5B at best price in India','Material','Tailstock pressure','Applicable','SU J2 (HRC60°±2°)','under 6 kg/cm²','\"NC lathe with heavy load water-proof\nB Type: small diameter workpieces\"','S&T Engineers Vertex High-Speed NC Live Center B-Type VLC-MT3B/MT4B/MT5B','VERTEX Top Quality High-Speed NC Live Center B-Type VLC-MT3B/MT4B/MT5B - S&T Engineers','S&T Engineers - Essential Vertex High-Speed NC Live Center B-Type provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX High-Speed NC Live Center B-Type VLC-MT3B/MT4B/MT5B','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(376,'Bull Nose Pipe Center','S&T Engineers Vertex Bull Nose Pipe Center VLC','bull-nose-pipe-center','https://stengineers.com/admin/api/product-upload/thumb-340921720000873.jpg','https://stengineers.com/admin/api/product-upload/product-147621720001107.jpg,https://stengineers.com/admin/api/product-upload/product-286451720001114.jpg','',3,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Bull Nose Pipe Center VLC at best price in India','Material Hardness','Concentricity','Roundness','HRC50° STEEL','0.005mm','0.005mm','S&T Engineers Vertex Bull Nose Pipe Center VLC','VERTEX Top Quality Bull Nose Pipe Center VLC - S&T Engineers','S&T Engineers - Essential Vertex Bull Nose Pipe Center provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Bull Nose Pipe Center VLC','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(377,'Dead center','S&T Engineers Vertex Dead center VLC-112/113/114/115/116','dead-center','https://stengineers.com/admin/api/product-upload/thumb-851971720001176.jpg','https://stengineers.com/admin/api/product-upload/product-312941720001297.jpg,https://stengineers.com/admin/api/product-upload/product-637951720001307.jpg','',4,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Dead center VLC-112/113/114/115/116 at best price in India','Suitable for','Material','Tailstock pressure','Lathe & grinding machine','Hardened & precision ground','under 6 kg/cm²','S&T Engineers Vertex Dead center VLC-112/113/114/115/116','VERTEX Top Quality Dead center VLC-112/113/114/115/116 - S&T Engineers','S&T Engineers - Essential Vertex Dead center provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Dead center VLC-112/113/114/115/116','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(378,'Inter-Changeable Point Rolling Center','S&T Engineers Vertex Inter-Changeable Point Rolling Center VLC-612/613/614/615','inter-changeable-point-rolling-center','https://stengineers.com/admin/api/product-upload/thumb-382011720001368.jpg','https://stengineers.com/admin/api/product-upload/product-248591720001492.jpg,https://stengineers.com/admin/api/product-upload/product-319421720001498.jpg','',5,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Inter-Changeable Point Rolling Center VLC-612/613/614/615 at best price in India','Points/set','Concentricity','Tailstock pressure','7','±0.008mm','under 6 kg/cm²','S&T Engineers Vertex Inter-Changeable Point Rolling Center VLC-612/613/614/615','VERTEX Top Quality Inter-Changeable Point Rolling Center VLC-612/613/614/615 - S&T Engineers','S&T Engineers - Essential Vertex Inter-Changeable Point Rolling Center provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Inter-Changeable Point Rolling Center VLC-612/613/614/615','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(379,'3 Jaw Self Centering Chuck','S&T Engineers Vertex 3 Jaw Self Centering Chuck VSC 3A - 25A','3-jaw-self-centering-chuck','https://stengineers.com/admin/api/product-upload/thumb-681591720001562.jpg','https://stengineers.com/admin/api/product-upload/product-279101720001680.jpg,https://stengineers.com/admin/api/product-upload/product-739851720001685.jpg,https://stengineers.com/admin/api/product-upload/product-071891720001691.jpg','',6,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 3 Jaw Self Centering Chuck VSC 3A - 25A at best price in India','Solid Jaw','Type','Chuck Dia','2 Sets','Plain back','80-630','S&T Engineers Vertex 3 Jaw Self Centering Chuck VSC 3A - 25A','VERTEX Top Quality 3 Jaw Self Centering Chuck VSC 3A - 25A - S&T Engineers','S&T Engineers - Essential Vertex 3 Jaw Self Centering Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX 3 Jaw Self Centering Chuck VSC 3A - 25A','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(380,'4 Jaw Self Centering Chucks','S&T Engineers Vertex 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A','4-jaw-self-centering-chucks','https://stengineers.com/admin/api/product-upload/thumb-271801720001745.jpg','https://stengineers.com/admin/api/product-upload/product-843011720001851.jpg,https://stengineers.com/admin/api/product-upload/product-473021720001855.jpg,https://stengineers.com/admin/api/product-upload/product-562971720001863.jpg','',7,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A at best price in India','Type','Back Type','Chuck Dia','Selfcentering/Independent-selfcentering','Plain ','165-315','S&T Engineers Vertex 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A','VERTEX Top Quality 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A - S&T Engineers','S&T Engineers - Essential Vertex 4 Jaw Self Centering Chucks provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX 4 Jaw Self Centering Chucks VPS-6A/7A/8A/10A/12A','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(381,'4-Jaw Independent Chuck Plain Back','S&T Engineers Vertex 4-Jaw Independent Chuck Plain Back VKC 4 - 50','4-jaw-independent-chuck-plain-back','https://stengineers.com/admin/api/product-upload/thumb-482931720001998.jpg','https://stengineers.com/admin/api/product-upload/product-093711720002164.jpg,https://stengineers.com/admin/api/product-upload/product-546371720002170.jpg,https://stengineers.com/admin/api/product-upload/product-246851720002176.jpg','',8,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 4-Jaw Independent Chuck Plain Back VKC 4 - 50 at best price in India','RPM','Back Type','Chuck Dia','2300-150','Plain ','100-1250','S&T Engineers Vertex 4-Jaw Independent Chuck Plain Back VKC 4 - 50','VERTEX Top Quality 4-Jaw Independent Chuck Plain Back VKC 4 - 50 - S&T Engineers','S&T Engineers - Essential Vertex 4-Jaw Independent Chuck Plain Back provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX 4-Jaw Independent Chuck Plain Back VKC 4 - 50','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(382,'Machining Jaw Chuck','S&T Engineers Vertex Machining Jaw Chuck VMJ-6/8/10/12','machining-jaw-chuck','https://stengineers.com/admin/api/product-upload/thumb-962701720003714.jpg','https://stengineers.com/admin/api/product-upload/product-419751720004255.jpg,https://stengineers.com/admin/api/product-upload/product-780461720004259.jpg,https://stengineers.com/admin/api/product-upload/product-236871720004266.jpg','',9,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Machining Jaw Chuck VMJ-6/8/10/12 at best price in India','Gripping Force (kgf)','Holding Jobs','Shavings from entering the machine','900-2250','Large/Square/Longitudinal','Dust cover provided','S&T Engineers Vertex Machining Jaw Chuck VMJ-6/8/10/12','VERTEX Top Quality Machining Jaw Chuck VMJ-6/8/10/12 - S&T Engineers','S&T Engineers - Essential Vertex Machining Jaw Chuck provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Machining Jaw Chuck VMJ-6/8/10/12','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(383,'Super Thin Chucks','S&T Engineers Vertex Super Thin Chucks VNBK-6/8/10/12','super-thin-chucks','https://stengineers.com/admin/api/product-upload/thumb-879621720004313.jpg','https://stengineers.com/admin/api/product-upload/product-548791720004441.jpg,https://stengineers.com/admin/api/product-upload/product-520891720004444.jpg,https://stengineers.com/admin/api/product-upload/product-564321720004450.jpg','',10,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Super Thin Chucks VNBK-6/8/10/12 at best price in India','Angel between Handle & Base','Larger length machining','Design','30°','Super Thin design','Flange type(easy loading & unloading)','S&T Engineers Vertex Super Thin Chucks VNBK-6/8/10/12','VERTEX Top Quality Super Thin Chucks VNBK-6/8/10/12 - S&T Engineers','S&T Engineers - Essential Vertex Super Thin Chucks provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Super Thin Chucks VNBK-6/8/10/12','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(384,'Vertical Machining Chuck','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','vertical-machining-chuck','https://stengineers.com/admin/api/product-upload/thumb-139261720004953.jpg','https://stengineers.com/admin/api/product-upload/product-720451720005407.jpg,https://stengineers.com/admin/api/product-upload/product-187641720005410.jpg,https://stengineers.com/admin/api/product-upload/product-701631720005416.jpg','',11,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300 at best price in India','3 Jaws','4 Jaws','Easy to exchange','For round workpiece','For square workpiece & round workpiece','3/4 Jaws chuck','S&T Engineers Vertex Vertical Machining Chuck VMJ-150/200/250/300','VERTEX Top Quality Vertical Machining Chuck VMJ-150/200/250/300 - S&T Engineers','S&T Engineers - Essential Vertex Vertical Machining Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Vertical Machining Chuck VMJ-150/200/250/300','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(385,'6-Jaw Awl Type Chucks','S&T Engineers Vertex 6-Jaw Awl Type Chucks VAS-4/6','6-jaw-awl-type-chucks','https://stengineers.com/admin/api/product-upload/thumb-458211720005479.jpg','https://stengineers.com/admin/api/product-upload/product-170861720005648.jpg,https://stengineers.com/admin/api/product-upload/product-175941720005652.jpg,https://stengineers.com/admin/api/product-upload/product-756431720005658.jpg','',12,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex 6-Jaw Awl Type Chucks VAS-4/6 at best price in India','Max. Gripping Diameter (O.D Clamping)','Max. Speed (r.p.m)','Gross Weight (kgs)','Ø2-32 & Ø3-60\n','1200','4.2 & 9.2','S&T Engineers Vertex 6-Jaw Awl Type Chucks VAS-4/6','VERTEX Top Quality 6-Jaw Awl Type Chucks VAS-4/6 - S&T Engineers','S&T Engineers - Essential Vertex 6-Jaw Awl Type Chucks provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX 6-Jaw Awl Type Chucks VAS-4/6','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(386,'Lathe Collet Chuck ','S&T Engineers Vertex Lathe Collet Chuck CR42A5/CR42A6/CR60A6','lathe-collet-chuck-','https://stengineers.com/admin/api/product-upload/thumb-384011720006054.jpg','https://stengineers.com/admin/api/product-upload/product-487051720006058.jpg,https://stengineers.com/admin/api/product-upload/product-250711720006062.jpg,https://stengineers.com/admin/api/product-upload/product-209151720006068.jpg','',15,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Lathe Collet Chuck CR42A5/CR42A6/CR60A6 at best price in India','Material Diameter (mm)','Collet Travel Distance (mm)','Maximum Holding Power KN (kgf)','42/42/60','7','55(5608)/55(5608)/59(6016)','S&T Engineers Vertex Lathe Collet Chuck CR42A5/CR42A6/CR60A6','VERTEX Top Quality Lathe Collet Chuck CR42A5/CR42A6/CR60A6 - S&T Engineers','S&T Engineers - Essential Vertex Lathe Collet Chuck provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Lathe Collet Chuck CR42A5/CR42A6/CR60A6','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(387,'Lathe Collet','S&T Engineers Vertex Lathe Collet C26/C42/C60/C80','lathe-collet','https://stengineers.com/admin/api/product-upload/thumb-835141720006211.jpg','https://stengineers.com/admin/api/product-upload/product-432871720006350.jpg,https://stengineers.com/admin/api/product-upload/product-107931720006354.jpg,https://stengineers.com/admin/api/product-upload/product-186201720006360.jpg','',16,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Lathe Collet C26/C42/C60/C80 at best price in India','KONUSWNKEL Spindle Cone Angel','L (mm)','Suitable for','15°/15°/15°/15°','75/94/110/130','Lathe','S&T Engineers Vertex Lathe Collet C26/C42/C60/C80','VERTEX Top Quality Lathe Collet C26/C42/C60/C80 - S&T Engineers','S&T Engineers - Essential Vertex Lathe Collet provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Lathe Collet C26/C42/C60/C80','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(388,'Quick Change Tool Post & Holders Italian Style','S&T Engineers Vertex Quick Change Tool Post & Holders Italian Style VTP','quick-change-tool-post--holders-italian-style','https://stengineers.com/admin/api/product-upload/thumb-362151720006418.jpg','https://stengineers.com/admin/api/product-upload/product-908471720006537.jpg,https://stengineers.com/admin/api/product-upload/product-439821720006540.jpg,https://stengineers.com/admin/api/product-upload/product-315081720006547.jpg','',17,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Quick Change Tool Post & Holders Italian Style VTP at best price in India','Material','Efficient Design','Complete set includes','Cast-hardened steel','No chatter or vibrations','1 pieces Tool post, 3 pieces of turning holders, 1 piece of round shanks, standard spanners','S&T Engineers Vertex Quick Change Tool Post & Holders Italian Style VTP','VERTEX Top Quality Quick Change Tool Post & Holders Italian Style VTP - S&T Engineers','S&T Engineers - Essential Vertex Quick Change Tool Post & Holders Italian Style provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Quick Change Tool Post & Holders Italian Style VTP','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(389,'Individually Piece Italian Style','S&T Engineers Vertex Individually Piece Italian Style VTP-F01','individually-piece-italian-style','https://stengineers.com/admin/api/product-upload/thumb-829101720006634.jpg','https://stengineers.com/admin/api/product-upload/product-490721720006835.jpg,https://stengineers.com/admin/api/product-upload/product-952431720006845.jpg','',18,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Individually Piece Italian Style VTP-F01 at best price in India','Type','Center Height (mm)','Lathe Swing (mm)','Tool post','120-280','240-560','S&T Engineers Vertex Individually Piece Italian Style VTP-F01','VERTEX Top Quality Individually Piece Italian Style VTP-F01 - S&T Engineers','S&T Engineers - Essential Vertex Individually Piece Italian Style provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Individually Piece Italian Style VTP-F01','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(390,'Vertex Individually Piece Italian Style','S&T Engineers Vertex Individually Piece Italian Style VTP-F03','vertex-individually-piece-italian-style','https://stengineers.com/admin/api/product-upload/thumb-640731720006967.jpg','https://stengineers.com/admin/api/product-upload/product-042861720007258.jpg,https://stengineers.com/admin/api/product-upload/product-213501720007266.jpg','',19,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Individually Piece Italian Style VTP-F03 at best price in India','Type','Center Height (mm)','Max. Holding Dia (mm)','Round Shanks','120-280','14-26','S&T Engineers Vertex Individually Piece Italian Style VTP-F03','VERTEX Top Quality Individually Piece Italian Style VTP-F03 - S&T Engineers','S&T Engineers - Essential Vertex Individually Piece Italian Style provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Individually Piece Italian Style VTP-F03','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(391,'Individually Piece Italian Style VTP-F04','S&T Engineers Vertex Individually Piece Italian Style VTP-F04','individually-piece-italian-style-vtp-f04','https://stengineers.com/admin/api/product-upload/thumb-047161720007339.jpg','https://stengineers.com/admin/api/product-upload/product-372481720008040.jpg,https://stengineers.com/admin/api/product-upload/product-358461720008049.jpg','',20,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Individually Piece Italian Style VTP-F04 at best price in India','Type','Center Height (mm)','Morse Taper Hole','Morse Holder','120-280','MT No. 1 - MT No. 4','S&T Engineers Vertex Individually Piece Italian Style VTP-F04','VERTEX Top Quality Individually Piece Italian Style VTP-F04 - S&T Engineers','S&T Engineers - Essential Vertex Individually Piece Italian Style provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Individually Piece Italian Style VTP-F04','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(392,'Precision Drill Grinder','S&T Engineers Vertex Precision Drill Grinder VDG-13A','precision-drill-grinder','https://stengineers.com/admin/api/product-upload/thumb-910721720008375.jpg','https://stengineers.com/admin/api/product-upload/product-893501720008563.jpg,https://stengineers.com/admin/api/product-upload/product-751891720008568.jpg','',1,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Precision Drill Grinder VDG-13A at best price in India','Drill Bit Range(Dia)(mm)','Center Point Angle Range','Motor RPM','2-13','90⁰-140⁰','4500','S&T Engineers Vertex Precision Drill Grinder VDG-13A','VERTEX Powerful Precision Drill Grinder VDG-13A - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Precision Drill Grinder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Precision Drill Grinder VDG-13A','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(393,'Precision End Mill Grinder','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','precision-end-mill-grinder','https://stengineers.com/admin/api/product-upload/thumb-289301720008736.jpg','https://stengineers.com/admin/api/product-upload/product-421691720008890.jpg,https://stengineers.com/admin/api/product-upload/product-209681720008897.jpg','',2,'active','','14','60','23',0,0,'<iframe width=\"560\" height=\"500\" src=\"https://www.youtube.com/embed/cocx9qxdwm4?si=yKTH-uJRAtF3OtNG\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Precision End Mill Grinder VEG-13A at best price in India','Grinding Capacity','Motor','Product Dimension','ø4-ø13\n','300W','320x260x300','S&T Engineers Vertex Precision End Mill Grinder VEG-13A','VERTEX Powerful Precision End Mill Grinder VEG-13A - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Precision End Mill Grinder provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Precision End Mill Grinder VEG-13A','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(394,'Rods Cutting Off Unit','S&T Engineers Vertex Rods Cutting Off Unit VEC-20/300G','rods-cutting-off-unit','https://stengineers.com/admin/api/product-upload/thumb-302841720008984.jpg','https://stengineers.com/admin/api/product-upload/product-793581720009093.jpg,https://stengineers.com/admin/api/product-upload/product-750861720009099.jpg','',3,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Rods Cutting Off Unit VEC-20/300G at best price in India','Right Angle Precision','RPM','Dimension (mm)','25mmø x 300mm ± 0.01','3600','600x550x660\n','S&T Engineers Vertex Rods Cutting Off Unit VEC-20/300G','VERTEX Powerful Rods Cutting Off Unit VEC-20/300G - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Rods Cutting Off Unit provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Rods Cutting Off Unit VEC-20/300G','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(395,'Air Die Tool','S&T Engineers Vertex Air Die Tool VAG-601A','air-die-tool','https://stengineers.com/admin/api/product-upload/thumb-059311720009343.jpg','https://stengineers.com/admin/api/product-upload/product-469831720009500.jpg,https://stengineers.com/admin/api/product-upload/product-854211720009506.jpg','',5,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-601A at best price in India','Collet Size','Speed','Fixed Type Collet Chuck','3mm','54,000 R.P.M','Ø3.0mm','S&T Engineers Vertex Air Die Tool VAG-601A','VERTEX Powerful Air Die Tool VAG-601A - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-601A','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(396,'Air Die Tool VAG-609','S&T Engineers Vertex Air Die Tool VAG-609','air-die-tool-vag-609','https://stengineers.com/admin/api/product-upload/thumb-067511720009748.jpg','https://stengineers.com/admin/api/product-upload/product-147861720009871.jpg,https://stengineers.com/admin/api/product-upload/product-743811720009877.jpg','',6,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-609 at best price in India','Collet Size','Speed','Dual collet chuck','3mm, 6mm','35,0000 R.P.M','Ø3.0mm & Ø6.0mm','S&T Engineers Vertex Air Die Tool VAG-609','VERTEX Powerful Air Die Tool VAG-609 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-609','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(397,'Air Die Tool VAG-8241','S&T Engineers Vertex Air Die Tool VAG-8241','air-die-tool-vag-8241','https://stengineers.com/admin/api/product-upload/thumb-749351720009973.jpg','https://stengineers.com/admin/api/product-upload/product-198671720010118.jpg,https://stengineers.com/admin/api/product-upload/product-852301720010124.jpg','',7,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-8241 at best price in India','Angle','Wheel Size','Speed','45°','Ø30mm','23,000 R.P.M','S&T Engineers Vertex Air Die Tool VAG-8241','VERTEX Powerful Air Die Tool VAG-8241 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-8241','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(398,'Air Die Tool VAG-604','S&T Engineers Vertex Air Die Tool VAG-604','air-die-tool-vag-604','https://stengineers.com/admin/api/product-upload/thumb-659011720010241.jpg','https://stengineers.com/admin/api/product-upload/product-732941720010347.jpg,https://stengineers.com/admin/api/product-upload/product-610481720010353.jpg','',8,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-604 at best price in India','Collet Size','Speed','Fixed Type Collet Chuck','6mm, 1/4\"','22,000 R.P.M','Ø6.0mm','S&T Engineers Vertex Air Die Tool VAG-604','VERTEX Powerful Air Die Tool VAG-604 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-604','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(399,'Air Die Tool VAG-605','S&T Engineers Vertex Air Die Tool VAG-605','air-die-tool-vag-605','https://stengineers.com/admin/api/product-upload/thumb-853711720067306.jpg','https://stengineers.com/admin/api/product-upload/product-136071720067425.jpg,https://stengineers.com/admin/api/product-upload/product-847201720067431.jpg','',9,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-605 at best price in India','Collet Size','Speed','Replaceable collet chuck','6mm, 3mm','25,000 R.P.M','Ø3mm Ø6mm are standard. 1/4\" collet is available upon your request','S&T Engineers Vertex Air Die Tool VAG-605','VERTEX Powerful Air Die Tool VAG-605 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-605','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(400,'Air Die Tool VAG-8242','S&T Engineers Vertex Air Die Tool VAG-8242','air-die-tool-vag-8242','https://stengineers.com/admin/api/product-upload/thumb-206181720067517.jpg','https://stengineers.com/admin/api/product-upload/product-368171720067626.jpg,https://stengineers.com/admin/api/product-upload/product-159681720067632.jpg','',10,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-8242 at best price in India','Standard','Pad Size','Speed','2\" wheel','50mm','16,000 R.P.M','S&T Engineers Vertex Air Die Tool VAG-8242','VERTEX Powerful Air Die Tool VAG-8242 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-8242','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(401,'Air Die Tool VAG-932','S&T Engineers Vertex Air Die Tool VAG-932','air-die-tool-vag-932','https://stengineers.com/admin/api/product-upload/thumb-039461720068432.jpg','https://stengineers.com/admin/api/product-upload/product-756381720068559.jpg,https://stengineers.com/admin/api/product-upload/product-951701720068564.jpg','',11,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-932 at best price in India','Angle','Wheel Size','Speed','90°','100mm, (4\")','11,000 R.P.M','S&T Engineers Vertex Air Die Tool VAG-932','VERTEX Powerful Air Die Tool VAG-932 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-932','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(402,'Air Die Tool VAG-318','S&T Engineers Vertex Air Die Tool VAG-318','air-die-tool-vag-318','https://stengineers.com/admin/api/product-upload/thumb-851201720068620.jpg','https://stengineers.com/admin/api/product-upload/product-306511720068790.jpg,https://stengineers.com/admin/api/product-upload/product-014631720068806.jpg','',12,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-318 at best price in India','Speed','Collet Size','Suitable for','3,700 cycle/min','6mm','Shoes, molds, and wooden processes','S&T Engineers Vertex Air Die Tool VAG-318','VERTEX Powerful Air Die Tool VAG-318 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-318','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(403,'Air Die Tool VAG-310','S&T Engineers Vertex Air Die Tool VAG-310','air-die-tool-vag-310','https://stengineers.com/admin/api/product-upload/thumb-976421720068908.jpg','https://stengineers.com/admin/api/product-upload/product-541701720069063.jpg,https://stengineers.com/admin/api/product-upload/product-196431720069069.jpg','',13,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-310 at best price in India','Size','Speed','Suitable for','10x330 mm','16,000 R.P.M','Sanding curved surfaces, flat surfaces','S&T Engineers Vertex Air Die Tool VAG-310','VERTEX Powerful Air Die Tool VAG-310 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-310','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(404,'Air Die Tool VAG-320','S&T Engineers Vertex Air Die Tool VAG-320','air-die-tool-vag-320','https://stengineers.com/admin/api/product-upload/thumb-530281720069201.jpg','https://stengineers.com/admin/api/product-upload/product-968451720069679.jpg,https://stengineers.com/admin/api/product-upload/product-296571720069683.jpg','',14,'active','','14','60','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Small Type Machine & Tool and CNC Machines accessories in India. S&T Engineers Vertex Air Die Tool VAG-320 at best price in India','Belt Size','Speed','Suitable for','20x520 mm','16,000 R.P.M','Sanding curved surfaces, flat surfaces','S&T Engineers Vertex Air Die Tool VAG-320','VERTEX Powerful Air Die Tool VAG-320 - S&T Engineers','S&T Engineers - Compact and Powerful Vertex Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. VERTEX Air Die Tool VAG-320','CNC machines, machine tools, CNC Machines Supplier, small machine tools, drill grinder, end mill grinder'),(405,'Quick Change Tool Post & Turning & Facing Holder','S&T Engineers Vertex Quick Change Tool Post & Turning & Facing Holder','quick-change-tool-post--turning--facing-holder','https://stengineers.com/admin/api/product-upload/thumb-958011720069810.jpg','https://stengineers.com/admin/api/product-upload/product-795041720070014.jpg,https://stengineers.com/admin/api/product-upload/product-924861720070020.jpg','',21,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Quick Change Tool Post & Holders 40 Positioning Europian Style VTP-F40 at best price in India','Maximum Height(mm)','Maximum Length(mm)','Application','12-45 mm','50-170','Turning & Facing Holder','S&T Engineers Vertex Quick Change Tool Post & Turning & Facing Holder','VERTEX Top Quality Quick Change Tool Post & Turning & Facing Holder - S&T Engineers','S&T Engineers - Essential Vertex Quick Change Tool Post & Turning & Facing Holder provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Quick Change Tool Post & Turning & Facing Holder','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(406,'Quick Change Tool Post & Boring Bar Holder','S&T Engineers Vertex Quick Change Tool Post & Boring Bar Holder','quick-change-tool-post--boring-bar-holder','https://stengineers.com/admin/api/product-upload/thumb-438591720070088.jpg','https://stengineers.com/admin/api/product-upload/product-981031720070211.jpg,https://stengineers.com/admin/api/product-upload/product-576011720070219.jpg','',22,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Quick Change Tool Post & Holders 40 Positioning Europian Style VTP-F40 at best price in India','Maximum Dia(mm)','Maximum Length(mm)','Application','12-40','50-160','Boring Bar Holder','S&T Engineers Vertex Quick Change Tool Post & Boring Bar Holder','VERTEX Top Quality Quick Change Tool Post & Boring Bar Holder - S&T Engineers','S&T Engineers - Essential Vertex Quick Change Tool Post & Turning & Facing Holder provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Quick Change Tool Post & Boring Bar Holder','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(407,'Quick Change Tool Post & Drilling Boring Bar Holder','S&T Engineers Vertex Quick Change Tool Post & Drilling Boring Bar Holder','quick-change-tool-post--drilling-boring-bar-holder','https://stengineers.com/admin/api/product-upload/thumb-013681720070288.jpg','https://stengineers.com/admin/api/product-upload/product-190681720070390.jpg,https://stengineers.com/admin/api/product-upload/product-521401720070396.jpg','',23,'active','','14','59','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Lathe Machine Accessories and CNC Machines accessories in India. S&T Engineers Vertex Quick Change Tool Post & Holders 40 Positioning Europian Style VTP-F40 at best price in India','Maximum Dia(mm)','Maximum Length(mm)','Application','15-50','50-150','Drilling and Boring Bar Holder','S&T Engineers Vertex Quick Change Tool Post & Drilling Boring Bar Holder','VERTEX Top Quality Quick Change Tool Post & Drilling Boring Bar Holder - S&T Engineers','S&T Engineers - Essential Vertex Quick Change Tool Post & Drilling Boring Bar Holder provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Lathe Machine Accessories. VERTEX Quick Change Tool Post & Drilling Boring Bar Holder','CNC machines, machine tools, CNC Machines Supplier, lathe machine, lathe machine accessories, cnc lathe, cnc lathe machine'),(408,'ER Collet Chucks HSK-A63, A100 (DIN69893A)','S&T Engineers Vertex ER Collet Chucks HSK-A63, A100 (DIN69893A)','er-collet-chucks-hsk-a63a100-din69893a','https://stengineers.com/admin/api/product-upload/thumb-956481720500270.jpg','https://stengineers.com/admin/api/product-upload/product-231401720500289.jpg,https://stengineers.com/admin/api/product-upload/product-564901720500296.jpg,https://stengineers.com/admin/api/product-upload/product-271451720500302.jpg','',21,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex ER Collet Chucks HSK-A63,A100 (DIN69893A) at best price in India','Available Length(mm)','Max. Speed (r.p.m)','Dia. (mm)','100-150','10,000','30-63','S&T Engineers Vertex ER Collet Chucks HSK-A63, A100 (DIN69893A)','VERTEX High Performance ER Collect Chucks HSK-A63, A100 - S&T Engineers','S&T Engineers - Advanced Vertex ER Collect Chucks provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX ER Collect Chucks HSK-A63, A100','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(409,'Morse Taper Holders HSK-A63, A100 MTA','S&T Engineers Vertex Morse Taper Holders HSK-A63, A100 MTA','morse-taper-holders-hsk-a63-a100-mta','https://stengineers.com/admin/api/product-upload/thumb-987641720500015.jpg','https://stengineers.com/admin/api/product-upload/product-524761720500194.jpg,https://stengineers.com/admin/api/product-upload/product-437611720500198.jpg,https://stengineers.com/admin/api/product-upload/product-130571720500203.jpg','',22,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Morse Taper Holders HSK-A63, A100 MTA at best price in India','Available Length(mm)','Max. Speed (r.p.m)','Dia. (mm)','100-200','10,000','25-65','S&T Engineers Vertex Morse Taper Holders HSK-A63, A100 MTA','VERTEX High Performance Morse Taper Holders HSK-A63, A100 MTA - S&T Engineers','S&T Engineers - Advanced Vertex Morse Taper Holders provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Morse Taper Holders HSK-A63, A100 MTA','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(410,'3D-Taster','S&T Engineers Vertex 3D-Taster V-3D-05/06','3d-taster','https://stengineers.com/admin/api/product-upload/thumb-954321720500586.jpg','https://stengineers.com/admin/api/product-upload/product-451271720500808.jpg,https://stengineers.com/admin/api/product-upload/product-521791720500812.jpg,https://stengineers.com/admin/api/product-upload/product-537201720500818.jpg','',23,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex 3D-Taster V-3D-05/06 at best price in India','Radial Deflection','Axial Defelection','Weight','Black Scale','Red Scale','0.93Kgs','S&T Engineers Vertex 3D-Taster V-3D-05/06','VERTEX High Performance 3D-Taster V-3D-05/06 - S&T Engineers','S&T Engineers - Advanced Vertex 3D-Taster provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX 3D-Taster V-3D-05/06','CNC machines, machine tools, CNC Machines Supplier, Industrial Machine Tools, machining tools and spares'),(411,'Precision Finish Boring Head Sets','S&T Engineers Vertex Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK','precision-finish-boring-head-sets','https://stengineers.com/admin/api/product-upload/thumb-864071720501311.jpg','https://stengineers.com/admin/api/product-upload/product-371521720501460.jpg,https://stengineers.com/admin/api/product-upload/product-408731720501464.jpg,https://stengineers.com/admin/api/product-upload/product-264731720501473.jpg','',24,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK at best price in India','Processing Range','Boring Diameter','1 Scale','Ød 6-90 mm','Ø 6-90 mm','0.002 MM per Ø','S&T Engineers Vertex Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK','VERTEX High Performance Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK - S&T Engineers','S&T Engineers - Advanced Vertex Precision Finish Boring Head Sets provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX Precision Finish Boring Head Sets VBHD-BT/SK/NT/HSK','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(412,'High Precision Boring Head Set','S&T Engineers Vertex High Precision Boring Head Set VBHE-BT/SK/NT/HSK','high-precision-boring-head-set','https://stengineers.com/admin/api/product-upload/thumb-475811720502127.jpg','https://stengineers.com/admin/api/product-upload/product-726031720502386.jpg,https://stengineers.com/admin/api/product-upload/product-254891720502391.jpg,https://stengineers.com/admin/api/product-upload/product-509141720502396.jpg','',25,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex High Precision Boring Head Set VBHE-BT/SK/NT/HSK at best price in India','1 Scale','Boring Capacity','Boring bar size','0.005 mm 0.001 mm perØ','Ø8-Ø46','Ø16 x 8 pcs','S&T Engineers Vertex High Precision Boring Head Set VBHE-BT/SK/NT/HSK','VERTEX High Performance High Precision Boring Head Set VBHE-BT/SK/NT/HSK - S&T Engineers','S&T Engineers - Advanced Vertex High Precision Boring Head Set provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX High Precision Boring Head Set VBHE-BT/SK/NT/HSK','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(413,'Vertex High Precision Boring Head Set','S&T Engineers Vertex High Precision Boring Head Set VBH620','vertex-high-precision-boring-head-set','https://stengineers.com/admin/api/product-upload/thumb-524761720502478.jpg','https://stengineers.com/admin/api/product-upload/product-924631720502728.jpg,https://stengineers.com/admin/api/product-upload/product-569181720502738.jpg','',26,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex High Precision Boring Head Set VBH620 at best price in India','1 Scale','Boring Capacity','Boring bar size','0.005 mm 0.001 mm perØ','Ø8-Ø280','Ø20 x 8 pcs','S&T Engineers Vertex High Precision Boring Head Set VBH620','VERTEX High Performance High Precision Boring Head Set VBH620 - S&T Engineers','S&T Engineers - Advanced Vertex High Precision Boring Head Set provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX High Precision Boring Head Set VBH620','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(414,'High Precision Boring Head Set VBH2084','S&T Engineers Vertex High Precision Boring Head Set VBH2084','high-precision-boring-head-set-vbh2084','https://stengineers.com/admin/api/product-upload/thumb-910381720502810.jpg','https://stengineers.com/admin/api/product-upload/product-281561720503230.jpg,https://stengineers.com/admin/api/product-upload/product-703491720503245.jpg','',27,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex High Precision Boring Head Set VBH2084 at best price in India','','','','','','','S&T Engineers Vertex High Precision Boring Head Set VBH2084','VERTEX High Performance High Precision Boring Head Set VBH2084 - S&T Engineers','S&T Engineers - Advanced Vertex High Precision Boring Head Set provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX High Precision Boring Head Set VBH2084','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(415,'Boring Head Sets','S&T Engineers Vertex Boring Head Sets VBHC','boring-head-sets','https://stengineers.com/admin/api/product-upload/thumb-503691720505234.jpg','https://stengineers.com/admin/api/product-upload/product-294301720505675.jpg,https://stengineers.com/admin/api/product-upload/product-314681720505680.jpg','',29,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Boring Head Sets VBHC at best price in India','1 Scale','Processing Range','Type','0.005 mm 0.001 mm perØ','Ø10~Ø240 mm','Standard Type','S&T Engineers Vertex Boring Head Sets VBHC','VERTEX High Performance Boring head Sets VBHC - S&T Engineers','S&T Engineers - Advanced Vertex Boring Head Sets provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX Boring head Sets VBHC','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(416,'C-Type Boring Head','S&T Engineers Vertex C-Type Boring Head VBC-2','c-type-boring-head','https://stengineers.com/admin/api/product-upload/thumb-291481720505753.jpg','https://stengineers.com/admin/api/product-upload/product-763101720505929.jpg,https://stengineers.com/admin/api/product-upload/product-681951720506015.jpg,https://stengineers.com/admin/api/product-upload/product-632791720506023.jpg','',30,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex C-Type Boring Head VBC-2 at best price in India','1 Scale','Shank Size','Max.Boring Depth','0.001 mm 0.002 mm perØ','NT-30,40,50, MT-3,4,5,R8','50 mm','S&T Engineers Vertex C-Type Boring Head VBC-2','VERTEX High Performance C-Type Boring Head VBC-2 - S&T Engineers','S&T Engineers - Advanced Vertex C-Type Boring Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX C-Type Boring Head VBC-2','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(417,'Universal Boring and Facing Master Head','S&T Engineers Vertex Universal Boring and Facing Master Head VBHU 202-214','universal-boring-and-facing-master-head','https://stengineers.com/admin/api/product-upload/thumb-034571720507060.jpg','https://stengineers.com/admin/api/product-upload/product-734101720507252.jpg,https://stengineers.com/admin/api/product-upload/product-580411720507258.jpg','',28,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Universal Boring and Facing Master Head VBHU 202-214 at best price in India','Boring Capacity','Vertical Hole Boring','1 Scale','Ø-Ø250','Ø110','0.001 mm per Ø','S&T Engineers Vertex Universal Boring and Facing Master Head VBHU 202-214','VERTEX High Performance Universal Boring and Facing Master Head VBHU 202-214 - S&T Engineers','S&T Engineers - Advanced Vertex Universal Boring and Facing Master Head provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Universal Boring and Facing Master Head VBHU 202-214','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(418,'Height Presetter','S&T Engineers Vertex Height Presetter HP-50Z','height-presetter','https://stengineers.com/admin/api/product-upload/thumb-385711720515681.jpg','https://stengineers.com/admin/api/product-upload/product-567941720515948.jpg,https://stengineers.com/admin/api/product-upload/product-739681720515953.jpg,https://stengineers.com/admin/api/product-upload/product-762081720515958.jpg','',31,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Height Presetter HP-50Z at best price in India','Accuracy','Height','Weight','0.005 mm ','50 mm & 100 mm','0.7 kgs','S&T Engineers Vertex Height Presetter HP-50Z','VERTEX High Performance Height Presetter HP-50Z - S&T Engineers','S&T Engineers - Advanced Vertex Height Presetter provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Height Presetter HP-50Z','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(419,'Z-Zero-Setter','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','z-zero-setter','https://stengineers.com/admin/api/product-upload/thumb-480121720516619.jpg','https://stengineers.com/admin/api/product-upload/product-137201720516802.jpg,https://stengineers.com/admin/api/product-upload/product-753821720516806.jpg,https://stengineers.com/admin/api/product-upload/product-681521720516827.jpg','',32,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM at best price in India','Height','Accuracy','Surface','50 mm & 100 mm','0.005 mm ','Compensation Plain Surface','S&T Engineers Vertex Z-Zero-Setter HP-50A/B/AM/BM/100A/100AM','VERTEX High Performance Z-Zero Setter HP-50A/B/AM/BM/100A/100AM - S&T Engineers','S&T Engineers - Advanced Vertex Z-Zero Setter provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Z-Zero Setter HP-50A/B/AM/BM/100A/100AM','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(420,'Tool Holder Locking Device','S&T Engineers Vertex Tool Holder Locking Device VTG BT30/40/50','tool-holder-locking-device','https://stengineers.com/admin/api/product-upload/thumb-619831720516934.jpg','https://stengineers.com/admin/api/product-upload/product-954861720517154.jpg,https://stengineers.com/admin/api/product-upload/product-281701720517160.jpg,https://stengineers.com/admin/api/product-upload/product-832591720517174.jpg','',33,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Tool Holder Locking Device VTG BT30/40/50 at best price in India','Available Tool Option','Shank','Type','\"BT - 30,40,50\nSK - 40,50\"','Not Included','Non-Tilting','S&T Engineers Vertex Tool Holder Locking Device VTG BT30/40/50','VERTEX High Performance Tool Holder Locking Device VTG BT30/40/50 - S&T Engineers','S&T Engineers - Advanced Vertex Tool Holder Locking Device provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision industrial machining tools. VERTEX Tool Holder Locking Device VTG BT30/40/50','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(421,'Vertex Tool Holder Locking Device','S&T Engineers Vertex Tool Holder Locking Device VTL BT/SK/NT','vertex-tool-holder-locking-device','https://stengineers.com/admin/api/product-upload/thumb-439121720517290.jpg','https://stengineers.com/admin/api/product-upload/product-258611720517471.jpg,https://stengineers.com/admin/api/product-upload/product-634501720517474.jpg,https://stengineers.com/admin/api/product-upload/product-076581720517479.jpg','',34,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Tool Holder Locking Device VTL BT/SK/NT at best price in India','Available Tool Option','Shank','Type','BT/SK/NT','Not Included\n','Tilting\n','S&T Engineers Vertex Tool Holder Locking Device VTL BT/SK/NT','VERTEX High Performance Tool Holder Locking Device VTL BT/SK/NT - S&T Engineers','S&T Engineers - Advanced Vertex Tool Holder Locking Device provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Tool Holder Locking Device VTL BT/SK/NT','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(422,'Spindle Taper Wiper','S&T Engineers Vertex Spindle Taper Wiper VTW 30/40/50','spindle-taper-wiper','https://stengineers.com/admin/api/product-upload/thumb-567341720517562.jpg','https://stengineers.com/admin/api/product-upload/product-521041720517681.jpg,https://stengineers.com/admin/api/product-upload/product-697351720517686.jpg','',35,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Spindle Taper Wiper VTW 30/40/50 at best price in India','Quick Cleaning','Material','Taper Wiper Material','Easily and quickly for cleaning spindle hole','Plastic body','The BT & DIN of taper','S&T Engineers Vertex Spindle Taper Wiper VTW 30/40/50','VERTEX High Performance Spindle Taper Wiper VTW 30/40/50 - S&T Engineers','S&T Engineers - Advanced Vertex Spindle Taper Wiper provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Spindle Taper Wiper VTW 30/40/50','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(423,'Tooling Cart','S&T Engineers Vertex Tooling Cart VTT-11/12','tooling-cart','https://stengineers.com/admin/api/product-upload/thumb-840291720517811.jpg','https://stengineers.com/admin/api/product-upload/product-590831720518008.jpg,https://stengineers.com/admin/api/product-upload/product-249061720518014.jpg','',36,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Tooling Cart VTT-11/12 at best price in India','VTT-11 Size','VTT-12 Size','Design','\"Overall Size: 626 x 960 x 1000 mm\nWeight: 63KGS\"','\"Overall Size: 626 x 960 x 1000 mm\nWeight: 65KGS\"','Folding handle, stable & heavy duty','S&T Engineers Vertex Tooling Cart VTT-11/12','VERTEX High Performance Tooling Cart VTT-11/12 - S&T Engineers','S&T Engineers - Advanced Vertex Tooling Cart provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Tooling Cart VTT-11/12','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(424,'Tooling Trolleys','S&T Engineers Vertex Tooling Trolleys VTT-2/5/6','tooling-trolleys','https://stengineers.com/admin/api/product-upload/thumb-721961720518210.jpg','https://stengineers.com/admin/api/product-upload/product-963501720518353.jpg,https://stengineers.com/admin/api/product-upload/product-389241720518360.jpg','',37,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Tooling Trolleys VTT-2/5/6 at best price in India','VTT2 Overall Size','VTT5 Overall Size','VTT6 Overall Size','1002 x 650 x 810 mm','1002 x 650 x 810 mm','1002 x 650 x 810 mm','S&T Engineers Vertex Tooling Trolleys VTT-2/5/6','VERTEX High Performance Tooling Trolleys VTT-2/5/6 - S&T Engineers','S&T Engineers - Advanced Vertex Tooling Trolleys provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Tooling Trolleys VTT-2/5/6','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(425,'End Mill Sheath Rack','S&T Engineers Vertex End Mill Sheath Rack VMS-2','end-mill-sheath-rack','https://stengineers.com/admin/api/product-upload/thumb-194821720518434.jpg','https://stengineers.com/admin/api/product-upload/product-694101720518533.jpg,https://stengineers.com/admin/api/product-upload/product-510671720518537.jpg','',38,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex End Mill Sheath Rack VMS-2 at best price in India','Material','Sheath Count','Not Included','ABS','62','End mills not included','S&T Engineers Vertex End Mill Sheath Rack VMS-2','VERTEX High Performance End Mill Sheath Rack VMS-2 - S&T Engineers','S&T Engineers - Advanced Vertex End Mill Sheath Rack provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX End Mill Sheath Rack VMS-2','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(426,'Parts Cabinet','S&T Engineers Vertex Parts Cabinet','parts-cabinet','https://stengineers.com/admin/api/product-upload/thumb-895411720519763.jpg','https://stengineers.com/admin/api/product-upload/product-537491720520030.jpg,https://stengineers.com/admin/api/product-upload/product-290411720520036.jpg','',39,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Parts Cabinet at best price in India','Steel Plate Cover','Drawer Material','Drawer No.s','Zinc','GPS','12-75 pcs','S&T Engineers Vertex Parts Cabinet','VERTEX High Performance Parts Cabinet - S&T Engineers','S&T Engineers - Advanced Vertex Parts Cabinet provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Parts Cabinet ','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(427,'Tool Box','S&T Engineers Vertex Tool Box','tool-box','https://stengineers.com/admin/api/product-upload/thumb-513721720521172.jpg','https://stengineers.com/admin/api/product-upload/product-543811720520326.jpg,https://stengineers.com/admin/api/product-upload/product-821741720520343.jpg','',40,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Tool Box at best price in India','Material','VTB-102 Size','VTB-901 Size','ABS','420 x 235 x 180 mm','378 x 182 x 144 mm','S&T Engineers Vertex Tool Box','VERTEX High Performance Tool Box - S&T Engineers','S&T Engineers - Advanced Vertex Tool Box provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Tool Box ','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(428,'Parts Storage','S&T Engineers Vertex Parts Storage','parts-storage','https://stengineers.com/admin/api/product-upload/thumb-792181720520953.jpg','https://stengineers.com/admin/api/product-upload/product-023481720521137.jpg,https://stengineers.com/admin/api/product-upload/product-284031720521141.jpg','',41,'active','','14','58','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Tooling System - cutting tools, tool holding systems, Spring collets, collet chucks, cutting tools in India. S&T Engineers Vertex Parts Storage at best price in India','Color','Pcs/Case','Part Storage','Red, Blue, Yellow','8-60 pcs','Organized, easy parts storage','S&T Engineers Vertex Parts Storage','VERTEX High Performance Parts Storage - S&T Engineers','S&T Engineers - Advanced Vertex Precision Duplex Dresser provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Industrial Machining Tools. VERTEX Parts Storage','CNC machines, machine tools, CNC Machines suppliers, Industrial Machine Tools, machining tools and spares'),(429,'MC Power Vise','S&T Engineers Vertex MC Power Vise VQC-100','mc-power-vise','https://stengineers.com/admin/api/product-upload/thumb-210941720521335.jpg','https://stengineers.com/admin/api/product-upload/product-068141720521594.jpg,https://stengineers.com/admin/api/product-upload/product-536911720521598.jpg','',1,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex MC Power Vise VQC-100 at best price in India','JAW Open C','MAX. Clamping Force (KN)','Design','128','30','Toggle Joint Mechanism for Heavy-Duty Working','S&T Engineers Vertex MC Power Vise VQC-100','VERTEX Best MC Power Vise VQC-100 - S&T Engineers','S&T Engineers - Advanced Vertex MC Power Vise provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX MC Power Vise VQC-100','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(430,'Vertex MC Power Vise','S&T Engineers Vertex MC Power Vise VQCV-125, 160H-L/R','vertex-mc-power-vise','https://stengineers.com/admin/api/product-upload/thumb-013261720522168.jpg','https://stengineers.com/admin/api/product-upload/product-914861720522346.jpg,https://stengineers.com/admin/api/product-upload/product-819261720522352.jpg,https://stengineers.com/admin/api/product-upload/product-746101720522359.jpg','',2,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex MC Power Vise VQCV-125, 160H-L/R at best price in India','JAW Open C','MAX. Clamping Force (KN)','Design','1,65,235','40,60','Bending proof','S&T Engineers Vertex MC Power Vise VQCV-125, 160H-L/R','VERTEX Best MC Power Vise VQCV-125, 160H-L/R - S&T Engineers','S&T Engineers - Advanced Vertex MC Power Vise provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX MC Power Vise VQCV-125, 160H-L/R','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(431,'NC Hydro Machine Vise','S&T Engineers Vertex NC Hydro Machine Vise VNC','nc-hydro-machine-vise','https://stengineers.com/admin/api/product-upload/thumb-502931720522431.jpg','https://stengineers.com/admin/api/product-upload/product-038141720522819.jpg,https://stengineers.com/admin/api/product-upload/product-257161720522825.jpg,https://stengineers.com/admin/api/product-upload/product-126841720522838.jpg','',3,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex NC Hydro Machine Vise VNC at best price in India','C Max. Open','MAX. Clamping Force (KN)','Design','205','25','Bend proof overall & screw shaft','S&T Engineers Vertex NC Hydro Machine Vise VNC','VERTEX Best NC Hydro Machine Vise VNC - S&T Engineers','S&T Engineers - Advanced Vertex NC Hydro Machine Vise provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX NC Hydro Machine Vise VNC','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(432,'Convenient Type Machine Vise','S&T Engineers Vertex Convenient Type Machine Vise VCM-47','convenient-type-machine-vise','https://stengineers.com/admin/api/product-upload/thumb-713041720522920.jpg','https://stengineers.com/admin/api/product-upload/product-068171720523167.jpg,https://stengineers.com/admin/api/product-upload/product-945731720523174.jpg,https://stengineers.com/admin/api/product-upload/product-817641720523180.jpg','',4,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Convenient Type Machine Vise VCM-47 at best price in India','C Open','MAX. Clamping Force (kgf)','Design','180','450','Bending proof','S&T Engineers Vertex Convenient Type Machine Vise VCM-47','VERTEX Best Convenient Type Machine Vise VCM-47 - S&T Engineers','S&T Engineers - Advanced Vertex Convenient Type Machine Vise provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Convenient Type Machine Vise VCM-47','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(433,'Base Plate Series','S&T Engineers Vertex Base Plate Series TBP-6040 - 10050D','base-plate-series','https://stengineers.com/admin/api/product-upload/thumb-875231720523782.jpg','https://stengineers.com/admin/api/product-upload/product-195341720524032.jpg,https://stengineers.com/admin/api/product-upload/product-438011720524038.jpg,https://stengineers.com/admin/api/product-upload/product-697181720524046.jpg','',5,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Base Plate Series TBP-6040 - 10050D at best price in India','Material','Finish','Type','Close grained cast iron, Annealed','Top and bottom ground','Sub table T-slot','S&T Engineers Vertex Base Plate Series TBP-6040 - 10050D','VERTEX Best Base Plate Series TBP-6040 - 10050D - S&T Engineers','S&T Engineers - Advanced Vertex Base Plate Series provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Base Plate Series TBP-6040 - 10050D ','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(434,'Vertex Base Plate Series','S&T Engineers Vertex Base Plate Series HBP-4060 - 50100T','vertex-base-plate-series','https://stengineers.com/admin/api/product-upload/thumb-406721720524178.jpg','https://stengineers.com/admin/api/product-upload/product-890251720524381.jpg,https://stengineers.com/admin/api/product-upload/product-961481720524390.jpg,https://stengineers.com/admin/api/product-upload/product-153781720524398.jpg','',6,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Base Plate Series HBP-4060 - 50100T at best price in India','Material','Finish','Type','Close grained cast iron, Annealed','Top and bottom ground','Sub table thread type','S&T Engineers Vertex Base Plate Series HBP-4060 - 50100T','VERTEX Best Base Plate Series HBP-4060 - 50100T - S&T Engineers','S&T Engineers - Advanced Vertex Base Plate Series provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Base Plate Series HBP-4060 - 50100T','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(435,'M/C Angle Plate 90º','S&T Engineers Vertex M/C Angle Plate 90º BP20-30/40/50/60/80','mc-angle-plate-90','https://stengineers.com/admin/api/product-upload/thumb-421781720524786.jpg','https://stengineers.com/admin/api/product-upload/product-391401720525003.jpg,https://stengineers.com/admin/api/product-upload/product-793651720525008.jpg,https://stengineers.com/admin/api/product-upload/product-723081720525012.jpg','',7,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex M/C Angle Plate 90º BP20-30/40/50/60/80 at best price in India','Material','Finish','Application','FC30(JIS)/GG30(DIN)','Heat treated (Normalized)','Good for horizontal M/C','S&T Engineers Vertex M/C Angle Plate 90º BP20-30/40/50/60/80','VERTEX Best M/C Angle Plate 90° BP20-30/40/50/60/80 - S&T Engineers','S&T Engineers - Advanced Vertex M/C Angle Plate 90° provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision machining center accessories. VERTEX M/C Angle Plate 90° BP20-30/40/50/60/80','CNC machines, machine tools, CNC Machines Supplier, machining center accessories, Power vise, Flexible lineup vice'),(436,'Vertex M/C Angle Plate 90º','S&T Engineers Vertex M/C Angle Plate 90º BP22-30 - 860','vertex-mc-angle-plate-90','https://stengineers.com/admin/api/product-upload/thumb-305121720525778.jpg','https://stengineers.com/admin/api/product-upload/product-192451720525969.jpg,https://stengineers.com/admin/api/product-upload/product-209741720525977.jpg,https://stengineers.com/admin/api/product-upload/product-639151720525989.jpg','',8,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex M/C Angle Plate 90º BP22-30 - 860 at best price in India','Material','Finish','Type','FC30(JIS)/GG30(DIN)','Heat treated (Normalized)','T-slot','S&T Engineers Vertex M/C Angle Plate 90º BP22-30 - 860','VERTEX Best M/C Angle Plate 90° BP22-30 - 860 - S&T Engineers','S&T Engineers - Advanced Vertex M/C Angle Plate 90° provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX M/C Angle Plate 90° BP22-30 - 860','CNC machines, machine tools, CNC Machines Supplier, machining center accessories, Power vise, Flexible lineup vice'),(437,'M/C Clamping Cube','S&T Engineers Vertex M/C Clamping Cube BP07-10/20/30/40','mc-clamping-cube','https://stengineers.com/admin/api/product-upload/thumb-790431720526095.jpg','https://stengineers.com/admin/api/product-upload/product-426731720526321.jpg,https://stengineers.com/admin/api/product-upload/product-872341720526328.jpg,https://stengineers.com/admin/api/product-upload/product-542981720526335.jpg','',9,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex M/C Clamping Cube BP07-10/20/30/40 at best price in India','Material','Finish','Application','FC30(JIS)/GG30(DIN)','Heat treated (Normalized)','Good for horizontal M/C','S&T Engineers Vertex M/C Clamping Cube BP07-10/20/30/40','VERTEX Best M/C Clamping Cube BP07-10/20/30/40 - S&T Engineers','S&T Engineers - Advanced Vertex M/C Clamping Cube provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX M/C Clamping Cube BP07-10/20/30/40','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(438,'Angular Hollow Block','S&T Engineers Vertex Angular Hollow Block BC30-15 - 301, BC40-15 - 301','angular-hollow-block','https://stengineers.com/admin/api/product-upload/thumb-689271720526538.jpg','https://stengineers.com/admin/api/product-upload/product-198501720526691.jpg,https://stengineers.com/admin/api/product-upload/product-083691720526700.jpg,https://stengineers.com/admin/api/product-upload/product-243071720526706.jpg','',10,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Angular Hollow Block BC30-15 - 301, BC40-15 - 301 at best price in India','Material','Type','Angle','Cast Iron','T-slot','30°','S&T Engineers Vertex Angular Hollow Block BC30-15 - 301, BC40-15 - 301','VERTEX Best Angular Hollow Block BC30-15 - 301, BC40-15 - 301 - S&T Engineers','S&T Engineers - Advanced Vertex Angular Hollow Block provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Angular Hollow Block BC30-15 - 301, BC40-15 - 301','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(439,'Flexible Line Up Vice','S&T Engineers Vertex Flexible Line Up Vice VFS-5030 - 7270','flexible-line-up-vice','https://stengineers.com/admin/api/product-upload/thumb-051941720526779.jpg','https://stengineers.com/admin/api/product-upload/product-249671720527028.jpg,https://stengineers.com/admin/api/product-upload/product-438961720527032.jpg,https://stengineers.com/admin/api/product-upload/product-743211720527037.jpg','',11,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Flexible Line Up Vice VFS-5030 - 7270 at best price in India','Material Hardness','MAX. Clamping Force (kgs)','Style','Tool steel over HRC55','VFS-50 Series: 1000 kgs\nVFS-72 Series: 2000 kgs','Standard style','S&T Engineers Vertex Flexible Line Up Vice VFS-5030 - 7270','VERTEX Best Flexible Lineup Vice VFS-5030 - 7270 - S&T Engineers','S&T Engineers - Advanced Vertex Flexible Lineup Vice provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Flexible Lineup Vice VFS-5030 - 7270','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(440,'Flexible Line Up Vice VFL-5030 - 7270','S&T Engineers Vertex Flexible Line Up Vice VFL-5030 - 7270','flexible-line-up-vice-vfl-5030---7270','https://stengineers.com/admin/api/product-upload/thumb-459781720527110.jpg','https://stengineers.com/admin/api/product-upload/product-357261720527318.jpg,https://stengineers.com/admin/api/product-upload/product-417851720527334.jpg,https://stengineers.com/admin/api/product-upload/product-951271720527340.jpg','',12,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Flexible Line Up Vice VFL-5030 - 7270 at best price in India','Material ','Hardness','Style','Tool steel','over HRC55','Standard style','S&T Engineers Vertex Flexible Line Up Vice VFL-5030 - 7270','VERTEX Best Flexible Lineup Vice VFL-5030 - 7270 - S&T Engineers','S&T Engineers - Advanced Vertex Flexible Lineup Vice provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Flexible Lineup Vice VFL-5030 - 7270','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(441,'Flexible Line Up Vice VFN-6030 - 8580','S&T Engineers Vertex Flexible Line Up Vice VFN-6030 - 8580','flexible-line-up-vice-vfn-6030---8580','https://stengineers.com/admin/api/product-upload/thumb-176321720527421.jpg','https://stengineers.com/admin/api/product-upload/product-638941720527553.jpg,https://stengineers.com/admin/api/product-upload/product-269851720527559.jpg,https://stengineers.com/admin/api/product-upload/product-624851720527564.jpg','',13,'active','','14','61','23',0,0,'','S&T Engineers - Authorised distributors of Vertex Machining Center Accessories and CNC Machines accessories in India. S&T Engineers Vertex Flexible Line Up Vice VFN-6030 - 8580 at best price in India','Material ','Hardness','Style','Tool steel','over HRC55','Standard style','S&T Engineers Vertex Flexible Line Up Vice VFN-6030 - 8580','VERTEX Best Flexible Lineup Vice VFN-6030 - 8580 - S&T Engineers','S&T Engineers - Advanced Vertex Flexible Lineup Vice provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Machining Center Accessories. VERTEX Flexible Lineup Vice VFN-6030 - 8580','CNC machines, machine tools, CNC Machines suppliers, machining center accessories, Power vise, Flexible lineup vice'),(442,'Servo Brake Minibend','Dener Ball Screw Press Brake Machine','servo-brake-minibend','https://stengineers.com/admin/api/product-upload/thumb-468591764244232.png','https://stengineers.com/admin/api/product-upload/product-284671721128341.png','',1,'active','','2','44','21',0,0,'','S&T Engineers Dener Ball Screw CNC Bending Machine enables High Speed movement for the CNC press brake Machine. 100% Electric with no oil. 40% Less energy consumption and 35% faster compared to hydraulic CNC press brake Machine','No Oil','Faster and Economical','Environment Friendly','100% Electric Operation','40% Less Energy Required, 35% Faster than Hydraulic','No Oil used, High Bending Speed with less noise','Dener Ball Screw Press Brake Machine','Best Ball Screw Press Brake Machine Dener ','S&T Engineers - Buy the Best CNC Ball Screw Press Brake Machines from leading CNC metal forming machinery Suppliers. S&T Engineers Supply a wide range of CNC press brake machines from top brand Dener. Ball Screw Press Brake Machine Dener ','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(443,'ST6020NT','STM CNC Metal Tube Laser Cutting Machine ST6020NT','st6020nt','https://stengineers.com/admin/api/product-upload/thumb-041371744354524.jpg','https://stengineers.com/admin/api/product-upload/product-532101744354480.jpg','',1,'active','','2','62','30',0,0,'','STM Laser cutting machines for precision laser cutting jobs, improved production capacity, for heavy processing industry. STM CNC Metal Tube Laser Cutting Machine ST6020NT for efficient, ultra energy saving machines from reliable STM brand','No. Of Chuck ','Cutting Rotation Speed','Processing Length','3','100RPM','6 Meter','STM CNC Metal Tube Laser Cutting Machine ST6020NT','STM CNC Metal Tube Laser Cutting Machine ST6020NT','S&T Engineers - Innovative CNC Tube Laser Cutting Machines from leading CNC metal forming machinery Suppliers. STM Tube Laser Cutting machine delivers exceptional cut quality and maximum productivity. Buy Now - CNC Metal Tube Laser Cutting Machine STM ST6020NT','CNC machines, machine tools, CNC Machines Supplier, tube laser cutting machine, tube laser cutting, tube laser cutting machine price, laser cutting'),(444,'ST6016T','STM CNC Metal Tube Laser Cutting Machine ST6016T','st6016t','https://stengineers.com/admin/api/product-upload/thumb-682971744354561.jpg','https://stengineers.com/admin/api/product-upload/product-867351744354575.jpg','',2,'active','','2','62','30',0,0,'','STM Metal Tube laser cutting machine for high speed laser cutting applications. STM CNC Metal Tube Laser Cutting Machine ST6016T for efficient, energy efficient, accuracy in cutting','Cutting Rotation Speed','Number of Chuck ','Maximum Processing Length','120RPM','2','6 Meter','STM CNC Metal Tube Laser Cutting Machine ST6016T','STM CNC Metal Tube Laser Cutting Machine ST6016T','S&T Engineers - Innovative CNC Tube Laser Cutting Machines from leading CNC metal forming machinery Suppliers. STM Tube Laser Cutting machine delivers exceptional cut quality and maximum productivity. Buy Now - CNC Metal Tube Laser Cutting Machine STM ST6016T','CNC machines, machine tools, CNC Machines Supplier, tube laser cutting machine, tube laser cutting, tube laser cutting machine price, laser cutting'),(445,'ST6020T','STM CNC Metal Tube Laser Cutting Machine ST6020T','st6020t','https://stengineers.com/admin/api/product-upload/thumb-713461744354629.jpg','https://stengineers.com/admin/api/product-upload/product-963751744354645.jpg','',3,'active','','2','62','30',0,0,'','STM Automatic Metal Tube laser cutting machine for high speed laser cutting applications. STM CNC Metal Tube Laser Cutting Machine ST6020T for efficient, energy efficient, accuracy in cutting','Cutting Rotation Speed','Number of Chuck ','Maximum Processing Length','100RPM','2','6 Meter','STM CNC Metal Tube Laser Cutting Machine ST6020T','STM CNC Metal Tube Laser Cutting Machine ST6020T','S&T Engineers - Innovative CNC Tube Laser Cutting Machines from leading CNC metal forming machinery Suppliers. STM Tube Laser Cutting machine delivers exceptional cut quality and maximum productivity. Buy Now - CNC Metal Tube Laser Cutting Machine STM ST6020T','CNC machines, machine tools, CNC Machines Supplier,tube laser cutting machine, tube laser cutting, tube laser cutting machine price, laser cutting'),(446,'ST6020GT','STM Bevel Cutting CNC Metal Tube Laser Cutting Machine ST6020GT','st6020gt','https://stengineers.com/admin/api/product-upload/thumb-196041744354694.jpg','https://stengineers.com/admin/api/product-upload/product-256311744354703.jpg','',4,'active','','2','62','30',0,0,'','STM Beval Metal Tube laser cutting machine for high speed laser cutting applications. STM Bevel Cutting CNC Metal Tube Laser Cutting Machine ST6020GT for efficient, energy efficient, accuracy in cutting','Cutting Rotation Speed','Bevel Cut Angle','Maximum Processing Length','100RPM','45⁰','6 Meter','STM Bevel Cutting CNC Metal Tube Laser Cutting Machine ST6020GT','STM CNC Metal Tube Laser Cutting Machine ST6020GT','S&T Engineers - Innovative CNC Tube Laser Cutting Machines from leading CNC metal forming machinery Suppliers. STM Tube Laser Cutting machine delivers exceptional cut quality and maximum productivity. Buy Now - CNC Metal Tube Laser Cutting Machine STM ST6020GT','CNC machines, machine tools, CNC Machines Supplier, tube laser cutting machine, tube laser cutting, tube laser cutting machine price, laser cutting'),(447,'ST12030TX','STM Ultra Large Bevel Metal Sheet Laser Cutting Machine ST12030TX','st12030tx','https://stengineers.com/admin/api/product-upload/thumb-176931744354223.jpg','https://stengineers.com/admin/api/product-upload/product-283411744354230.jpg','',2,'active','','2','8','30',0,0,'','STM Larger Sheet metal Bevel Cutting laser cutting machine. STM Ultra Large Bevel Metal Sheet Laser Cutting Machine ST12030TX for efficient, energy efficient, accuracy in cutting','Laser Power','Bevel Cut Angle','Work Table Dimension(mm)','12000-36000W','45⁰','12000x3000','STM Ultra Large Bevel Metal Sheet Laser Cutting Machine ST12030TX','Best CNC Metal Sheet Laser Cutting Machine STM ST12030TX','S&T Engineers - Best CNC Sheet Metal Fiber Laser Cutting Machines from leading CNC metal forming machinery Suppliers. STM Laser cutting machines are highly reliable and efficient CNC Fiber laser machines from top brand STM. ','CNC machines, machine tools, CNC Machines Supplier, fiber laser cutting machine, sheet metal laser cutting machines, industrial laser cutting machine, laser cutting machine price'),(448,'STHM Series','STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','sthm-series','https://stengineers.com/admin/api/product-upload/thumb-135791744354269.jpg','https://stengineers.com/admin/api/product-upload/product-019861744354282.jpg','',3,'active','','2','8','30',0,0,'','STM Metal Tube and Sheet Closed Type laser cutting machine. STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series for efficient, energy efficient, accuracy in cutting','Laser Power','Type','Maximum Processing Length','1500-4000W','Closed','6 Meter','STM Sheet & Tube Closed Type Metal Sheet Laser Cutting Machine STHM Series','Best CNC Metal Sheet Laser Cutting Machine STM STHM','S&T Engineers - Best CNC Sheet Metal Fiber Laser cutting Machines from leading CNC fiber laser machines Suppliers. STM Laser cutting machines are highly reliable and efficient CNC Fiber laser machines from top brand STM. ','CNC machines, machine tools, CNC Machines Supplier, fiber laser cutting machine, sheet metal laser cutting machines, industrial laser cutting machine, laser cutting machine price'),(449,'ST3015M','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','st3015m','https://stengineers.com/admin/api/product-upload/thumb-063911744354347.jpg','https://stengineers.com/admin/api/product-upload/product-615241744354358.jpg','',4,'active','','2','8','30',0,0,'<iframe width=\"460\" height=\"515\" src=\"https://www.youtube.com/embed/_aitL5HDq64?si=cuN6FgAzaKvvIHn6\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','STM Open Type Metal Sheet and Tube laser cutting machine. STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M for efficient, energy efficient, accuracy in cutting','Laser Power','Tube Max Dia(mm)(Round)','Tube Max Dia(mm)(Square)','1000-4000W','220','150','STM Sheet and Tube Open Type Metal Sheet Laser Cutting Machine ST3015M','Best CNC Metal Sheet Laser Cutting Machine STM ST3015M','S&T Engineers - Best CNC Sheet Metal Fiber Laser Cutting Machines from Leading CNC Fiber laser machines Suppliers. STM laser cutting machines are highly reliable and efficient CNC fiber laser machines from top brand STM. ','CNC machines, machine tools, CNC Machines Supplier, fiber laser cutting machine, sheet metal laser cutting machines, industrial laser cutting machine, laser cutting machine price'),(450,'HRD-02SH','MST Shrink Fit Machines','hrd-02sh','https://stengineers.com/admin/api/product-upload/thumb-059381721229464.png','https://stengineers.com/admin/api/product-upload/product-570921721229470.png','',1,'active','','14','63','25',0,0,'','S&T Engineers | MST Shrink Fit machines are compact reliable machines. Efficient easy to operate with one touch cooling system.','Max Dia(mm)','Cooling Time','Heating Time','32','1 Minute','18 Seconds','MST Shrink Fit Machines','MST Reliable Shrink Fit Machines - S&T Engineers','S&T Engineers - Advanced MST Shrink Fit Machines provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Shrink Fit Machines','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(451,'HRD-03','MST Corporation Induction Heater Shrink Fit Machine','hrd-03','https://stengineers.com/admin/api/product-upload/thumb-312941721230057.png','https://stengineers.com/admin/api/product-upload/product-906711721230067.png','',2,'active','','14','63','25',0,0,'','S&T Engineers | MST Shrink Fit machines are compact reliable machines. Efficient easy to operate with one touch cooling system.','Max Dia','Cooling Time','Heating Time','16mm','1 Minute','25 Seconds','MST Corporation Induction Heater Shrink Fit Machine','MST Reliable Corporation Induction Heater Shrink Fit Machine - S&T Engineers','S&T Engineers - Advanced MST Corporation Induction Heater Shrink Fit Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Corporation Induction Heater Shrink Fit Machine','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(452,'HRD-01S','MST Corporation Induction Heater HRD-01S','hrd-01s','https://stengineers.com/admin/api/product-upload/thumb-739501721230416.png','https://stengineers.com/admin/api/product-upload/product-682041721230426.png','',3,'active','','14','63','25',0,0,'','S&T Engineers | MST Shrink Fit machines are compact reliable machines. Efficient easy to operate with one touch cooling system.','Max Dia','Heating Time','Cooling Time','12mm','70 Seconds','10 Minute','MST Corporation Induction Heater HRD-01S','MST Reliable Corporation Induction Heater - S&T Engineers','S&T Engineers - Advanced MST Corporation Induction Heater provide long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Corporation Induction Heater','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(453,'Baby Heat Robo','S&T Engineers MST Cutting tool shrink fitting Machine','baby-heat-robo','https://stengineers.com/admin/api/product-upload/thumb-028761721230630.png','https://stengineers.com/admin/api/product-upload/product-268141721230639.png','',4,'active','','14','63','25',0,0,'','S&T Engineers | MST Shrink Fit machines are compact reliable machines. Efficient easy to operate with one touch cooling system.','Max Dia','Heat Time','Cooling Time','32mm','70 Second','10 Minute','S&T Engineers MST Cutting tool shrink fitting Machine','MST Reliable Cutting Tool Shrink Fitting Machine - S&T Engineers','S&T Engineers - Advanced MST Shrink Cutting Tool Shrink Fitting Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Cutting Tool Shrink Fitting Machine','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(454,'Compact Angle Head','MST Corporation Mini Type Extre Compact Head','compact-angle-head','https://stengineers.com/admin/api/product-upload/thumb-013461721231922.png','https://stengineers.com/admin/api/product-upload/product-614821721231936.png','',5,'active','','14','63','25',0,0,'','MST Corporation Mini Type Extre Compact Head. S&T Engineers | MST Angular Heads for efficient automation of mechanical processses in machining.','Type','Efficient','Design','Compact Type\n','Automation Efficiency','Highly rigid design','MST Corporation Mini Type Extre Compact Head','MST Reliable Corporation Mini Type Extre Compact Head - S&T Engineers','S&T Engineers - Advanced MST Corporation Mini Type Extre Compact Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Corporation Mini Type Extre Compact Head ','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(455,'90 Degree','Mst Corporation Angular Head 90 degree Type','90-degree','https://stengineers.com/admin/api/product-upload/thumb-512861721232746.png','https://stengineers.com/admin/api/product-upload/product-410681721232751.png','',6,'active','','14','63','25',0,0,'','Mst Corporation Angular Head 90 degree Type. S&T Engineers | MST Angular Heads for efficient automation of mechanical processses in machining.','Angle','Efficient','Design','90 Degree','Automation Efficiency','Highly rigid design','Mst Corporation Angular Head 90 degree Type','MST Reliable Corporation Angular Head 90 Degree Type - S&T Engineers','S&T Engineers - Advanced MST Corporation Angular Head 90 Degree Type provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Corporation Angular Head 90 Degree Type','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(456,'Universal Type','MST Universal Angular Head','universal-type','https://stengineers.com/admin/api/product-upload/thumb-981741721232953.png','https://stengineers.com/admin/api/product-upload/product-075491721232959.png','',7,'active','','14','63','25',0,0,'','MST Universal Angular Head. S&T Engineers | MST Angular Heads for efficient automation of mechanical processses in machining.','Type','Efficient','Design','Rotating','Automation Efficiency\n','Highly rigid design','MST Universal Angular Head','MST Reliable Universal Angular Head - S&T Engineers','S&T Engineers - Advanced MST Universal Angular Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Universal Angular Head ','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(457,'90 Degree Angle Head','MST Corporation 90 Degree Angle Head','90-degree-angle-head','https://stengineers.com/admin/api/product-upload/thumb-635871721233061.png','https://stengineers.com/admin/api/product-upload/product-263101721233066.png','',8,'active','','14','63','25',0,0,'','MST Corporation 90 Degree Angle Head. S&T Engineers | MST Angular Heads for efficient automation of mechanical process in machining.','Angle','Efficient','Design','90 Degree','Automation Efficiency\n','Highly rigid design','MST Corporation 90 Degree Angle Head','MST Reliable Corporation 90 Degree Angle Head - S&T Engineers','S&T Engineers - Advanced MST Corporation 90 Degree Angle Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Corporation 90 Degree Angle Head','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(458,'90 Degree','MST 90 Degree Angle Head','90-degree','https://stengineers.com/admin/api/product-upload/thumb-165891721233178.png','https://stengineers.com/admin/api/product-upload/product-408231721233187.png','',9,'active','','14','63','25',0,0,'','MST 90 Degree Angle Head. S&T Engineers | MST Angular Heads for efficient automation of mechanical process in machining.','Angle','Efficient','Design','90 Degree','Automation Efficiency','Highly rigid design','MST 90 Degree Angle Head','MST Reliable 90 Degree Angle Head - S&T Engineers','S&T Engineers - Advanced MST 90 Degree Angle Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST 90 Degree Angle Head ','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(459,'Universal','Universal Type Angle Head for Milling Machine','universal','https://stengineers.com/admin/api/product-upload/thumb-905281721233265.png','https://stengineers.com/admin/api/product-upload/product-375211721233270.png','',9,'active','','14','63','25',0,0,'','Universal Type Angle Head for Milling Machine. S&T Engineers | MST Angular Heads for efficient automation of mechanical processs in machining.','Type','Efficient','Applicable to','Universal','Automation Efficiency','All side Cutting','Universal Type Angle Head for Milling Machine','MST Reliable Universal Type Angle Head for Milling Machine - S&T Engineers','S&T Engineers - Advanced MST Universal Type Angle Head for Milling Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Universal Type Angle Head for Milling Machine','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(460,'Modular Type','Modular Type Angle Head - MST Corporation','modular-type','https://stengineers.com/admin/api/product-upload/thumb-497081721233361.png','https://stengineers.com/admin/api/product-upload/product-798641721233366.png','',10,'active','','14','63','25',0,0,'','Modular Type Angle Head - MST Corporation. S&T Engineers | MST Angular Heads for efficient automation of mechanical process in machining.','Type','Efficient','Coolant ','Modular','Automation Efficiency','Body Through','Modular Type Angle Head - MST Corporation','MST Reliable Modular Type Angle Head - S&T Engineers','S&T Engineers - Advanced MST Modular Type Angle Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Modular Type Angle Head','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(461,'Flange Type','S&T Engineers MST Heavy Duty Angle Head','flange-type','https://stengineers.com/admin/api/product-upload/thumb-754891721233452.png','https://stengineers.com/admin/api/product-upload/product-785301721233457.png','',11,'active','','14','63','25',0,0,'','S&T Engineers MST Heavy Duty Angle Head. S&T Engineers | MST Angular Heads for efficient automation of mechanical process in machining.','Type','Efficient','Applicable to','Flange Type','Automation Efficiency','Heavy Duty Cutting','S&T Engineers MST Heavy Duty Angle Head','MST Reliable Heavy Duty Angle Head - S&T Engineers','S&T Engineers - Advanced MST Heavy Duty Angle Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Heavy Duty Angle Head','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(462,'Solid Type','MST Corporation Solid Type Angular Head','solid-type','https://stengineers.com/admin/api/product-upload/thumb-136591721233525.png','https://stengineers.com/admin/api/product-upload/product-120951721233531.png','',12,'active','','14','63','25',0,0,'','MST Corporation Solid Type Angular Head. S&T Engineers | MST Angular Heads for efficient automation of mechanical process in machining.','Type','Efficient','Applicable to','Solid','Automation Efficiency','Small to Larger Cutters','MST Corporation Solid Type Angular Head','MST Reliable Corporation Solid Type Angular Head - S&T Engineers','S&T Engineers - Advanced MST Corporation Solid Type Angular Head provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision shrink-fit machines and angular heads. MST Solid Type Angular Head','CNC machines, machine tools, CNC Machines Supplier, angular heads, shrink fit machines, shrink fit'),(463,'NEO-T','Tederic Toggle Injection Moulding Machine NEO-T Series','neo-t','https://stengineers.com/admin/api/product-upload/thumb-620411721233835.jpg','https://stengineers.com/admin/api/product-upload/product-650981721233845.jpg','',1,'active','','34','35','20',0,0,'','NEO·T Toggle System Injection Molding Machine elegant design optimized for perfromance. New Gen Servo System to save electricity 30-80%, Faster response, cycle time reduced, efficient','Clamping Structure','Power System','Clamping Force','Toggle Type','Hydraulic','90T-1050T','Tederic Toggle Injection Moulding Machine NEO-T Series','High Productive Tederic Toggle Injection Moulding Machine Tedric NEO-T Series ','S&T Engineers - Buy high reliable Toggle Injection Moulding Machine from leading CNC machine suppliers. S&T Engineers supplies top-quality Toggle Injection Moulding Machine. Tederic Toggle Injection Moulding Machine Tedric NEO-T Series ','CNC machines, machine tools, injection moulding machines, toggle injection moulding machines, plastic injection molding machines, plastic molding machines'),(464,'NEO-E Series','Tederic All Electric Injection Moulding Machine NEO-E Series','neo-e-series','https://stengineers.com/admin/api/product-upload/thumb-815061721234087.jpg','https://stengineers.com/admin/api/product-upload/product-956801721234098.jpg','',1,'active','','34','38','20',0,0,'','Tederic All Electric Injection Moulding Machine are developed for pioneer perfromance and efficiency. The full servo equiped 100% electric injection moulding machine has advanced energy recovery system ensuring low operating cost','Clamping Force','Clamping Structure','Power System','6OT-1400T','Toggle','Electric','Tederic All Electric Injection Moulding Machine NEO-E Series','High Productive Tederic All Electric Injection Moulding Machine Tedric NEO-E Series','S&T Engineers - Buy highly reliable Toggle Injection Moulding Machines from leading CNC Machine Suppliers. S&T Engineers supply top quality Toggle Injection Moulding Machines. Tederic All Electric Injection Moulding Machine Tedric NEO-E Series','CNC machines, machine tools, injection moulding machines, toggle injection moulding machines, plastic injection molding machines, plastic molding machines'),(465,'DV400','S&T Engineers Denice Vertical Injection Moulding Machine','dv400','https://stengineers.com/admin/api/product-upload/thumb-647921721234658.jpg','https://stengineers.com/admin/api/product-upload/product-854721721234678.jpg','',1,'active','','34','64','13',0,0,'','S&T Engineers Denice Vertical Injection Moulding Machine from 15 Tonnage to 450 Tonnage. Vertical injection Molding machine specially designed for Over molded inserts with high accuracy.','Clamping Force','Clamping Device','Injection Volume','15-450 Tonnage','Vertical','35g to 8Kg','S&T Engineers Denice Vertical Injection Moulding Machine','High Productive Denice Vertical Injection Moulding Machine Denice ','S&T Engineers - Buy highly reliable Toggle Injection Moulding Machines from leading CNC Machine Suppliers. S&T Engineers supply top quality Toggle Injection Moulding Machines. Denice Vertical Injection Moulding Machine Denice ','CNC machines, machine tools, injection moulding machines, toggle injection moulding machines, plastic injection molding machines, plastic molding machines'),(466,'NP1060L','EXCETEK NP Series CNC Wire EDM NP1060L','np1060l','https://stengineers.com/admin/api/product-upload/thumb-946151722081789.jpg','https://stengineers.com/admin/api/product-upload/product-914361722083383.jpg,https://stengineers.com/admin/api/product-upload/product-429371722083386.jpg,https://stengineers.com/admin/api/product-upload/product-764231722083391.jpg','',17,'active','','3','7','8',0,0,'','EXCETEK CNC Wire EDM NP1060L are finest CNC Wire EDM Machines with Linear motor drive, excellent precision and reliability.','Travel','Axes Control','Machine Dimensions','Table travel of XY - 1000 x 600 mm (39.4\" x 23.6\")','Number of axes controlled - XY axis linear motor, UVZ axis AC servo motor','Machine Dimensions - 4210/4310 x 3260 x 2590/2890 mm','EXCETEK NP Series CNC Wire EDM NP1060L','Top Quality CNC Wire EDM Machines EXCETEK NP1060L - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK NP1060L','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(467,'NP1280L','EXCETEK NP Series CNC Wire EDM NP1280L','np1280l','https://stengineers.com/admin/api/product-upload/thumb-428731722083200.jpg','https://stengineers.com/admin/api/product-upload/product-194071722083412.jpg,https://stengineers.com/admin/api/product-upload/product-028531722083415.jpg,https://stengineers.com/admin/api/product-upload/product-523701722083419.jpg','',18,'active','','3','7','8',0,0,'','EXCETEK CNC Wire EDM NP1280L are finest CNC Wire EDM Machines with Linear motor drive, excellent precision and reliability.','Travel','Axes Control','Machine Dimensions','Table travel of XY - 1200 x 800 mm (47.2\" x 31.5\")','Number of axes controlled - XY axis linear motor, UVZ axis AC servo motor','Machine Dimensions - 4400/4510 x 3765 x 2585/2890 mm','EXCETEK NP Series CNC Wire EDM NP1280L','Top Quality CNC Wire EDM Machines EXCETEK NP1280L - S&T Engineers','S&T Engineers - Reliable CNC Wire EDM Machines from leading CNC Machines Suppliers. S&T Engineers offers a comprehensive range of high-precision CNC Wire EDM machines. CNC Wire EDM Machines EXCETEK NP1280L','CNC machines, machine tools, CNC Machines Supplier, EDM machine, Wire EDM machine, wire cut edm, electrical discharge machining'),(468,'80JM/600JM','SPREX Die Spotting Press 80JM/600JM','80jm600jm','https://stengineers.com/admin/api/product-upload/thumb-970821729511148.png','https://stengineers.com/admin/api/product-upload/product-801691729511162.png','',2,'active','','1','19','13',0,0,'','SpreX die spotting press machine specially for high performance and accuracy. Guide pillar and High standard die spotting machine.','','','','','','','SPREX Die Spotting Press 80JM/600JM','High Standard Die Spotting Press SPREX 80JM/600JM - S&T Engineers','S&T Engineers - Achieve high accuracy with WIM die spotting press machine from leading CNC machine Suppliers. High Precision WIM brand Die Spotting Press at best price - SPREX 80JM/600JM','CNC machines, machine tools, die spotting press, die spotting machine, CNC machine supplier'),(469,'200TUS/350TUS','SPREX Die Spotting Press 200TUS/350TUS','200tus350tus','https://stengineers.com/admin/api/product-upload/thumb-240851729679095.jpg','https://stengineers.com/admin/api/product-upload/product-381971729679100.jpg','',2,'active','','1','19','13',0,0,'','SpreX die spotting press machine specially for high performance and accuracy. Turntable and High standard die spotting machine with Tri-color (TUS).','Platen Size (mm) ','Machine Size (LxWxH) (mm)','Max. Distance between two workbenches (mm) ','1800x1500','5460x4350x6150','1900','SPREX Die Spotting Press 200TUS/350TUS','High Standard Die Spotting Press SPREX 200TUS/350TUS - S&T Engineers','S&T Engineers - Achieve high accuracy with WIM die spotting press machines from leading CNC machine suppliers. High Precision WIM brand Die Spotting Press at best price - SPREX 200TUS/350TUS','CNC machines, machine tools, die spotting press, die spotting machine, CNC machine supplier'),(471,'ST1000HWM','STM Fiber Laser Welding Machine ST1000HWM','st1000hwm','https://stengineers.com/admin/api/product-upload/thumb-572041744354749.jpg','https://stengineers.com/admin/api/product-upload/product-301821744354755.jpg','',1,'active','','2','67','30',0,0,'','STM Handheld Fiber Laser Welding Machine is used to weld metal plates and metal tubes. Experience 360 degree flexible and high efficiency with handheld laser welding machine.','Laser Power(kw) ','Welding Speed(mm/s)','Welding range(mm)','1.5/2/3','≤120mm/s','0.5~4 carbon steel; 0.5~4stainless steel; 0.5~3 aluminum ','STM Fiber Laser Welding Machine ST1000HWM','Best Fiber Laser Welding Machine STM ST1000HWM | High Precision & Handheld Options','S&T Engineers - Buy the Best CNC Fiber Laser Welding Machines from leading CNC metal forming machinery Suppliers. STM Laser Welding machine delivers exceptional welding and maximum productivity. Buy Now - Fiber Laser Welding Machine STM ST1000HWM','CNC machines, machine tools, CNC Machines Supplier, Fiber Laser welding machine, Welding machine, hand held laser welders, fiber laser welding machine, welding machine laser, laser welding machine'),(472,'HB-4D-CNC','SKITEK 3-Axis CNC Long Travel VMC Machine HB-4D-CNC','hb---4d---cnc','https://stengineers.com/admin/api/product-upload/thumb-182341729589097.jpg','https://stengineers.com/admin/api/product-upload/product-172531729589100.jpg','',1,'active','','1','66','10',0,0,'','Skitek 3-Axis traveling column vertical machining center with high rigidity and high processing accuracy. Best metal cutting machine with moving column machining center.','Travel(XxYxZ)(mm) ','Spindle','Operating System','2500-8500x660x750','BT40 (20000r.p.m)','FANUC/SIEMENS','SKITEK 3-Axis CNC Long Travel VMC Machine HB-4D-CNC','Top CNC Long Travel Vertical Machining Center SKITEK HB-4D-CNC - S&T Engineers','S&T Engineers - Buy highly reliable Long travel VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Moving Column Long Travel Vertical Machining Center SKITEK HB-4D-CNC','CNC machines, machine tools, Long travel VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, moving column vmc'),(473,'Servo Electric Press Brake','Dener Servo Electric Press Brake Machine','servo-electric-press-brake','https://stengineers.com/admin/api/product-upload/thumb-901321729678281.jpg','https://stengineers.com/admin/api/product-upload/product-613981729678948.jpg,https://stengineers.com/admin/api/product-upload/product-543761729678952.jpg','',4,'active','','2','44','21',0,0,'','Dener CNC servo electric press brake machines are highly flexible and reliable machines. Dener CNC press brake machines with an advanced CNC controller. ','Standard Controller','Bending Capacity (ton)','Bending Length (mm)','ESA S 685 W','40 to 200','1530 t0 4080','Dener Servo Electric Press Brake Machine','Best Servo Electric Press Brake Machine Dener ','S&T Engineers - Buy the Best CNC Servo Electric Press Brake Machines from leading CNC metal forming machinery Suppliers. S&T Engineers Supply a wide range of CNC press brake machines from top brand Dener. Servo Electric Press Brake Machine Dener ','CNC machines, machine tools, CNC Machines Supplier, CNC press brake Machine machine, Hydraulic press brake machine, electric press brake machine, Ball Screw press brake'),(474,'ST430X','SKITEK EDM Small Hole Drill ST430X','st430x','https://stengineers.com/admin/api/product-upload/thumb-902181731928416.png','https://stengineers.com/admin/api/product-upload/product-741281731928420.png','',1,'active','','3','68','10',0,0,'','SKITEK Advanced Small Hole EDM Drill delivers high-volume, high-precision micro-machining. Achieve peak performance with our cutting-edge Small Hole EDM Drill.','Travel(XxYxZ)(mm)','Max. Workpiece Weight (Kg)','Power input (Kw)','400x300x380','300','4.2','SKITEK EDM Small Hole Drill ST430X','Best CNC EDM Small Hole Drill SKITEK ST430X','S&T Engineers - Industry Leading EDM Small Hole Drill Machines from pioneer CNC EDM Drill Machines Suppliers. S&T Engineers delivers superior performance and edm micro drill machining CNC EDM small hole drill - SKITEK ST430X','CNC machines, machine tools, CNC Machines Supplier, CNC EDM machine, high speed EDM machine, wire cut EDM, electrical discharge machining, spark erosion machine'),(475,'SCH','SKITEK 3-Axis CNC Long Travel VMC Machine SCH','sch','https://stengineers.com/admin/api/product-upload/thumb-791351732266535.jpg','https://stengineers.com/admin/api/product-upload/product-594061732266539.jpg','',2,'active','','1','66','10',0,0,'','Skitek 3-Axis traveling column vertical machining center with high rigidity and high processing accuracy. Best metal cutting machine with moving column machining center.','Travel(XxYxZ)(mm)','Spindle','Operating System','2500-6500x600x610','BT40 (12000r.p.m)','FANUC/SIEMENS','SKITEK 3-Axis CNC Long Travel VMC Machine SCH','Top CNC Long Travel Vertical Machining Center SKITEK SCH - S&T Engineers','S&T Engineers - Buy high reliable Long travel VMC machines from leading CNC machine suppliers. High Precision CNC 3-axis Moving Column Long Travel Vertical Machining Center SKITEK SCH','CNC machines, machine tools, Long travel VMC machines, vertical milling machine, CNC Machines Supplier, VMC machining, vertical machining center, moving column vmc'),(476,'MD 2518','SKITEK 3-Axis CNC Gantry Machining Center MD 2518','md-2518','https://stengineers.com/admin/api/product-upload/thumb-096421732267814.jpg','https://stengineers.com/admin/api/product-upload/product-258361732267819.jpg','',1,'active','','1','69','10',0,0,'','Skitek 3-Axis CNC gantry machining center delivers high productivity with a robust spindle and optimized structural design. Skitek gantry machining ensures smooth and precise within the specified time.','Travel(XxYxZ)(mm)','Spindle','Operating System ',' 2500x1800x700','BBT40 (12000r.p.m)','FANUC/SIEMENS','SKITEK 3-Axis CNC Gantry Machining Center MD 2518','High Productive CNC Gantry Machining Center SKITEK MD 2518 - S&T Engineers','S&T Engineers - Buy highly precise CNC gantry machining centers from leading machine tools Suppliers. High Precision SKITEK 3-axis CNC Gantry Machining Center at best price - SKITEK MD 2518','CNC machines, machine tools, 3-axis cnc, Gantry machining center, Gantry machine, VMC machining, vertical machining center, cnc machine supplier'),(477,'CAMDER 1.6 GS','WIM Deep Hole Drilling Machine CAMDER 1.6 GS','camder-16-gs','https://stengineers.com/admin/api/product-upload/thumb-507281732268941.jpg','https://stengineers.com/admin/api/product-upload/product-564191732272284.jpg,https://stengineers.com/admin/api/product-upload/product-417651732272294.jpg,https://stengineers.com/admin/api/product-upload/product-263011732272298.jpg,https://stengineers.com/admin/api/product-upload/product-514931732272303.jpg','',2,'active','','1','6','6',0,0,'','WIM deep-hole drilling machines accurately produce deep holes in materials using high-pressure coolants and long drills.CAMDER drilling machines are 6-axis coordinate advanced drilling-milling machines.\n','Total Tilting Angle','Minimum indexing accuracy','Max. Load Capacity (ton)','40°','0.0001°','8-30','WIM Deep Hole Drilling Machine CAMDER 1.6 GS','High Precision Deep Hole Drilling Machine WIM CAMDER 1.6 GS - S&T Engineers','S&T Engineers - Buy high-performance Deep Hole Drilling machines from leading CNC machine Suppliers. High Precision CNC 3-axis Deep Hole Drilling Machine at best Price—WIM CAMDER 1.6 GS','CNC machines, machine tools, deep hole drilling machine, CNC deep hole drilling, drilling machine, CNC Machines Supplier'),(478,'CAMDER 2.6 GS','WIM Deep Hole Drilling Machine CAMDER 2.6 GS','camder-26-gs','https://stengineers.com/admin/api/product-upload/thumb-964531732272416.jpg','https://stengineers.com/admin/api/product-upload/product-068251732272421.jpg,https://stengineers.com/admin/api/product-upload/product-483121732273602.jpg,https://stengineers.com/admin/api/product-upload/product-764821732273608.jpg,https://stengineers.com/admin/api/product-upload/product-642011732273613.jpg','',3,'active','','1','6','6',0,0,'','WIM deep hole drilling machines accurately produce deep holes in materials using high-pressure coolants and long drills. CAMDER drilling machines are 6-axis coordinate advanced drilling-milling machines.','Total Tilting Angle','Minimum indexing accuracy','Max. Load Capacity (ton) ',' 40°','0.0001°','8-30','WIM Deep Hole Drilling Machine CAMDER 2.6 GS','High Precision Deep Hole Drilling Machine WIM CAMDER 2.6 GS - S&T Engineers','S&T Engineers - Buy high-performance Deep Hole Drilling machines from leading CNC machine Suppliers. High Precision CNC 3-axis Deep Hole Drilling Machine at best price - WIM CAMDER 2.6 GS','CNC machines, machine tools, deep hole drilling machine, CNC deep hole drilling, drilling machine, CNC Machines Supplier'),(479,'CAMDER 3.6 GS','WIM Deep Hole Drilling Machine CAMDER 3.6 GS','camder-36-gs','https://stengineers.com/admin/api/product-upload/thumb-104761732273764.jpg','https://stengineers.com/admin/api/product-upload/product-369281732273768.jpg,https://stengineers.com/admin/api/product-upload/product-630711732274576.jpg,https://stengineers.com/admin/api/product-upload/product-679511732274579.jpg,https://stengineers.com/admin/api/product-upload/product-827911732274582.jpg','',4,'active','','1','6','6',0,0,'','WIM deep-hole drilling machines accurately produce deep holes in materials using high-pressure coolants and long drills. CAMDER drilling machines are 6-axis coordinated advanced drilling-milling machines.','Total Tilting Angle ','Minimum indexing accuracy','Max. Load Capacity (ton)','40°',' 0.0001°',' 8-30','WIM Deep Hole Drilling Machine CAMDER 3.6 GS','High Precision Deep Hole Drilling Machine WIM CAMDER 3.6 GS - S&T Engineers','S&T Engineers - Buy high-performance Deep Hole Drilling machines from leading CNC Machine Suppliers. High Precision CNC 3-axis Deep Hole Drilling Machine at best price - WIM CAMDER 3.6 GS','CNC machines, machine tools, deep hole drilling machine, CNC deep hole drilling, drilling machine, CNC Machines Supplier'),(480,'PNX-WH-16','Pronix Electric Tapping Machine PNX-WH-16','pnx-wh-16','https://stengineers.com/admin/api/product-upload/thumb-401291732343912.jpg','https://stengineers.com/admin/api/product-upload/product-680191732343917.jpg','',1,'active','','14','70','26',0,0,'','Pronix electric tapping machine is the most complete line of tapping arms. S&T Engineers provides a wide range of electric tapping machines and accessories.','Tapping Range','Maximum Speed (rpm)','Motor Power (W)','M3-M16','375','600','Pronix Electric Tapping Machine PNX-WH-16','PRONIX Top Rated Electric Tapping Machine PNX-WH-16 - S&T Engineers','S&T Engineers - High-Performance Pronix Electric Tapping Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision electric tapping machines. PRONIX Electric Tapping Machine PNX-WH-16','CNC machines, machine tools, CNC Machines Supplier, tapping machine, electric tapping machine'),(481,'PNX-WH-30','Pronix Electric Tapping Machine PNX-WH-30','pnx-wh-30','https://stengineers.com/admin/api/product-upload/thumb-498211732344596.jpg','https://stengineers.com/admin/api/product-upload/product-135781732344598.jpg','',2,'active','','14','70','26',0,0,'','Pronix electric tapping machine is the most complete line of tapping arms. S&T engineers provide a wide range of electric tapping machines and accessories.','Tapping Range','Maximum Speed (rpm)','Motor Power (W)','M6-M30','200','1200','Pronix Electric Tapping Machine PNX-WH-30','PRONIX Top Rated Electric Tapping Machine PNX-WH-30 - S&T Engineers','S&T Engineers - High-Performance Pronix Electric Tapping Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision electric tapping machines. PRONIX Electric Tapping Machine PNX-WH-30','CNC machines, machine tools, CNC Machines Supplier, tapping machine, electric tapping machine'),(482,'PNX-WH-36','Pronix Electric Tapping Machine PNX-WH-36','pnx-wh-36','https://stengineers.com/admin/api/product-upload/thumb-936741732345379.jpg','https://stengineers.com/admin/api/product-upload/product-530941732345384.jpg','',3,'active','','14','70','26',0,0,'','Pronix electric tapping machine is the most complete line of tapping arms. S&T engineers provide a wide range of electric tapping machines and accessories.','Tapping Range','Maximum Speed (rpm)','Motor Power (W)','M6-M36','125','1200','Pronix Electric Tapping Machine PNX-WH-36','PRONIX Top Rated Electric Tapping Machine PNX-WH-36 - S&T Engineers','S&T Engineers - High-Performance Pronix Electric Tapping Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision electric tapping machines. PRONIX Electric Tapping Machine PNX-WH-36','CNC machines, machine tools, CNC Machines Supplier, tapping machine, electric tapping machine'),(483,'PNX-WH-48','Pronix Electric Tapping Machine PNX-WH-48','pnx-wh-48','https://stengineers.com/admin/api/product-upload/thumb-274381732346023.jpg','https://stengineers.com/admin/api/product-upload/product-349171732346027.jpg','',4,'active','','14','70','26',0,0,'','Pronix electric tapping machine is the most complete line of tapping arms. S&T engineers provide a wide range of electric tapping machines and accessories.','Tapping Range','Maximum Speed ','Motor Power (W)','M12-M48','Single speed 50/ Double speed 250',' 1200','Pronix Electric Tapping Machine PNX-WH-48','PRONIX Top Rated Electric Tapping Machine PNX-WH-48 - S&T Engineers','S&T Engineers - High-Performance Pronix Electric Tapping Machine provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision electric tapping machines. PRONIX Electric Tapping Machine PNX-WH-48','CNC machines, machine tools, CNC Machines Supplier, tapping machine, electric tapping machine'),(484,'PNX-300 - PNX-5000','Pronix Magnetic Lifter PNX-300 - PNX-5000','pnx-300---pnx-5000','https://stengineers.com/admin/api/product-upload/thumb-361941732357878.jpg','https://stengineers.com/admin/api/product-upload/product-276181732346756.jpg,https://stengineers.com/admin/api/product-upload/product-410681732357887.jpg','',14,'active','','14','60','26',0,0,'','Pronix hand-controlled magnetic lifter has a compact structure and is easy to operate. Pronix magnetic lifter is specially manufactured for engineering machinery and mould manufacturing industry.','Max. pull-off force','Design','Used for',' 3',' \"V\" groove design','Lifting the iron object','Pronix Magnetic Lifter PNX-300 - PNX-5000','PRONIX Powerful Magnetic Lifter PNX-300-PNX-5000 - S&T Engineers','S&T Engineers - Compact and Powerful Pronix Air Die Tool provides long-lasting and reliable performance. S&T Engineers offers a comprehensive range of high-precision Small Machine Tools And Spares. PRONIX Magnetic Lifter PNX-300-PNX-5000','CNC machines, machine tools, CNC Machines Supplier, small machine tools, magnetic lifter'),(485,'EPM','Pronix Magnetic Work Holding Systems','epm','https://stengineers.com/admin/api/product-upload/thumb-496031732361211.jpg','https://stengineers.com/admin/api/product-upload/product-895341732361214.jpg','',41,'active','','14','49','26',0,0,'','Pronix permanent magnetic work holding chucks securely hold workpieces during machining operations using permanent magnets. Pronix magnetic workholding system offers fast setups and improved accuracy.','Thickness of the workpiece','Structure','Pole Size','50 disk 15mm or more, 70 disk 20mm or more','Full metal waterproof','Ø70','Pronix Magnetic Work Holding Systems','PRONIX Top Quality Magnetic Work Holding Systems EPM - S&T Engineers','S&T Engineers - Versatile Pronix Magnetic Work Holding Systems improves accuracy, efficiency, and versatility. S&T Engineers offers a comprehensive range of high-precision Milling Machine Accessories. PRONIX Magnetic Work Holding Systems EPM','CNC machines, machine tools, CNC Machines Supplier, milling machine accessories, cnc milling machine accessories, Milling machine, CNC milling'),(486,'VL/VD 850','STM Vertical Machining Center VL/VD 850','vlvd-850','https://stengineers.com/admin/api/product-upload/thumb-013871744354877.png','https://stengineers.com/admin/api/product-upload/product-053291744354874.png','',1,'active','','71','72','30',0,0,'','STM CNC Vertical machining center VL/VD 850 for high speed and high accuracy machining. ','Table(LxW)(mm)','Travel(XxYxZ)(mm)','Spindle','1000x500','850x510x510','Belt Drive Spindle BBT40 - 8000 RPM 10000/12000 RPM(optional) Direct Drive Spindle BBT40 - 8000 RPM 10000/12000/15000 RPM (optional)','STM Vertical Machining Center VL/VD 850','High Precision Vertical Machining Center STM VL/VD 850','S&T Engineers - Buy highly reliable STM Vertical Machining Center from leading CNC machine tool Suppliers. S&T Engineers Supply heavy-duty industrial VMCs designed for high-volume production and demanding manufacturing. Vertical Machining Center STM VL/VD 850','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines suppliers, VMC machining, vertical machining centers, CNC VMC Machine'),(487,'VL/VD 1050','STM Vertical Machining Center VL/VD 1050','vlvd-1050','https://stengineers.com/admin/api/product-upload/thumb-405291744354910.png','https://stengineers.com/admin/api/product-upload/product-138051744354917.png','',2,'active','','71','72','30',0,0,'','STM Vertical Machining Center - VMC VL/VD 1050','Table(LxW)(mm)','Travel(XxYxZ)(mm)','Spindle','1200x600','1100x650x610','Belt Drive Spindle BBT40 - 8000 RPM 10000/12000 RPM(optional) Direct Drive Spindle BBT40 - 10000 RPM 12000/15000 RPM (optional) Belt Drive Spindle BBT50 - 6000 RPM 8000 RPM(optional) Direct Drive Spindle BBT50 - 8000 RPM 10000 RPM (optional)','STM Vertical Machining Center VL/VD 1050','High Precision Vertical Machining Center STM VL/VD 1050','S&T Engineers - Buy high-reliable STM Vertical Machining Centers from leading CNC machine tool suppliers. S&T Engineers supplies heavy-duty industrial VMCs designed for high-volume production and demanding manufacturing. Vertical Machining Center STM VL/VD 1050','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines suppliers, VMC machining, vertical machining centers, CNC VMC Machine'),(488,'VL/VD 1300','STM Vertical Machining Center VL/VD 1300','vlvd-1300','https://stengineers.com/admin/api/product-upload/thumb-945131744354967.png','https://stengineers.com/admin/api/product-upload/product-287691744354976.png','',3,'active','','71','72','30',0,0,'','STM Vertical machining center VL/VD 1300 for high speed and high accuracy machining. with optional half guarding option and wide door area to support larger work piece','Table(LxW)(mm)','Travel(XxYxZ)(mm)','Spindle','1450x650','1300x700x700','Belt Drive Spindle BBT40 - 8000 RPM 10000/12000 RPM(optional) Direct Drive Spindle BBT40 - 10000 RPM 12000/15000 RPM (optional) Belt Drive Spindle BBT50 - 6000 RPM 8000 RPM(optional) Direct Drive Spindle BBT50 - 8000 RPM 10000 RPM (optional)','STM Vertical Machining Center VL/VD 1300','High Precision Vertical Machining Center STM VL/VD 1300','S&T Engineers - Buy high-reliable STM Vertical Machining Centers from leading CNC machine tool suppliers. S&T Engineers supplies heavy-duty industrial VMCs designed for high-volume production and demanding manufacturing. Vertical Machining Center STM VL/VD 1300','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines suppliers, VMC machining, vertical machining centers, CNC VMC Machine'),(489,'VL/VD 1600','STM Vertical Machining Center VL/VD 1600','vlvd-1600','https://stengineers.com/admin/api/product-upload/thumb-864351744355002.png','https://stengineers.com/admin/api/product-upload/product-698501744355012.png','',4,'active','','71','72','30',0,0,'','STM Vertical Machining Center VL/VD 1300 For High Speed And High Accuracy Machining. With Optional Half Guarding Option And Wide Door Area To Support Larger Work Piece','Table(LxW)(mm)','Travel(XxYxZ)(mm)','Spindle','1800x800','1600x800x750','Belt Drive Spindle BBT40 - 8000 RPM 10000/12000 RPM(optional) Direct Drive Spindle BBT40 - 10000 RPM 12000/15000 RPM (optional) Belt Drive Spindle BBT50 - 6000 RPM 8000 RPM(optional) Direct Drive Spindle BBT50 - 8000 RPM 10000 RPM (optional)','STM Vertical Machining Center VL/VD 1600','High Precision Vertical Machining Center STM VL/VD 1600','S&T Engineers - Buy highly reliable STM Vertical Machining Center from leading CNC machine tool Suppliers. S&T Engineers Supply heavy-duty industrial VMCs designed for high-volume production and demanding manufacturing. Vertical Machining Center STM VL/VD 1600','CNC machines, machine tools, VMC machines, vertical milling machine, CNC Machines suppliers, VMC machining, vertical machining centers, CNC VMC Machine'),(490,'EX40/400','S&T Excetek CNC Wire EDM EX40/400','ex40400','https://stengineers.com/admin/api/product-upload/thumb-912081735629922.png','https://stengineers.com/admin/api/product-upload/product-846901735629928.png','',1,'active','','71','73','27',0,0,'','S&T Excetek EX Series CNC Wire EDM Machines manufactured in India. Latest Tech, high accuracy and performance CNC Wire EDM Machines for superior surface finish.','Travel of X, Y (mm)','Travel of U, V (mm)','Max. work piece dimension (mm)','400*300','80*80','W750 x D550 x H215','S&T Excetek CNC Wire EDM EX40/400','Excetek High Performance CNC Wire EDM EX 40/400','S&T Engineers - Buy high-accuracy Excetek CNC Wire EDM machine from leading CNC machine tool Suppliers. S&T Engineers supply CNC Wire EDM machines for superior accuracy, efficiency, and surface finish. CNC Wire EDM Excetek EX 40/400','CNC machines, machine tools, edm machines, wire edm machines, electrical dischage machining'),(491,'EX50/EX500','S&T Excetek CNC Wire EDM Machine EX 50/500','ex50ex500','https://stengineers.com/admin/api/product-upload/thumb-761831735631542.png','','',2,'active','','71','73','27',0,0,'','S&T Excetek EX Series CNC Wire EDM Machines Manufactured In India. Latest Tech, High Accuracy And Performance CNC Wire EDM Machines For Superior Surface Finish.','Travel Of X, Y (mm)','Travel Of U, V (mm)','Max. Work Piece Dimension (mm)','500*300','80*80','W750 x D550 x H215','S&T Excetek CNC Wire EDM Machine EX 50/500','Excetek High Performance CNC Wire EDM EX 50/500','S&T Engineers - Buy high-accuracy Excetek CNC Wire EDM machine from leading CNC machine tool Suppliers. S&T Engineers supply CNC Wire EDM machines for superior accuracy, efficiency, and surface finish. CNC Wire EDM Excetek EX 50/500','CNC machines, machine tools, edm machines, wire edm machines, electrical dischage machining'),(492,'EX60/600','S&T Excetek CNC Wire EDM Machine EX 60/600','ex60600','https://stengineers.com/admin/api/product-upload/thumb-935611735631923.png','https://stengineers.com/admin/api/product-upload/product-732591735631929.png','',3,'active','','71','73','27',0,0,'','S&T Excetek EX Series CNC Wire EDM Machines Manufactured In India. Latest Tech, High Accuracy And Performance CNC Wire EDM Machines For Superior Surface Finish.','Travel Of X, Y (mm)','Travel Of U, V (mm)','Max. Work Piece Dimension (mm)','600*400','120*120','W1000 x D700 x H305','S&T Excetek CNC Wire EDM Machine EX 60/600','Excetek High Performance CNC Wire EDM EX 60/600','S&T Engineers - Buy high-accuracy Excetek CNC Wire EDM machine from leading CNC machine tool Suppliers. S&T Engineers supply CNC Wire EDM machines for superior accuracy, efficiency, and surface finish. CNC Wire EDM Excetek EX 60/600','CNC machines, machine tools, edm machines, wire edm machines, electrical dischage machining'),(493,'D Series','STM D Series Plastic Injection Molding Machine','d-series','https://stengineers.com/admin/api/product-upload/thumb-073861744355511.jpg','https://stengineers.com/admin/api/product-upload/product-895641744355514.jpg','',1,'active','','71','75','30',0,0,'','STM D Series High quality Plastic Injection Moudling Machine. STM Manufactures plastic injection moulding machine in India with global standards','Available Tonnage','Distance between Tie Bars(mm)','Day Light Opening(mm)','60Tons - 800 Tons','224x224 - 714x714','660-2070','STM D Series Plastic Injection Molding Machine','STM Heavy Duty Plastic Injection Molding Machine - D Series ','S&T Engineers - Buy highly reliable Plastic Injection Moulding machines from leading CNC Machine Suppliers. S&T Engineers Supply top quality STM Plastic Injection Moulding Machine. Plastic Injection Molding Machine STM - D Series ','CNC machines, machine tools, injection moulding machine, injection moulding machine, plastic injection molding machine, plastic molding machine'),(494,'SKN 600','SKITEK Deep Hole Drilling Machine SKN 600','skn-600','https://stengineers.com/admin/api/product-upload/thumb-397411737708711.png','https://stengineers.com/admin/api/product-upload/product-803741737708717.png','',5,'active','','1','6','10',0,0,'','S&T engineers provide Single axis deep hole drilling machines. Skitek deep hole drilling machines are designed for exceptional accuracy and optimal performance.','Max depth of drilling','Workpiece rotation speed','Max. Load Capacity (kg)','600 mm','60 rpm','4000','SKITEK Deep Hole Drilling Machine SKN 600','High Precision Deep Hole Drilling Machine SKITEK SKN 600 - S&T Engineers','S&T Engineers - Buy high-performance Deep Hole Drilling machine from leading CNC machine Suppliers. High Precision CNC 3-axis Deep Hole Drilling Machine at best price - SKITEK SKN 600','CNC machines, machine tools, deep hole drilling machine, CNC deep hole drilling, drilling machine, CNC Machines Supplier'),(495,'SKITEK 4ET','SKITEK Vertical Turret Milling Machine 4ET','skitek-4et','https://stengineers.com/admin/api/product-upload/thumb-217091751019459.png','https://stengineers.com/admin/api/product-upload/product-841601751019469.png','',6,'inactive','','9','10','10',0,0,'','S&T SKITEK DRO Milling Machine 4ET for Heavy-Duty Milling. Top Quality Milling Machine For The Manufacturing Industry','Table(mm) ','Travel(X/Y/Z) (mm)','T-Slot (Width x Number x Distance)(mm)','1370x254','860x406x406','16 x 3 x 63.5','SKITEK Vertical Turret Milling Machine 4ET','S&T SKITEK Vertical Turret DRO Milling Machine 4ET - S&T Engineers','S&T Engineers - Durable CNC DRO Milling Machines provide robust and long-lasting performance. S&T Engineers offers a comprehensive range of high-precision CNC milling machines. S&T SKITEK DRO Milling Machine 4ET','CNC machines, machine tools, CNC Machines Supplier, Dro milling machine, Milling machine, CNC milling, Turret milling, swivel head milling machine, vertical turret milling, milling machine price'),(496,'RDM 3050','Skitek Radial Drilling Machine RDM 3050','rd3050','https://stengineers.com/admin/api/product-upload/thumb-762391747898415.png','https://stengineers.com/admin/api/product-upload/product-068941747898425.png','',3,'active','','9','79','10',0,0,'','Skitek Radial Drilling Machine RDM 3050. Industrial Radial Drilling Machine at Best Price in India.','Drilling Capacity','Column Diameter','Max. Distance, Spindle Center To Column','50mm','350mm','350-1600mm','S&T SKITEK Industrial Radial Drilling Machine RDM 3050','S&T SKITEK Industrial Radial Drilling Machine RDM 3050 - S&T Engineers','S&T Engineers - High-precision radial drilling machines engineered for achieving tight tolerances and accurate hole placement. S&T Engineers offers a comprehensive range of high-precision Skitek radial drilling machines. S&T SKITEK Radial Drilling Machine RDM 3050','CNC machines, machine tools, CNC Machines Supplier, radial drilling machine, radial drill, radial drilling machine price, radial machine'),(497,'Fiber Laser Cutter ST3015G','STM Sheet Metal Laser Cutting Machine ST3015G','st3015g','https://stengineers.com/admin/api/product-upload/thumb-098231752905692.png','https://stengineers.com/admin/api/product-upload/product-376041752908347.png','https://stengineers.com/admin/api/broucher/pdf-980611752908519.pdf',1,'active','','2','8','30',0,0,'<iframe width=\"500\" height=\"515\" src=\"https://www.youtube.com/embed/pTVIawDIgRc?si=Xhj85d2J5er0CfEh\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen></iframe>','STM Laser Cutting Machines are perfectly Engineered Sheet Metal Cutting Machine for Indian Fabrication Industry and Manufacturing. Excellent customer support and after sales service.','Bed Size','Power','Speed','3meter - 6meter','1.5/2/3/4/6kW','80m/min','STM Sheet Metal Fiber Laser Cutting Machine','Buy STM Laser Cutting Machine ST3015G at best price - S&T Engineers','Made in India S&T Engineers STM Laser Cutting Machine at best Price in India. STM Fiber Laser Cutting Machine at best price in India',''); /*!40000 ALTER TABLE `products` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `related_products` -- DROP TABLE IF EXISTS `related_products`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `related_products` ( `id` int NOT NULL AUTO_INCREMENT, `product_id` int NOT NULL, `related_prod_id` int NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=61 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_general_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `related_products` -- LOCK TABLES `related_products` WRITE; /*!40000 ALTER TABLE `related_products` DISABLE KEYS */; INSERT INTO `related_products` VALUES (18,25,10),(22,5,10),(25,8,10),(54,60,222),(55,60,223),(56,60,224),(57,60,225),(58,60,226),(59,60,235),(60,60,239); /*!40000 ALTER TABLE `related_products` ENABLE KEYS */; UNLOCK TABLES; -- -- Table 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AUTO_INCREMENT, `product_id` int NOT NULL, `specs_id` int NOT NULL, `field1` text COLLATE utf8mb4_general_ci NOT NULL, `field2` text COLLATE utf8mb4_general_ci NOT NULL, `field3` text COLLATE utf8mb4_general_ci NOT NULL, `field4` text COLLATE utf8mb4_general_ci NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB AUTO_INCREMENT=11526 DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_general_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `specification_value` -- LOCK TABLES `specification_value` WRITE; /*!40000 ALTER TABLE `specification_value` DISABLE KEYS */; INSERT INTO `specification_value` VALUES (3552,33,1244,'X/Y travel','mm','300 x 200',''),(3553,33,1244,'Z travel','mm','200',''),(3554,33,1244,'U travel','mm','200',''),(3555,33,1245,'Work table size','mm','600 x 300',''),(3556,33,1245,'Max. work piece size','mm','800 x 480 x 290',''),(3557,33,1245,'Max. work piece weight','kg','550',''),(3558,33,1245,'Max. electrode 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paper filters','-','2',''),(6340,165,2176,'sad','das','2',''),(6341,165,2176,'asd','asd','3',''),(6377,169,2182,'cx','sdv','2',''),(6378,169,2182,'sc','fds','4',''),(8052,150,2528,'Spindle Speed (Opt.)','rpm','15000',''),(8053,150,2528,'Spindle Power (Opt.)','kW','3.7',''),(8054,150,2528,'Spindle Taper (Opt.)','','BBT30',''),(8055,150,2529,'X-axis Travel','mm','560',''),(8056,150,2529,'Y-axis Travel','mm','410',''),(8057,150,2529,'Z-axis Travel','mm','450',''),(8058,150,2529,'Distance Between Spindle Nose & Table Top','mm','110~560(110~695)',''),(8059,150,2530,'Table Size','mm','700 x 420',''),(8060,150,2530,'No. T-slot x Size x Pitch','','3 x 14 x 100',''),(8061,150,2530,'Max. Load on Table','kg','300',''),(8062,150,2531,'X/Y/Z Rapid Feedrate','m/min.','36/36/24',''),(8063,150,2531,'Cutting Feedrate','mm/min.','1~10,000',''),(8064,150,2532,'Tool Magazine Capacity (Opt.)','T','16 (20)',''),(8065,150,2532,'Tool Weight','kg/pc','4',''),(8066,150,2532,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø63 x 200(ø100 x 200)',''),(8067,150,2533,'Machine Weight','kg','2800',''),(8068,37,2534,'Spindle Speed','rpm','10,000',''),(8069,37,2534,'Spindle Power','kW','7.5 / 11 / 15 kw 10 /15 / 20 HP ( Cont./6min/2.5min)',''),(8070,37,2534,'Spindle Taper','-','BBT40',''),(8071,37,2535,'X / Y / Z-Axis Travel','mm','1,020 mm / 520 mm / 540mm 40.16" / 20.47'" / 21.26"',''),(8072,37,2535,'Distance Between Spindle Nose & Table Top','mm','140 ~ 680 mm 5.51" ~ 26.77"',''),(8073,37,2536,'Table Size','mm','1,120 x 520 mm 44" x 20.47"',''),(8074,37,2536,'No. T-slot x Size x Pitch','mm','5 x 18 mm x 100 mm 5 x 0.71" x 3.94"',''),(8075,37,2536,'Max. Load on Table','kg','500kg 1,102 Ib',''),(8076,37,2537,'Rapid Feedrate(X/Y/Z)','M/min','36 / 36 / 24 m/min. 1,417 / 1,417 / 945 ipm',''),(8077,37,2537,'Cutting Feedrate','Mm/min','1~20,000 mm/min. 0.04 ~ 787 ipm',''),(8078,37,2538,'Axial Travel','-','Full Length',''),(8079,37,2538,'Positioning (X / Y / Z) A','mm','0.032 / 0.025 / 0.025 mm | 0.01 / 0.01 / 0.01 mm',''),(8080,37,2538,'Repeatability(X / Y / Z) R','mm','0.018 / 0.015 / 0.015 mm | 0.007 / 0.007 / 0.007 mm',''),(8081,37,2538,'Max.Tool Weight (per piece)','kg','6kg 13.2 Ib',''),(8082,37,2538,'Max. Tool Dimensions(W/O Adjacent Tools)','-','∅80 x 300 mm (∅140 x 300 mm) ∅3.15" x 11.81" (∅5.51" x 11.81")',''),(8083,37,2538,'Tool Change Method','-','Arm Type',''),(8084,37,2538,'Tool Selection Method','-','Random',''),(8085,37,2539,'Pneumatic Supplier','kg','5.5 kg/cm² 78.2 psi',''),(8086,37,2539,'Machine Weight','kg','5,350 kg 11,795 Ib',''),(8087,91,2540,'Spindle Speed (Opt.)','rpm','12,000(15,000)',''),(8088,91,2540,'Spindle Power (Opt.)','kW','18.5(18.5)',''),(8089,91,2540,'Spindle Taper (Opt.)','','BBT40',''),(8090,91,2541,'X-axis Travel','mm','560',''),(8091,91,2541,'Y-axis Travel','mm','410',''),(8092,91,2541,'Z-axis Travel','mm','450',''),(8093,91,2541,'Distance Between Spindle Nose & Table Top','mm','25~475',''),(8094,91,2542,'Table Size','mm','560×410',''),(8095,91,2542,'Max. Load on Table','kg','120',''),(8096,91,2543,'X/Y/Z Rapid Feedrate','m/min.','48/48/48',''),(8097,91,2543,'Cutting Feedrate','mm/min.','1~20,000',''),(8098,91,2544,'Tool Magazine Capacity (Opt.)','T','24',''),(8099,91,2544,'Tool Weight','kg/pc','6',''),(8100,91,2544,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 250(ø125 x 250)',''),(8101,91,2545,'Machine Weight','kg','3830',''),(8102,92,2546,'Spindle Speed (Opt.)','rpm','12,000(15,000)',''),(8103,92,2546,'Spindle Power (Opt.)','kW','18.5(18.5)',''),(8104,92,2546,'Spindle Taper (Opt.)','','BBT40',''),(8105,92,2547,'X-axis Travel','mm','600',''),(8106,92,2547,'Y-axis Travel','mm','410',''),(8107,92,2547,'Z-axis Travel','mm','450',''),(8108,92,2547,'Distance Between Spindle Nose & Table Top','mm','110~560',''),(8109,92,2548,'Table Size','mm','700×420',''),(8110,92,2548,'No. T-slot x Size x Pitch','','3×14×100',''),(8111,92,2548,'Max. Load on Table','kg','300',''),(8112,92,2549,'X/Y/Z Rapid Feedrate','m/min.','48/48/48',''),(8113,92,2549,'Cutting Feedrate','mm/min.','1~20,000',''),(8114,92,2550,'Tool Magazine Capacity (Opt.)','T','24',''),(8115,92,2550,'Tool Weight','kg/pc','6',''),(8116,92,2550,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 250(ø125 x 250)',''),(8117,92,2551,'Machine Weight','kg','3000',''),(8118,38,2552,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8119,38,2552,'Spindle Power (Opt.)','kW','18.5 (18.5)',''),(8120,38,2552,'Spindle Taper (Opt.)','-','BBT40',''),(8121,38,2553,'X-axis Travel','mm','1020',''),(8122,38,2553,'Y-axis Travel','mm','520',''),(8123,38,2553,'Z-axis Travel','mm','540',''),(8124,38,2553,'Distance Between Spindle Nose & Table Top','mm','140~680',''),(8125,38,2554,'Table Size','mm','1,120 x 520',''),(8126,38,2554,'No. T-slot x Size x Pitch','mm','5 x 18 x100',''),(8127,38,2554,'Max. Load on Table','kg','500',''),(8128,38,2555,'X/Y/Z Rapid Feedrate','m/min','48/48/32',''),(8129,38,2555,'Cutting Feedrate','mm/min','1~20,000',''),(8130,38,2556,'Tool Magazine Capacity (Opt.)','T','24 (30/40)',''),(8131,38,2556,'Tool Weight','kg/pc','6',''),(8132,38,2556,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø90 x 300 (ø140 x 300) 30T/40T : ø76 x 300 (ø125 x 300)',''),(8133,38,2557,'Machine Weight','kg','5350',''),(8134,93,2558,'Spindle Speed (Opt.)','rpm','12,000(15,000)',''),(8135,93,2558,'Spindle Power (Opt.)','kW','18.5(18.5)',''),(8136,93,2558,'Spindle Taper (Opt.)','','BBT40',''),(8137,93,2559,'X-axis Travel','mm','1270',''),(8138,93,2559,'Y-axis Travel','mm','660',''),(8139,93,2559,'Z-axis Travel','mm','620',''),(8140,93,2559,'Distance Between Spindle Nose & Table Top','mm','70 x 690 (320 x 940 )',''),(8141,93,2560,'Table Size','mm','1,350 x 660',''),(8142,93,2560,'No. T-slot x Size x Pitch','','6 x 18 x 100',''),(8143,93,2560,'Max. Load on Table','kg','1500',''),(8144,93,2561,'X/Y/Z Rapid Feedrate','m/min.','36/36/30',''),(8145,93,2561,'Cutting Feedrate','mm/min.','1~20,000',''),(8146,93,2562,'Tool Magazine Capacity (Opt.)','T','24 (30/48/60)',''),(8147,93,2562,'Tool Weight','kg/pc','6',''),(8148,93,2562,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø90 x 300 (ø140 x 300) 30T/48T/60T : ø76 x 300 (ø125 x 300)',''),(8149,93,2563,'Machine Weight','kg','8600',''),(8150,94,2564,'Spindle Speed (Opt.)','rpm','12,000 (12,000/15,000)',''),(8151,94,2564,'Spindle Power (Opt.)','kW','18.5 (18.5/37)',''),(8152,94,2564,'Spindle Taper (Opt.)','','BBT40',''),(8153,94,2565,'X-axis Travel','mm','1330',''),(8154,94,2565,'Y-axis Travel','mm','762',''),(8155,94,2565,'Z-axis Travel','mm','700',''),(8156,94,2565,'Distance Between Spindle Nose & Table Top','mm','100~800',''),(8157,94,2566,'Table Size','mm','1,430 x 760',''),(8158,94,2566,'No. T-slot x Size x Pitch','','7 x 18 x 100',''),(8159,94,2566,'Max. Load on Table','kg','1500',''),(8160,94,2567,'X/Y/Z Rapid Feedrate','m/min.','30 /30 /24',''),(8161,94,2567,'Cutting Feedrate','mm/min.','1~20,000',''),(8162,94,2568,'Tool Magazine Capacity (Opt.)','T','24 ( 30 / 48 / 60 )',''),(8163,94,2568,'Tool Weight','kg/pc','6',''),(8164,94,2568,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø90 x 300 (ø140 x 300) 30T/48T/60T : ø76 x 300 (ø125 x 300)',''),(8165,94,2569,'Machine Weight','kg','10500',''),(8166,39,2570,'Spindle Speed (Opt.)','rpm','12,000 (12,000/15,000)',''),(8167,39,2570,'Spindle Power (Opt.)','kW','18.5 (18.5/37)',''),(8168,39,2570,'Spindle Taper (Opt.)','-','BBT40',''),(8169,39,2571,'X-axis Travel','mm','1630',''),(8170,39,2571,'Y-axis Travel','mm','762',''),(8171,39,2571,'Z-axis Travel','mm','700',''),(8172,39,2571,'Distance Between Spindle Nose & Table Top','mm','100~800',''),(8173,39,2572,'Table Size','mm','1,730 x 760',''),(8174,39,2572,'No. T-slot x Size x Pitch','mm','7 x 18 x 100',''),(8175,39,2572,'Max. Load on Table','kg','1,500',''),(8176,39,2573,'X/Y/Z Rapid Feedrate','m/min','30/30/24',''),(8177,39,2573,'Cutting Feedrate','mm/min','1~20,000',''),(8178,39,2574,'Tool Magazine Capacity (Opt.)','T','24 (30 / 48 / 60)',''),(8179,39,2574,'Tool Weight','kg/pc','6',''),(8180,39,2574,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø90 x 300 (ø140 x 300) 30T/48T/60T : ø76 x 300 (ø125 x 300)',''),(8181,39,2575,'Machine Weight','kg','1100',''),(8182,95,2576,'Spindle Speed (Opt.)','rpm','6,000(10,000)',''),(8183,95,2576,'Spindle Power (Opt.)','kW','18.5(45)',''),(8184,95,2576,'Spindle Taper (Opt.)','','BT50 ( BBT50)',''),(8185,95,2577,'X-axis Travel','mm','1630',''),(8186,95,2577,'Y-axis Travel','mm','860',''),(8187,95,2577,'Z-axis Travel','mm','762',''),(8188,95,2577,'Distance Between Spindle Nose & Table Top','mm','200~962',''),(8189,95,2578,'Table Size','mm','1,730 x 860',''),(8190,95,2578,'No. T-slot x Size x Pitch','','5 x 22 x 150',''),(8191,95,2578,'Max. Load on Table','kg','2000',''),(8192,95,2579,'X/Y/Z Rapid Feedrate','m/min.','24/24/24',''),(8193,95,2579,'Cutting Feedrate','mm/min.','1~10,000',''),(8194,95,2580,'Tool Magazine Capacity (Opt.)','T','32(24 / 40)',''),(8195,95,2580,'Tool Weight','kg/pc','20',''),(8196,95,2580,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110x 350 (ø190 x 350) 32T / 40T:ø120 x 350 (ø240 x 350)',''),(8197,95,2581,'Machine Weight','kg','16500',''),(8198,87,2582,'Spindle Speed (Opt.)','rpm','10,000 (12,000)',''),(8199,87,2582,'Spindle Power (Opt.)','kW','15',''),(8200,87,2582,'Spindle Taper (Opt.)','','BBT40',''),(8201,87,2583,'X-axis Travel','mm','1020',''),(8202,87,2583,'Y-axis Travel','mm','520',''),(8203,87,2583,'Z-axis Travel','mm','540',''),(8204,87,2583,'Distance Between Spindle Nose & Table Top','mm','350~570(280~820)',''),(8205,87,2584,'Table Size','mm','1,000 x 480',''),(8206,87,2584,'Max. Load on Table','kg','400',''),(8207,87,2585,'X/Y/Z Rapid Feedrate','m/min.','24/24/24',''),(8208,87,2585,'Cutting Feedrate','mm/min.','1~10,000',''),(8209,87,2586,'Tool Magazine Capacity (Opt.)','T','24 (30)',''),(8210,87,2586,'Tool Weight','kg/pc','6',''),(8211,87,2586,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø90 x 300 (ø140 x 300) 30T : ø76 x 300 (ø125 x 300)',''),(8212,87,2587,'Machine Weight','kg','6360',''),(8213,96,2588,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8214,96,2588,'Spindle Power (Opt.)','kW','22 (22)',''),(8215,96,2588,'Spindle Taper (Opt.)','','BBT40 (BBT40)',''),(8216,96,2589,'X-axis Travel','mm','1530',''),(8217,96,2589,'Y-axis Travel','mm','762',''),(8218,96,2589,'Z-axis Travel','mm','700',''),(8219,96,2589,'Distance Between Spindle Nose & Table Top','mm','150~850(400~1100)',''),(8220,96,2590,'Table Size','mm','1,650 x 760',''),(8221,96,2590,'No. T-slot x Size x Pitch','','5 x 22 x 150',''),(8222,96,2590,'Max. Load on Table','kg','2000',''),(8223,96,2591,'X/Y/Z Rapid Feedrate','m/min.','30/30/24',''),(8224,96,2591,'Cutting Feedrate','mm/min.','1~10,000',''),(8225,96,2592,'Tool Magazine Capacity (Opt.)','T','24 (30/40)',''),(8226,96,2592,'Tool Weight','kg/pc','6',''),(8227,96,2592,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø90 x 300 (ø140 x 300) 30T/40T : ø76 x 300 (ø125 x 300)',''),(8228,96,2593,'Machine Weight','kg','14170',''),(8229,97,2594,'Spindle Speed (Opt.)','rpm','10,000 (15,000)',''),(8230,97,2594,'Spindle Power (Opt.)','kW','22(30)',''),(8231,97,2594,'Spindle Taper (Opt.)','','BBT50(HSK-A100)',''),(8232,97,2595,'X-axis Travel','mm','1530',''),(8233,97,2595,'Y-axis Travel','mm','762',''),(8234,97,2595,'Z-axis Travel','mm','700',''),(8235,97,2595,'Distance Between Spindle Nose & Table Top','mm','200~900(450~1150)',''),(8236,97,2596,'Table Size','mm','1,650 x 760',''),(8237,97,2596,'No. T-slot x Size x Pitch','','5 x 22 x 150',''),(8238,97,2596,'Max. Load on Table','kg','2000',''),(8239,97,2597,'X/Y/Z Rapid Feedrate','m/min.','30/30/24',''),(8240,97,2597,'Cutting Feedrate','mm/min.','1~10,000',''),(8241,97,2598,'Tool Magazine Capacity (Opt.)','T','24(32/40)',''),(8242,97,2598,'Tool Weight','kg/pc','20',''),(8243,97,2598,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T: ø110 x 350(ø190 x 350) 32T/40T: ø120 x 350(ø240 x 350)',''),(8244,97,2599,'Machine Weight','kg','15500',''),(8245,98,2600,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8246,98,2600,'Spindle Power (Opt.)','kW','25 ( 45 )',''),(8247,98,2600,'Spindle Taper (Opt.)','','BT50(BBT50)',''),(8248,98,2601,'X-axis Travel','mm','1100',''),(8249,98,2601,'Y-axis Travel','mm','600',''),(8250,98,2601,'Z-axis Travel','mm','630',''),(8251,98,2601,'Distance Between Spindle Nose & Table Top','mm','168~798(418~1,048)',''),(8252,98,2602,'Table Size','mm','1,200 x 600(1,200 x 560)',''),(8253,98,2602,'No. T-slot x Size x Pitch','','5 x 18 x 100',''),(8254,98,2602,'Max. Load on Table','kg','1,200(600)',''),(8255,98,2603,'X/Y/Z Rapid Feedrate','m/min.','16/16/16',''),(8256,98,2603,'Cutting Feedrate','mm/min.','1~5,000',''),(8257,98,2604,'Tool Magazine Capacity (Opt.)','T','24 (32/40)',''),(8258,98,2604,'Tool Weight','kg/pc','20',''),(8259,98,2604,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110 x 350 (ø190 x 350) 30T/40T : ø120 x 350 (ø240 x 350)',''),(8260,98,2605,'Machine Weight','kg','11200',''),(8261,99,2606,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8262,99,2606,'Spindle Power (Opt.)','kW','25 ( 45 )',''),(8263,99,2606,'Spindle Taper (Opt.)','','BT50(BBT50)',''),(8264,99,2607,'X-axis Travel','mm','1400',''),(8265,99,2607,'Y-axis Travel','mm','620',''),(8266,99,2607,'Z-axis Travel','mm','630',''),(8267,99,2607,'Distance Between Spindle Nose & Table Top','mm','153~783(403~1,033)',''),(8268,99,2608,'Table Size','mm','1,500 x 600',''),(8269,99,2608,'No. T-slot x Size x Pitch','','5 x 18 x 100',''),(8270,99,2608,'Max. Load on Table','kg','1500',''),(8271,99,2609,'X/Y/Z Rapid Feedrate','m/min.','16/16/16',''),(8272,99,2609,'Cutting Feedrate','mm/min.','1~5,000',''),(8273,99,2610,'Tool Magazine Capacity (Opt.)','T','24(32/40)',''),(8274,99,2610,'Tool Weight','kg/pc','20',''),(8275,99,2610,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110 x 350 (ø190 x 350) 30T/40T : ø120 x 350 (ø240 x 350)',''),(8276,99,2611,'Machine Weight','kg','12300',''),(8277,100,2612,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8278,100,2612,'Spindle Power (Opt.)','kW','25 ( 45 )',''),(8279,100,2612,'Spindle Taper (Opt.)','','BT50(BBT50)',''),(8280,100,2613,'X-axis Travel','mm','1500',''),(8281,100,2613,'Y-axis Travel','mm','860',''),(8282,100,2613,'Z-axis Travel','mm','750',''),(8283,100,2613,'Distance Between Spindle Nose & Table Top','mm','150~900(400~1,150)',''),(8284,100,2614,'Table Size','mm','1,700 x 860',''),(8285,100,2614,'No. T-slot x Size x Pitch','','5 x 22 x 150',''),(8286,100,2614,'Max. Load on Table','kg','2000',''),(8287,100,2615,'X/Y/Z Rapid Feedrate','m/min.','15/15/12',''),(8288,100,2615,'Cutting Feedrate','mm/min.','1~5,000',''),(8289,100,2616,'Tool Magazine Capacity (Opt.)','T','24 (32/40)',''),(8290,100,2616,'Tool Weight','kg/pc','20',''),(8291,100,2616,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110 x 350 (ø190 x 350) 32T/40T : ø120 x 350 (ø240 x 350)',''),(8292,100,2617,'Machine Weight','kg','18000',''),(8293,101,2618,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8294,101,2618,'Spindle Power (Opt.)','kW','25 ( 45 )',''),(8295,101,2618,'Spindle Taper (Opt.)','','BT50(BBT50)',''),(8296,101,2619,'X-axis Travel','mm','1800',''),(8297,101,2619,'Y-axis Travel','mm','860',''),(8298,101,2619,'Z-axis Travel','mm','750',''),(8299,101,2619,'Distance Between Spindle Nose & Table Top','mm','150~900(400~1,150)',''),(8300,101,2620,'Table Size','mm','2,000 x 860',''),(8301,101,2620,'No. T-slot x Size x Pitch','','5 x 22 x 150',''),(8302,101,2620,'Max. Load on Table','kg','2000',''),(8303,101,2621,'X/Y/Z Rapid Feedrate','m/min.','15/15/12',''),(8304,101,2621,'Cutting Feedrate','mm/min.','1~5,000',''),(8305,101,2622,'Tool Magazine Capacity (Opt.)','T','24 (32/40)',''),(8306,101,2622,'Tool Weight','kg/pc','20',''),(8307,101,2622,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110 x 350 (ø190 x 350) 32T/40T : ø120 x 350 (ø240 x 350)',''),(8308,101,2623,'Machine Weight','kg','20500',''),(8309,102,2624,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8310,102,2624,'Spindle Power (Opt.)','kW','25 ( 45 )',''),(8311,102,2624,'Spindle Taper (Opt.)','','BT50(BBT50)',''),(8312,102,2625,'X-axis Travel','mm','2100',''),(8313,102,2625,'Y-axis Travel','mm','1020',''),(8314,102,2625,'Z-axis Travel','mm','762',''),(8315,102,2625,'Distance Between Spindle Nose & Table Top','mm','200~962(450~1,212)',''),(8316,102,2626,'Table Size','mm','2,300 x 1,020',''),(8317,102,2626,'No. T-slot x Size x Pitch','','6 x 22 x 150',''),(8318,102,2626,'Max. Load on Table','kg','7000',''),(8319,102,2627,'X/Y/Z Rapid Feedrate','m/min.','12/12/12',''),(8320,102,2627,'Cutting Feedrate','mm/min.','1~5,000',''),(8321,102,2628,'Tool Magazine Capacity (Opt.)','T','24 (32/40)',''),(8322,102,2628,'Tool Weight','kg/pc','20',''),(8323,102,2628,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110 x 350 (ø190 x 350) 32T/40T : ø120 x 350 (ø240 x 350)',''),(8324,102,2629,'Machine Weight','kg','25500',''),(8325,103,2630,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8326,103,2630,'Spindle Power (Opt.)','kW','25 ( 45 )',''),(8327,103,2630,'Spindle Taper (Opt.)','','BT50(BBT50)',''),(8328,103,2631,'X-axis Travel','mm','2600',''),(8329,103,2631,'Y-axis Travel','mm','1020',''),(8330,103,2631,'Z-axis Travel','mm','762',''),(8331,103,2631,'Distance Between Spindle Nose & Table Top','mm','200~962',''),(8332,103,2632,'Table Size','mm','2,800 x 1020',''),(8333,103,2632,'No. T-slot x Size x Pitch','','6 x 22 x 150',''),(8334,103,2632,'Max. Load on Table','kg','7000',''),(8335,103,2633,'X/Y/Z Rapid Feedrate','m/min.','12/12/12',''),(8336,103,2633,'Cutting Feedrate','mm/min.','1~5,000',''),(8337,103,2634,'Tool Magazine Capacity (Opt.)','T','24 (32/40)',''),(8338,103,2634,'Tool Weight','kg/pc','20',''),(8339,103,2634,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø110 x 350 (ø190 x 350) 32T/40T : ø120 x 350 (ø240 x 350)',''),(8340,103,2635,'Machine Weight','kg','26000',''),(8341,104,2636,'Spindle Speed (Opt.)','rpm','12,000 (8,000 / 10,000 GEAR BOX)',''),(8342,104,2636,'Spindle Power (Opt.)','kW','18.5 (18.5/18.5)',''),(8343,104,2636,'Spindle Taper (Opt.)','','BBT40',''),(8344,104,2637,'X-axis Travel','mm','762',''),(8345,104,2637,'Y-axis Travel','mm','510',''),(8346,104,2637,'Z-axis Travel','mm','560',''),(8347,104,2637,'Distance Between Spindle Nose & Table Top','mm','120~680',''),(8348,104,2638,'Table Size','mm','915 x 560',''),(8349,104,2638,'No. T-slot x Size x Pitch','mm','5 x 18 x 100',''),(8350,104,2638,'Max. Load on Table','kg','500',''),(8351,104,2639,'X/Y/Z Rapid Feedrate','m/min.','36/36/24',''),(8352,104,2639,'Cutting Feedrate','mm/min.','1~20,000',''),(8353,104,2640,'Tool Magazine Capacity (Opt.)','T','24 (30)',''),(8354,104,2640,'Tool Weight','kg/pc','6',''),(8355,104,2640,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø90 x 300',''),(8356,104,2641,'Machine Weight','kg','5100',''),(8373,106,2648,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8374,106,2648,'Spindle Power (Opt.)','kW','25(25)',''),(8375,106,2648,'Spindle Taper (Opt.)','','BBT40',''),(8376,106,2649,'X-axis Travel','mm','660',''),(8377,106,2649,'Y-axis Travel','mm','510',''),(8378,106,2649,'Z-axis Travel','mm','560',''),(8379,106,2649,'Distance Between Spindle Nose & Table Top','mm','100~660',''),(8380,106,2650,'Table Size','mm','840 x 560',''),(8381,106,2650,'No. T-slot x Size x Pitch','mm','5 x 18 x 100',''),(8382,106,2650,'Max. Load on Table','kg','500',''),(8383,106,2651,'X/Y/Z Rapid Feedrate','m/min.','50 / 50 / 48',''),(8384,106,2651,'Cutting Feedrate','mm/min.','1~20,000',''),(8385,106,2652,'Tool Magazine Capacity (Opt.)','T','30',''),(8386,106,2652,'Tool Weight','kg/pc','6',''),(8387,106,2652,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 (ø125 x 300)',''),(8388,106,2653,'Machine Weight','kg','6500',''),(8389,107,2654,'Spindle Speed (Opt.)','rpm','12,000 (15,000 / 20,000)',''),(8390,107,2654,'Spindle Power (Opt.)','kW','25(25/22)',''),(8391,107,2654,'Spindle Taper (Opt.)','','BBT40',''),(8392,107,2655,'X-axis Travel','mm','660',''),(8393,107,2655,'Y-axis Travel','mm','510',''),(8394,107,2655,'Z-axis Travel','mm','560',''),(8395,107,2655,'Distance Between Spindle Nose & Table Top','mm','100~660',''),(8396,107,2656,'Table Size','mm','840 x 560',''),(8397,107,2656,'No. T-slot x Size x Pitch','mm','5 x 18 x 100',''),(8398,107,2656,'Max. Load on Table','kg','500',''),(8399,107,2657,'X/Y/Z Rapid Feedrate','m/min.','24 / 24 / 24',''),(8400,107,2657,'Cutting Feedrate','mm/min.','1~20,000',''),(8401,107,2658,'Tool Magazine Capacity (Opt.)','T','30',''),(8402,107,2658,'Tool Weight','kg/pc','6',''),(8403,107,2658,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 (ø125 x 300)',''),(8404,107,2659,'Machine Weight','kg','6500',''),(8405,108,2660,'Spindle Speed (Opt.)','rpm','12,000 (15,000/ 12,000)',''),(8406,108,2660,'Spindle Power (Opt.)','kW','25 (37/48)',''),(8407,108,2660,'Spindle Taper (Opt.)','','BBT40',''),(8408,108,2661,'X-axis Travel','mm','1530',''),(8409,108,2661,'Y-axis Travel','mm','650',''),(8410,108,2661,'Z-axis Travel','mm','610',''),(8411,108,2661,'Distance Between Spindle Nose & Table Top','mm','80~690(330~940)',''),(8412,108,2662,'Table Size','mm','1,630 x 650',''),(8413,108,2662,'No. T-slot x Size x Pitch','mm','6 x 18 x 100',''),(8414,108,2662,'Max. Load on Table','kg','1500',''),(8415,108,2663,'X/Y/Z Rapid Feedrate','m/min.','48 / 48 / 48',''),(8416,108,2663,'Cutting Feedrate','mm/min.','1~20,000',''),(8417,108,2664,'Tool Magazine Capacity (Opt.)','T','30',''),(8418,108,2664,'Tool Weight','kg/pc','6',''),(8419,108,2664,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 (ø125 x 300)',''),(8420,108,2665,'Machine Weight','kg','10000',''),(8421,109,2666,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8422,109,2666,'Spindle Power (Opt.)','kW','22',''),(8423,109,2666,'Spindle Taper (Opt.)','','BBT40',''),(8424,109,2667,'X-axis Travel','mm','2000',''),(8425,109,2667,'Y-axis Travel','mm','520',''),(8426,109,2667,'Z-axis Travel','mm','540',''),(8427,109,2667,'Distance Between Spindle Nose & Table Top','mm','180~720',''),(8428,109,2667,'X-axis Travel Working in 2 Areas','mm','2 x 650',''),(8429,109,2668,'Table Size','mm','2,500 x 520',''),(8430,109,2668,'No. T-slot x Size x Pitch','mm','5 x 18 x 100',''),(8431,109,2668,'Max. Load on Table','kg','2000',''),(8432,109,2669,'X/Y/Z Rapid Feedrate','m/min.','40/40/40',''),(8433,109,2669,'Cutting Feedrate','mm/min.','1~10,000',''),(8434,109,2670,'Tool Magazine Capacity (Opt.)','T','30',''),(8435,109,2670,'Tool Weight','kg/pc','6',''),(8436,109,2670,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300(ø110 x 300)',''),(8437,109,2671,'Machine Weight','kg','13000',''),(8438,139,2672,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8439,139,2672,'Spindle Power (Opt.)','kW','18.5',''),(8440,139,2672,'Spindle Taper (Opt.)','','BBT40',''),(8441,139,2673,'X-axis Travel','mm','1020',''),(8442,139,2673,'Y-axis Travel','mm','600',''),(8443,139,2673,'Z-axis Travel','mm','600',''),(8444,139,2673,'Distance Between Spindle Nose & Table Top','mm','100~700',''),(8445,139,2674,'Table Size','mm','1,120 x 650',''),(8446,139,2674,'No. T-slot x Size x Pitch','mm','6 x 18 x 100',''),(8447,139,2674,'Max. Load on Table','kg','700',''),(8448,139,2675,'X/Y/Z Rapid Feedrate','m/min.','24 / 24 / 16',''),(8449,139,2675,'Cutting Feedrate','mm/min.','X / Y : 1~20,000 Z : 1~16,000',''),(8450,139,2676,'Tool Magazine Capacity (Opt.)','T','24 (30/48)',''),(8451,139,2676,'Tool Weight','kg/pc','6',''),(8452,139,2676,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 ( ø125 x 300 )',''),(8453,139,2677,'Machine Weight','kg','7000',''),(8454,110,2678,'Spindle Speed (Opt.)','rpm','12,000(15,000)',''),(8455,110,2678,'Spindle Power (Opt.)','kW','22',''),(8456,110,2678,'Spindle Taper (Opt.)','','BBT40',''),(8457,110,2679,'X-axis Travel','mm','3000',''),(8458,110,2679,'Y-axis Travel','mm','800',''),(8459,110,2679,'Z-axis Travel','mm','800',''),(8460,110,2679,'Distance Between Spindle Nose & Table Top','mm','50~850',''),(8461,110,2679,'X-axis Travel Working in 2 Areas','mm','2 x 1,100',''),(8462,110,2680,'Table Size','mm','3,500 x 800',''),(8463,110,2680,'No. T-slot x Size x Pitch','mm','7 x 18 x 100',''),(8464,110,2680,'Max. Load on Table','kg','3000',''),(8465,110,2681,'X/Y/Z Rapid Feedrate','m/min.','40/40/40',''),(8466,110,2681,'Cutting Feedrate','mm/min.','1~10,000',''),(8467,110,2682,'Tool Magazine Capacity (Opt.)','T','40 ( 80 )',''),(8468,110,2682,'Tool Weight','kg/pc','6',''),(8469,110,2682,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300(ø125 x 300)',''),(8470,110,2683,'Machine Weight','kg','24000',''),(8471,111,2684,'Spindle Speed (Opt.)','rpm','12,000 (15,000 / 16,000 [Big Torque] )',''),(8472,111,2684,'Spindle Power (Opt.)','kW','25 ( 25/50 )[HDH]',''),(8473,111,2684,'Spindle Taper (Opt.)','','BBT40 (HSK-A63)',''),(8474,111,2685,'X-axis Travel','mm','3000',''),(8475,111,2685,'Y-axis Travel','mm','800',''),(8476,111,2685,'Z-axis Travel','mm','800',''),(8477,111,2685,'Distance Between Spindle Nose & Table Top','mm','0~800(V);300~1,100(H) (0~800(V);336~1,136(H)[Big Torque] )',''),(8478,111,2685,'X-axis Travel Working in 2 Areas','mm','2 x 1,100',''),(8479,111,2686,'Table Size','mm','3,500 x 800',''),(8480,111,2686,'No. T-slot x Size x Pitch','mm','7 x 18 x 100',''),(8481,111,2686,'Max. Load on Table','kg','3000',''),(8482,111,2687,'X/Y/Z Rapid Feedrate','m/min.','40/40/40',''),(8483,111,2687,'Cutting Feedrate','mm/min.','1~10,000',''),(8484,111,2688,'Tool Magazine Capacity (Opt.)','T','40 (80)',''),(8485,111,2688,'Tool Weight','kg/pc','6',''),(8486,111,2688,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300(ø125 x 300)',''),(8487,111,2689,'Machine Weight','kg','24700',''),(8488,112,2690,'Spindle Speed (Opt.)','rpm','20,000 (24,000 / 30,000)',''),(8489,112,2690,'Spindle Power (Opt.)','kW','3.7(3.7/7.5)',''),(8490,112,2690,'Spindle Taper (Opt.)','','BT30 (BT30 / BBT30)',''),(8491,112,2691,'X-axis Travel','mm','300',''),(8492,112,2691,'Y-axis Travel','mm','350',''),(8493,112,2691,'Z-axis Travel','mm','320',''),(8494,112,2691,'Distance Between Spindle Nose & Table Top','mm','190~510',''),(8495,112,2692,'Table Size','mm','780 x 400',''),(8496,112,2692,'No. T-slot x Size x Pitch','mm','3 x 14 x 100',''),(8497,112,2692,'Max. Load on Table','kg','250',''),(8498,112,2693,'X/Y/Z Rapid Feedrate','m/min.','48/48/48',''),(8499,112,2693,'Cutting Feedrate','mm/min.','1~20,000',''),(8500,112,2694,'Tool Magazine Capacity (Opt.)','T','16 (20)',''),(8501,112,2694,'Tool Weight','kg/pc','3',''),(8502,112,2694,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø40 x 120',''),(8503,112,2695,'Machine Weight','kg','3700',''),(8504,113,2696,'Spindle Speed (Opt.)','rpm','20,000(20,000/30,000)',''),(8505,113,2696,'Spindle Power (Opt.)','kW','9(9/7.5)',''),(8506,113,2696,'Spindle Taper (Opt.)','','BT30 (BT30 / BBT30)',''),(8507,113,2697,'X-axis Travel','mm','600',''),(8508,113,2697,'Y-axis Travel','mm','350',''),(8509,113,2697,'Z-axis Travel','mm','320',''),(8510,113,2697,'Distance Between Spindle Nose & Table Top','mm','280~600',''),(8511,113,2698,'Table Size','mm','1,300 x 400',''),(8512,113,2698,'No. T-slot x Size x Pitch','mm','3 x 14 x 100',''),(8513,113,2698,'Max. Load on Table','kg','250',''),(8514,113,2699,'X/Y/Z Rapid Feedrate','m/min.','48/48/48',''),(8515,113,2699,'Cutting Feedrate','mm/min.','1~20,000',''),(8516,113,2700,'Tool Magazine Capacity (Opt.)','T','16(20)',''),(8517,113,2700,'Tool Weight','kg/pc','3',''),(8518,113,2700,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø40 x 120',''),(8519,113,2701,'Machine Weight','kg','4000',''),(8520,40,2702,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8521,40,2702,'Spindle Power (Opt.)','kW','18.5',''),(8522,40,2702,'Spindle Taper (Opt.)','-','BBT40',''),(8523,40,2703,'X-axis Travel','mm','1020',''),(8524,40,2703,'Y-axis Travel','mm','600',''),(8525,40,2703,'Z-axis Travel','mm','600',''),(8526,40,2703,'Distance Between Spindle Nose & Table Top','mm','100~700',''),(8527,40,2704,'Table Size','mm','1,120 x 650',''),(8528,40,2704,'No. T-slot x Size x Pitch','mm','6 x 18 x 100',''),(8529,40,2704,'Max. Load on Table','kg','700',''),(8530,40,2705,'X/Y/Z Rapid Feedrate','m/min','48 / 48 / 32',''),(8531,40,2705,'Cutting Feedrate','mm/min','1~20,000',''),(8532,40,2706,'Tool Magazine Capacity (Opt.)','T','24 (30/48)',''),(8533,40,2706,'Tool Weight','kg/pc','6',''),(8534,40,2706,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 ( ø125 x 300 )',''),(8535,40,2707,'Machine Weight','kg','7000',''),(8536,140,2708,'Spindle Speed (Opt.)','rpm','12,000 (15,000)',''),(8537,140,2708,'Spindle Power (Opt.)','kW','25(37)',''),(8538,140,2708,'Spindle Taper (Opt.)','','BBT40',''),(8539,140,2709,'X-axis Travel','mm','1020',''),(8540,140,2709,'Y-axis Travel','mm','600',''),(8541,140,2709,'Z-axis Travel','mm','600',''),(8542,140,2709,'Distance Between Spindle Nose & Table Top','mm','100~700',''),(8543,140,2710,'Table Size','mm','1,120 x 650',''),(8544,140,2710,'No. T-slot x Size x Pitch','mm','6 x 18 x 100',''),(8545,140,2710,'Max. Load on Table','kg','1000',''),(8546,140,2711,'X/Y/Z Rapid Feedrate','m/min.','24 / 24 / 24',''),(8547,140,2711,'Cutting Feedrate','mm/min.','1~20,000',''),(8548,140,2712,'Tool Magazine Capacity (Opt.)','T','24 (30/48)',''),(8549,140,2712,'Tool Weight','kg/pc','6',''),(8550,140,2712,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 ( ø125 x 300 )',''),(8551,140,2713,'Machine Weight','kg','7000',''),(8552,141,2714,'Spindle Speed (Opt.)','rpm','15000',''),(8553,141,2714,'Spindle Power (Opt.)','kW','37',''),(8554,141,2714,'Spindle Taper (Opt.)','','BBT40',''),(8555,141,2715,'X-axis Travel','mm','1020',''),(8556,141,2715,'Y-axis Travel','mm','600',''),(8557,141,2715,'Z-axis Travel','mm','600',''),(8558,141,2715,'Distance Between Spindle Nose & Table Top','mm','100~700',''),(8559,141,2716,'Table Size','mm','1,120 x 650',''),(8560,141,2716,'No. T-slot x Size x Pitch','mm','6 x 18 x 100',''),(8561,141,2716,'Max. Load on Table','kg','700',''),(8562,141,2717,'X/Y/Z Rapid Feedrate','m/min.','48 / 48 / 32',''),(8563,141,2717,'Cutting Feedrate','mm/min.','1~20,000',''),(8564,141,2718,'Tool Magazine Capacity (Opt.)','T','30 (48)',''),(8565,141,2718,'Tool Weight','kg/pc','6',''),(8566,141,2718,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø76 x 300 ( ø125 x 300 )',''),(8567,141,2719,'Machine Weight','kg','7000',''),(8568,205,2720,'Spindle RPM','rpm','14,000',''),(8569,205,2720,'Spindle Taper','Taper','CAT40 (HSK-A63 opt)',''),(8570,205,2720,'Rapid Traverse(X/Y/Z)','mm/min','48000/36000/36000',''),(8571,205,2720,'Cutting Feedrate','mm/min','30000',''),(8572,205,2720,'Maximum Payload','Kg','600',''),(8573,205,2720,'ATC Capacity','No.s','30 tools (60 opt)',''),(8574,205,2720,'Maximum Tool Weight','Kg','8',''),(8575,205,2720,'Rib Head Available','Yes/No','Yes',''),(8576,205,2720,'Optional ATC Capacity','Yes/No','Yes',''),(8577,206,2721,'Spindle','Rpm','14000',''),(8578,206,2721,'Spindle taper','taper','CAT40',''),(8579,206,2721,'Rapid traverse','mm','48000/36000/36000',''),(8580,206,2721,'Cutting feedrate','mm','30000',''),(8581,206,2721,'Maximum payload','Kg','800',''),(8582,206,2721,'ATC capacity','no.s','30',''),(8583,206,2721,'Maximum tool weight','Kg','8',''),(8584,206,2721,'Optional ATC Capacity','','Yes',''),(8585,207,2722,'Spindle','Rpm','10000',''),(8586,207,2722,'Spindle taper','Taper','CAT50 (HSK-A100 OPT)',''),(8587,207,2722,'Rapid traverse','mm','24000',''),(8588,207,2722,'Cutting Feedrate','mm','24000',''),(8589,207,2722,'Maximum Workpiece','mm','1550/800/550',''),(8590,207,2722,'Maximum Payload','Kg','2500',''),(8591,207,2722,'ATC Capacity','no.s','30',''),(8592,207,2722,'Maximum Tool Diameter','mm','200',''),(8593,207,2722,'Maximum Tool Weight','Kg','20',''),(8594,207,2722,'Optional ATC Capacity:','','Yes',''),(8595,208,2723,'Spindle RPM','Rpm','10,000',''),(8596,208,2723,'Spindle Taper','Taper','CAT50 (HSK-A100 opt)',''),(8597,208,2723,'Rapid Traverse','mm','24000',''),(8598,208,2723,'Cutting Feedrate','mm','24000',''),(8599,208,2723,'Maximum Workpiece','mm','1850/800/550',''),(8600,208,2723,'Maximum Payload','Kg','2500',''),(8601,208,2723,'ATC Capacity','no.s','30',''),(8602,208,2723,'Maximum Tool Diameter','mm','200',''),(8603,208,2723,'Maximum Tool Weight','Kg','20',''),(8604,210,2724,'Spindle RPM','Rpm','16,000 (optional 8,000)',''),(8605,210,2724,'Spindle Taper','Taper','HSK - A50',''),(8606,210,2724,'Rapid Traverse','mm','60000/50,000/60000',''),(8607,210,2724,'Cutting Feedrate','mm','20,000',''),(8608,210,2724,'Maximum Workpiece','mm','1175/500/585',''),(8609,210,2724,'Maximum Payload','Kg','600',''),(8610,210,2724,'ATC Capacity','no.s','26',''),(8694,42,2747,'Spindle Speed (Opt.)','rpm','6,000 (10,000)',''),(8695,42,2747,'Spindle Power (Opt.)','kW','22',''),(8696,42,2747,'Spindle Taper (Opt.)','-','BBT50',''),(8697,42,2748,'X-Axis Travel','mm','700',''),(8698,42,2748,'Y-Axis Travel','mm','650',''),(8699,42,2748,'Z-Axis Travel','mm','650',''),(8700,42,2748,'Distance Between Spindle Center and Table Top','mm','50~700',''),(8701,42,2748,'Distance Between Spindle Nose and Table Center','mm','150~800',''),(8702,42,2749,'Table Size','mm','500 x 500',''),(8703,42,2749,'Max. Load on Table','kg','600',''),(8704,42,2749,'Max. Work Dimensions','mm','ø800 x 760',''),(8705,42,2749,'Height From Table Top to Floor','mm','1250',''),(8706,42,2749,'Table Indexing Angle (Opt.)','-','1° (5°~ 0.001°)',''),(8707,42,2749,'APC Time','sec','10',''),(8708,42,2750,'X/Y/Z Rapid Feedrate','m/min','40/40/40',''),(8709,42,2750,'Cutting Feedrate','mm/min','1~20,000',''),(8710,42,2751,'Tool Magazine Capacity (Opt.)','T','40 (60/80)',''),(8711,42,2751,'Tool Weight','kg/pc','20',''),(8712,42,2751,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 400 (ø240 x 400)',''),(8713,42,2752,'Machine Weight','kg','17,650',''),(8714,147,2753,'Spindle Speed (Opt.)','rpm','10,000 (8,000)',''),(8715,147,2753,'Spindle Power (Opt.)','kW','45 (55)',''),(8716,147,2753,'Spindle Taper (Opt.)','','BBT50 (CAT)',''),(8717,147,2754,'X-axis Travel','mm','1300',''),(8718,147,2754,'Y-axis Travel','mm','1100',''),(8719,147,2754,'Z-axis Travel','mm','1100',''),(8720,147,2754,'Distance Between Spindle Center and Table Top','mm','100~1,200',''),(8721,147,2754,'Distance Between Spindle Nose and Table Center','mm','170~1,270',''),(8722,147,2755,'Table Size','mm','800 x 800',''),(8723,147,2755,'Max. Load on Table','kg','2000',''),(8724,147,2755,'Max. Work Dimensions','mm','ø1,300 x 1,300',''),(8725,147,2755,'Height from Table Top to Floor','mm','1400',''),(8726,147,2755,'Table Indexing Angle (Opt.)','sec','1° (0.001°)',''),(8727,147,2756,'X/Y/Z Rapid Feedrate','m/min.','50/50/50(40/40/40)',''),(8728,147,2756,'Cutting Feedrate','mm/min.','1~25,000',''),(8729,147,2757,'Tool Magazine Capacity (Opt.)','T','40 ( 60 / 120 )',''),(8730,147,2757,'Tool Weight','kg/pc','25',''),(8731,147,2757,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 600(ø250 x 600)',''),(8732,147,2758,'Machine Weight','kg','26,000~28,500',''),(8733,8,2759,'Spindle Speed (Opt.)','rpm','15,000',''),(8734,8,2759,'Spindle Power (Opt.)','kW','37',''),(8735,8,2759,'Spindle Taper (Opt.)','-','BBT40',''),(8736,8,2760,'X-Axis Travel','mm','800',''),(8737,8,2760,'Y-Axis Travel','mm','730',''),(8738,8,2760,'Z-Axis Travel (Opt.)','mm','800',''),(8739,8,2760,'Distance Between Center And Table Top','mm','50~780',''),(8740,8,2760,'Distance Between Spindle Nose and Table Center','mm','150~950',''),(8741,8,2761,'Table Size','mm','500 x 500',''),(8742,8,2761,'Max. Load on Table','kg','500',''),(8743,8,2761,'Max. Work Dimensions','mm','φ880 x 1000',''),(8744,8,2761,'Height From Table Top to Floor','mm','1174',''),(8745,8,2761,'APC Time','sec','11',''),(8746,8,2762,'X/Y/Z Rapid Feedrate','m/min','60/60/60',''),(8747,8,2762,'Cutting Feedrate','mm/min','1~40,000',''),(8748,8,2763,'Tool Magazine Capacity (Opt.)','T','60 (120)',''),(8749,8,2763,'Tool Weight','kg/pc','10',''),(8750,8,2763,'Max. Tool Dimension (W/O Adjacent Tools)','mm','Ф80x400(Ф160x400)',''),(8751,8,2764,'Machine Weight','kg','13,490~14,390',''),(8752,211,2765,'Spindle RPM','Rpm','14000',''),(8753,211,2765,'Spindle Taper','Taper','CAT40 (HSK63)',''),(8754,211,2765,'Rapid Traverse','mm','60000',''),(8755,211,2765,'Cutting Feedrate','mm','50,000',''),(8756,211,2765,'Maximum Workpiece','mm','630/900',''),(8757,211,2765,'Maximum Payload','Kg','400',''),(8758,211,2766,'ATC Capacity','no.s','60 tools (optional 40, 134, 219, 313)',''),(8759,211,2766,'Tool to Tool','secs','0.9',''),(8760,211,2766,'Chip to Chip','secs','2.2',''),(8761,211,2766,'Maximum Tool Length (Cat)','mm','430',''),(8762,211,2766,'Maximum Tool Length HSK','mm','420',''),(8763,211,2766,'Maximum Tool Diameter','mm','170',''),(8764,211,2766,'Maximum Tool Weight','Kg','12',''),(8765,212,2767,'B-Axis','DD','360° DD NCRT',''),(8766,212,2767,'Spindle RPM','Rpm','14,000 rpm (20K)',''),(8767,212,2767,'Spindle Taper','Taper','CAT40 (HSK-A63 opt)',''),(8768,212,2767,'Rapid Traverse','mm','60,000',''),(8769,212,2767,'Cutting Feedrate','mm','50,000',''),(8770,212,2767,'Maximum Workpiece','mm','800/1000',''),(8771,212,2767,'Maximum Payload','Kg','500 kg (option 700 kg)',''),(8772,212,2768,'ATC Capacity','no.s','60 tools (optional 133, 218, 313)',''),(8773,212,2768,'Tool to Tool','secs','0.9',''),(8774,212,2768,'Chip to Chip','secs','2.5',''),(8775,212,2768,'Maximum Tool Diameter','mm','205',''),(8776,212,2768,'Maximum Tool Weight','Kg','12',''),(8777,213,2769,'B-Axis','DD','360° DD NCRT',''),(8778,213,2769,'Spindle RPM','Rpm','10,000',''),(8779,213,2769,'Spindle Taper','Taper','CAT50 (HSK-A100 opt)',''),(8780,213,2769,'Rapid Traverse','mm','50000/50000/60000',''),(8781,213,2769,'Cutting Feedrate','mm','50000',''),(8782,213,2769,'Maximum Workpiece','mm','900/1000',''),(8783,213,2769,'Maximum Payload','Kg','1,000',''),(8784,213,2770,'ATC Capacity','no.s','60 (136, 187 & 299)',''),(8785,213,2770,'Tool to Tool','secs','1.7 sec (≤ 20kg)',''),(8786,213,2770,'Chip to Chip','secs','3.6 sec (≤ 20kg)',''),(8787,213,2770,'Maximum Tool Diameter','mm','300',''),(8788,213,2770,'Maximum Tool Weight','Kg','20 kg (30 kg with limitations)',''),(8789,214,2771,'B-Axis','DD','360°',''),(8790,214,2771,'Spindle RPM','Rpm','10,000 (8,000 High Torque opt)',''),(8791,214,2771,'Spindle Taper','Taper','CAT50 (HSK-A100 opt)',''),(8792,214,2771,'Rapid Traverse','mm','50,000 mm/min (Std) 36,000 mm/min (High Torque)',''),(8793,214,2771,'Cutting Feedrate','mm','50,000 mm/min (Std), 36,000 mm/min (High Torque)50,000 mm/min (Std), 36,000 mm/min (High Torque)',''),(8794,214,2771,'Maximum Workpiece','mm','1000/1300',''),(8795,214,2771,'Maximum Payload','Kg','1,200 kg (1,500 kg opt)',''),(8796,214,2772,'ATC Capacity','no.s','60 (80, 136, 187, 299 opt)',''),(8797,214,2772,'Tool to Tool','secs','1.7 sec (12 kg tool)',''),(8798,214,2772,'Chip to Chip','secs','3.7 sec',''),(8799,214,2772,'Maximum Tool Length (Cat)','mm','690',''),(8800,214,2772,'Maximum Tool Length HSK','mm','690',''),(8801,214,2772,'Maximum Tool Diameter','mm','356',''),(8802,214,2772,'Maximum Tool Weight','Kg','30 kg (35 kg opt.)',''),(8803,9,2773,'Machine hole diameter(X)','mm','3~35',''),(8804,9,2773,'Machine depth','mm','1200',''),(8805,9,2774,'Worktable horizontal(X)','mm','1300','1300'),(8806,9,2774,'Spindle(Y)','mm','1200',''),(8807,9,2775,'Max. spindle speed','rpm','6000',''),(8808,9,2775,'Spindle feed speed','mm/min','0~3000',''),(8809,9,2776,'Spindle motor','kW','7.5',''),(8810,9,2776,'X axis motor','N·m','27',''),(8811,9,2776,'Y axis motor','N·m','20','19'),(8812,9,2776,'Z axis motor','N·m','10.5','10'),(8813,9,2776,'Total Power Requirement','kW','35',''),(8814,9,2777,'Max. loading capacity','ton','8',''),(8815,9,2777,'Size','mm','1500×1050',''),(8816,9,2778,'Coolant pressure','MPa','1~8',''),(8817,9,2778,'Rate of flow','L/min','6~110',''),(8818,9,2779,'Floor space require (L x Wx H)','mm','4700×3700',''),(8819,9,2779,'Max. height','mm','3100',''),(8820,9,2779,'Machine weight','ton','11',''),(8821,477,2780,'Gun drill machining hole diameter','mm','3-40',''),(8822,477,2780,'Maximum drilling depth in gun drill operation','mm','1200+550',''),(8823,477,2780,'Maximum drilling depth in ejector drill operation','mm','1000',''),(8824,477,2780,'Tapping capacity','','M20 x 2.5',''),(8825,477,2780,'Milling capacity','cc/min','180',''),(8826,477,2781,'Table horizontal (X)','mm','1500',''),(8827,477,2781,'Ram travel (Y)','mm','1200',''),(8828,477,2781,'Column horizontal travel (Z)','mm','500',''),(8829,477,2781,'Ram tilting angle (A)','','Clockwise15°, counterclockwise25°',''),(8830,477,2781,'Spindle center to table top','mm','0-1200',''),(8831,477,2781,'Distance from table center to spindle nose','mm','466-966',''),(8832,477,2782,'Spindle bore taper','','BT 40',''),(8833,477,2782,'Max spindle speed','rpm','6000',''),(8834,477,2783,'X/Y/Z/W Rapid traverse rate','m/min','8',''),(8835,477,2783,'Ram maximum tilting speed (A)','Degree/min','215',''),(8836,477,2783,'Table maximum rotation speed (B)','rpm','2',''),(8837,477,2784,'Spindle motor','','15/18.5 kW (15min)',''),(8838,477,2784,'X axis servo motor','N.m','27',''),(8839,477,2784,'Z axis servo motor','N.m','27',''),(8840,477,2784,'W axis servo motor','N.m','20',''),(8841,477,2784,'A axis servo motor','N.m','27',''),(8842,477,2784,'B axis servo motor','N.m','27',''),(8843,477,2784,'Total power requirement','kW','53',''),(8844,477,2785,'Max. load capacity','ton','8',''),(8845,477,2785,'Size (Length x Width)','mm','1200 x 1000',''),(8846,477,2786,'Coolant pressure (gun drill)','MPa','2-11',''),(8847,477,2786,'Rate of flow (gun drill)','L/min','6-120',''),(8848,477,2787,'Floor space require (Length x Width)','mm','6810 x 6280',''),(8849,477,2787,'Machine height','mm','3800',''),(8850,477,2787,'Machine weight','ton','18',''),(8851,477,2787,'CNC System','','FANUC iO-MF PLUS',''),(8852,478,2788,'Gun drill machining hole diameter','mm','3-50',''),(8853,478,2788,'Ejector drill machining hole diameter','mm','18-50',''),(8854,478,2788,'Maximum drilling depth in gun drill operation','mm','1500+550',''),(8855,478,2788,'Maximum drilling depth in ejector drill operation','mm','1000',''),(8856,478,2788,'Tapping capacity','','M30 x 3.5',''),(8857,478,2788,'Milling capacity','cc/min','300',''),(8858,478,2789,'Table horizontal (X)','mm','2500',''),(8859,478,2789,'Ram travel (Y)','mm','1500',''),(8860,478,2789,'Column horizontal travel (Z)','mm','800',''),(8861,478,2789,'Ram tilting angle (A)','','Clockwise15°, counterclockwise25°',''),(8862,478,2789,'Spindle center to table top','mm','0-1500',''),(8863,478,2789,'Distance from table center to spindle nose','mm','530-1330',''),(8864,478,2790,'Spindle bore taper','','BT 50',''),(8865,478,2790,'Max spindle speed','rpm','4000',''),(8866,478,2791,'X/Y/Z/W Rapid traverse rate','m/min','8',''),(8867,478,2791,'Ram maximum tilting speed (A)','Degree/min','215',''),(8868,478,2791,'Table maximum rotation speed (B)','rpm','2',''),(8869,478,2792,'Spindle motor','','15/18.5 kW (15min)',''),(8870,478,2792,'X axis servo motor','N.m','36',''),(8871,478,2792,'Y axis servo motor','N.m','27',''),(8872,478,2792,'Z axis servo motor','N.m','27',''),(8873,478,2792,'W axis servo motor','N.m','27',''),(8874,478,2792,'A axis servo motor','N.m','27',''),(8875,478,2792,'B axis servo motor','N.m','36',''),(8876,478,2792,'Total power requirement','kW','64',''),(8877,478,2793,'Max. load capacity','ton','20',''),(8878,478,2793,'Size (Length x Width)','mm','2200 x 1600',''),(8879,478,2794,'Coolant pressure (gun drill)','MPa','2-11',''),(8880,478,2794,'Coolant pressure (ejector drill)','MPa','1.0-2.0',''),(8881,478,2794,'Rate of flow (gun drill)','L/min','6-140',''),(8882,478,2794,'Rate of flow (ejector drill)','L/min','40-125',''),(8883,478,2795,'Floor space require (Length x Width)','mm','9390 x 7690',''),(8884,478,2795,'Machine height','mm','4580',''),(8885,478,2795,'Machine weight','ton','34',''),(8886,478,2795,'CNC System','','FANUC iO-MF PLUS',''),(8887,479,2796,'Gun drill machining hole diameter','mm','3-50',''),(8888,479,2796,'Ejector drill machining hole diameter','mm','18-65',''),(8889,479,2796,'Maximum drilling depth in gun drill operation','mm','1500+550',''),(8890,479,2796,'Maximum drilling depth in ejector drill operation','mm','1000',''),(8891,479,2796,'Tapping capacity','','M36 x 4',''),(8892,479,2796,'Milling capacity','cc/min','400',''),(8893,479,2797,'Table horizontal (X)','mm','3000',''),(8894,479,2797,'Ram travel (Y)','mm','1500',''),(8895,479,2797,'Column horizontal travel (Z)','mm','800',''),(8896,479,2797,'Ram tilting angle (A)','','Clockwise15°, counterclockwise25°',''),(8897,479,2797,'Spindle center to table top','mm','0-1500',''),(8898,479,2797,'Distance from table center to spindle nose','mm','630-1430',''),(8899,479,2798,'Spindle bore taper','','BT 50',''),(8900,479,2798,'Max spindle speed','rpm','4000',''),(8901,479,2799,'X/Y/Z/W Rapid traverse rate','m/min','8',''),(8902,479,2799,'Ram maximum tilting speed (A)','Degree/min','215',''),(8903,479,2799,'Table maximum rotation speed (B)','rpm','2',''),(8904,479,2800,'Spindle motor','','15/18.5 kW (15min)',''),(8905,479,2800,'X axis servo motor','N.m','36',''),(8906,479,2800,'Y axis servo motor','N.m','27',''),(8907,479,2800,'Z axis servo motor','N.m','27',''),(8908,479,2800,'W axis servo motor','N.m','27',''),(8909,479,2800,'A axis servo motor','N.m','27',''),(8910,479,2800,'B axis servo motor','N.m','36',''),(8911,479,2800,'Total power requirement','kW','64',''),(8912,479,2801,'Max. load capacity','ton','30',''),(8913,479,2801,'Size (Length x Width)','mm','2400 x 1800',''),(8914,479,2802,'Coolant pressure (gun drill)','MPa','2-11',''),(8915,479,2802,'Coolant pressure (ejector drill)','MPa','1.0-2.0',''),(8916,479,2802,'Rate of flow (gun drill)','L/min','6-140',''),(8917,479,2802,'Rate of flow (ejector drill)','L/min','40-163',''),(8918,479,2803,'Floor space require (Length x Width)','mm','9390 x 7880',''),(8919,479,2803,'Machine height','mm','4580',''),(8920,479,2803,'Machine weight','ton','40',''),(8921,479,2803,'CNC System','','FANUC iO-MF PLUS',''),(8922,494,2804,'Inner diameter of drilling','mm','2.5 - 25',''),(8923,494,2804,'Max depth of drilling','mm','600',''),(8924,494,2804,'Maximum diameter of workpiece','mm','72',''),(8925,494,2804,'Maximum length of workpiece','mm','700',''),(8926,494,2804,'Maximum rotating speed of principal axis','mm','6000',''),(8927,494,2804,'Spindle feed speed','mm/min','1 - 1000',''),(8928,494,2804,'Spindle travel speed','mm/min','0 - 5000',''),(8929,494,2804,'Workpiece rotation speed','rpm','60',''),(8930,494,2804,'Machine size','mm','4000 x 2000 x 2200',''),(8931,494,2804,'Load capacity of working table','kg','4000',''),(8932,17,2805,'Pressure Capacity','Ton','80-800',''),(8933,17,2806,'Open Capacity','Ton','22-190',''),(8934,17,2807,'Overturn Capacity','Ton','2.5-105',''),(8935,17,2808,'Enjecting Capacity','Ton','2.2-21.5',''),(8936,468,2809,'Pressure Capacity','Ton','80',''),(8937,468,2809,'Open Capacity','Ton','22',''),(8938,468,2809,'Overturn Capacity','Ton','2.5',''),(8939,468,2809,'Enjection Capacity','Ton','2.2',''),(8940,468,2810,'Pressure Capacity','Ton','120',''),(8941,468,2810,'Open Capacity','Ton','25',''),(8942,468,2810,'Overturn Capacity','Ton','4',''),(8943,468,2810,'Enjection Capacity','Ton','2.2',''),(8944,468,2811,'Pressure Capacity','Ton','160',''),(8945,468,2811,'Open Capacity','Ton','38',''),(8946,468,2811,'Overturn Capacity','Ton','8',''),(8947,468,2811,'Enjection Capacity','Ton','6.3',''),(8948,468,2812,'Pressure Capacity','Ton','200',''),(8949,468,2812,'Open Capacity','Ton','45',''),(8950,468,2812,'Overturn Capacity','Ton','10',''),(8951,468,2812,'Enjection Capacity','Ton','6.3',''),(8952,468,2813,'Pressure Capacity','Ton','260',''),(8953,468,2813,'Open Capacity','Ton','50',''),(8954,468,2813,'Overturn Capacity','Ton','10',''),(8955,468,2813,'Enjection Capacity','Ton','6.3',''),(8956,468,2814,'Pressure Capacity','Ton','300',''),(8957,468,2814,'Open Capacity','Ton','56',''),(8958,468,2814,'Overturn Capacity','Ton','18',''),(8959,468,2814,'Enjection Capacity','Ton','6.3',''),(8960,468,2815,'Pressure Capacity','Ton','350',''),(8961,468,2815,'Open Capacity','Ton','70',''),(8962,468,2815,'Overturn Capacity','Ton','25',''),(8963,468,2815,'Enjection Capacity','Ton','11.2',''),(8964,468,2816,'Pressure Capacity','Ton','400',''),(8965,468,2816,'Open Capacity','Ton','80',''),(8966,468,2816,'Overturn Capacity','Ton','25',''),(8967,468,2816,'Enjection Capacity','Ton','11.2',''),(8968,468,2817,'Pressure Capacity','Ton','500',''),(8969,468,2817,'Open Capacity','Ton','120',''),(8970,468,2817,'Overturn Capacity','Ton','30',''),(8971,468,2817,'Enjection Capacity','Ton','21.5',''),(8972,468,2818,'Pressure Capacity','Ton','600',''),(8973,468,2818,'Open Capacity','Ton','150',''),(8974,468,2818,'Overturn Capacity','Ton','35',''),(8975,468,2818,'Enjection Capacity','Ton','21.5',''),(8976,469,2819,'Pressure Capacity','Ton','200',''),(8977,469,2819,'Open Capacity','Ton','45',''),(8978,469,2819,'Overturn Capacity','Ton','10',''),(8979,469,2819,'Enjection Capacity','Ton','20',''),(8980,469,2820,'Pressure Capacity','Ton','300',''),(8981,469,2820,'Open Capacity','Ton','56',''),(8982,469,2820,'Overturn Capacity','Ton','18',''),(8983,469,2820,'Enjection Capacity','Ton','36',''),(8984,469,2821,'Pressure Capacity','Ton','350',''),(8985,469,2821,'Open Capacity','Ton','70',''),(8986,469,2821,'Overturn Capacity','Ton','25',''),(8987,469,2821,'Enjection Capacity','Ton','50',''),(8988,43,2822,'Spindle Speed (Opt.)','rpm','20,000',''),(8989,43,2822,'Spindle Power (Opt.)','kW','22',''),(8990,43,2822,'Spindle Taper (Opt.)','-','BBT40',''),(8991,43,2823,'X-Axis Travel','mm','2000',''),(8992,43,2823,'Y-Axis Travel','mm','1200',''),(8993,43,2823,'Z-Axis Travel','mm','600',''),(8994,43,2823,'Distance Between Spindle Nose & Table Top','mm','100~700',''),(8995,43,2823,'Distance Between Columns','mm','1340',''),(8996,43,2824,'Table Size','mm','2,000 x 1,100',''),(8997,43,2824,'No. T-slot x Size x Pitch','mm','7 x 22 x 150',''),(8998,43,2824,'Max. Load on Table','kg','4000',''),(8999,43,2825,'X/Y/Z Rapid Feedrate','m/min','24/24/15',''),(9000,43,2825,'Cutting Feedrate','mm/min','1~10,000',''),(9001,43,2826,'Tool Magazine Capacity (Opt.)','T','24 (30)',''),(9002,43,2826,'Tool Weight','kg/pc','6',''),(9003,43,2826,'Max. Tool Dimension (W/O Adjacent Tools)','mm','24T : ø80x 250(ø125 x 250) 30T : ø76 x 250(ø125 x 250)',''),(9004,43,2827,'Machine Weight','kg','16000',''),(9005,44,2828,'Spindle Speed (Opt.)','rpm','GB: 6,000 (IDD: 10,000)',''),(9006,44,2828,'Spindle Power (Opt.)','kW','35 (45)',''),(9007,44,2828,'Spindle Taper (Opt.)','-','BBT50',''),(9008,44,2829,'X-Axis Travel','mm','2200',''),(9009,44,2829,'Y-Axis Travel','mm','1600',''),(9010,44,2829,'Z-Axis Travel','mm','762(1,016)',''),(9011,44,2829,'Distance Between Spindle Nose & Table Top','mm','200~962 [30"Standard] (450~1212) [30"Raised 250] (200~1216) [40"Raised 250]',''),(9012,44,2829,'Distance Between Columns','mm','1800',''),(9013,44,2830,'Table Size','mm','2,000 x 1,500',''),(9014,44,2830,'No. T-slot x Size x Pitch','mm','8 x 22 x 180',''),(9015,44,2830,'Max. Load on Table','kg','8000',''),(9016,44,2831,'X/Y/Z Rapid Feedrate','m/min','20 / 20 /15',''),(9017,44,2831,'Cutting Feedrate','mm/min','1~10,000',''),(9018,44,2832,'Tool Magazine Capacity (Opt.)','T','32 (40 / 60 / 120)',''),(9019,44,2832,'Tool Weight','kg/pc','20',''),(9020,44,2832,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9021,44,2833,'Machine Weight','kg','22000',''),(9022,142,2834,'Spindle Speed (Opt.)','rpm','10,000',''),(9023,142,2834,'Spindle Power (Opt.)','kW','45',''),(9024,142,2834,'Spindle Taper (Opt.)','','BBT50',''),(9025,142,2835,'X-axis Travel','mm','2,000',''),(9026,142,2835,'Y-axis Travel','mm','1,200',''),(9027,142,2835,'Z-axis Travel(Opt.)','mm','762',''),(9028,142,2835,'Distance Between Spindle Nose & Table Top','mm','200~962',''),(9029,142,2835,'Distance Between Columns','mm','1,340',''),(9030,142,2836,'Table Size','mm','2,000 x 1,100',''),(9031,142,2836,'No. T-slot x Size x Pitch','mm','7 x 22 x 150',''),(9032,142,2836,'Max. Load on Table','kg','4,000',''),(9033,142,2837,'X/Y/Z Rapid Feedrate','m/min.','20/20/15',''),(9034,142,2837,'Cutting Feedrate','mm/min.','1~10,000',''),(9035,142,2838,'Tool Magazine Capacity (Opt.)','T','32 (40/60)',''),(9036,142,2838,'Tool Weight','kg/pc','20',''),(9037,142,2838,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9038,142,2839,'Machine Weight','kg','19,000',''),(9039,144,2840,'Spindle Speed (Opt.)','rpm','6,000',''),(9040,144,2840,'Spindle Power (Opt.)','kW','35',''),(9041,144,2840,'Spindle Taper (Opt.)','','BBT50',''),(9042,144,2841,'X-axis Travel','mm','2,200',''),(9043,144,2841,'Y-axis Travel','mm','2,200',''),(9044,144,2841,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9045,144,2841,'Distance Between Spindle Nose & Table Top','mm','Vertical：500~1,262 Horizontal : 130~892[30"Standard] Vertical：750~1,512 Horizontal : 380~1,142 [30"Raised 250] Vertical：500~1,516 Horizontal : 130~1,146[40"Raised 250]',''),(9046,144,2841,'Distance Between Columns','mm','1,800',''),(9047,144,2842,'Table Size','mm','2,000×1,500',''),(9048,144,2842,'No. T-slot x Size x Pitch','mm','8 x 22 x 180',''),(9049,144,2842,'Max. Load on Table','kg','8,000',''),(9050,144,2843,'X/Y/Z Rapid Feedrate','m/min.','20 / 20 / 15',''),(9051,144,2843,'Cutting Feedrate','mm/min.','1~10,000',''),(9052,144,2844,'Tool Magazine Capacity (Opt.)','T','40 (60)',''),(9053,144,2844,'Tool Weight','kg/pc','20',''),(9054,144,2844,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9055,144,2845,'Machine Weight','kg','28,000',''),(9056,149,2846,'Spindle Speed (Opt.)','rpm','10,000',''),(9057,149,2846,'Spindle Power (Opt.)','kW','46',''),(9058,149,2846,'Spindle Taper (Opt.)','','HSK A100',''),(9059,149,2847,'X-axis Travel','mm','4,065',''),(9060,149,2847,'Y-axis Travel','mm','3,500',''),(9061,149,2847,'Z-axis Travel(Opt.)','mm','1,016',''),(9062,149,2847,'Distance Between Spindle Nose & Table Top','mm','Vertical：270-1286 Horizontal：650-1666',''),(9063,149,2847,'Distance Between Columns','mm','3,100',''),(9064,149,2848,'Table Size','mm','4,100 x 2,400',''),(9065,149,2848,'No. T-slot x Size x Pitch','mm','11 x 28 x 200',''),(9066,149,2848,'Max. Load on Table','kg','20,000',''),(9067,149,2849,'X/Y/Z Rapid Feedrate','m/min.','20/20/15',''),(9068,149,2849,'Cutting Feedrate','mm/min.','1~15,000/1~15,000/1~10,000',''),(9069,149,2850,'Tool Magazine Capacity (Opt.)','T','40 (60/120)',''),(9070,149,2850,'Tool Weight','kg/pc','13',''),(9071,149,2850,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9072,149,2851,'Machine Weight','kg','58,000',''),(9073,145,2852,'Spindle Speed (Opt.)','rpm','10,000',''),(9074,145,2852,'Spindle Power (Opt.)','kW','46',''),(9075,145,2852,'Spindle Taper (Opt.)','','HSK A100',''),(9076,145,2853,'X-axis Travel','mm','6,200',''),(9077,145,2853,'Y-axis Travel','mm','3,500',''),(9078,145,2853,'Z-axis Travel(Opt.)','mm','1,016',''),(9079,145,2853,'Distance Between Spindle Nose & Table Top','mm','Vertical: 270~1286 Horizontal：650~1666',''),(9080,145,2853,'Distance Between Columns','mm','3,100',''),(9081,145,2854,'Table Size','mm','6,000×2,400',''),(9082,145,2854,'No. T-slot x Size x Pitch','mm','11×28×200',''),(9083,145,2854,'Max. Load on Table','kg','25,000',''),(9084,145,2855,'X/Y/Z Rapid Feedrate','m/min.','12/20/15',''),(9085,145,2855,'Cutting Feedrate','mm/min.','1~12,000/1~15,000/1~10,000',''),(9086,145,2856,'Tool Magazine Capacity (Opt.)','T','40(60/120)',''),(9087,145,2856,'Tool Weight','kg/pc','13',''),(9088,145,2856,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9089,145,2857,'Machine Weight','kg','64,000',''),(9090,148,2858,'Spindle Speed (Opt.)','rpm','4,500(6,000/10,000)',''),(9091,148,2858,'Spindle Power (Opt.)','kW','25/25/45',''),(9092,148,2858,'Spindle Taper (Opt.)','','BBT50',''),(9093,148,2859,'X-axis Travel','mm','5,200',''),(9094,148,2859,'Y-axis Travel','mm','3,000',''),(9095,148,2859,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9096,148,2859,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] )',''),(9097,148,2859,'Distance Between Columns','mm','3,100',''),(9098,148,2860,'Table Size','mm','5,000 x 2,400',''),(9099,148,2860,'No. T-slot x Size x Pitch','mm','11 x 28 x 200',''),(9100,148,2860,'Max. Load on Table','kg','23,000',''),(9101,148,2861,'X/Y/Z Rapid Feedrate','m/min.','12/15/15',''),(9102,148,2861,'Cutting Feedrate','mm/min.','1~10,000 ',''),(9103,148,2862,'Tool Magazine Capacity (Opt.)','T','40(60/120)',''),(9104,148,2862,'Tool Weight','kg/pc','20',''),(9105,148,2862,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9106,148,2863,'Machine Weight','kg','57,000',''),(9107,114,2864,'Spindle Speed (Opt.)','rpm','GB: 6,000 (IDD: 10,000)',''),(9108,114,2864,'Spindle Power (Opt.)','kW','35 (45)',''),(9109,114,2864,'Spindle Taper (Opt.)','','BBT50',''),(9110,114,2865,'X-axis Travel','mm','3,200',''),(9111,114,2865,'Y-axis Travel','mm','1,600',''),(9112,114,2865,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9113,114,2865,'Distance Between Spindle Nose & Table Top','mm','200~962 [30"Standard] (450~1212) [30"Raised 250] (200~1216) [40"Raised 250]',''),(9114,114,2865,'Distance Between Columns','mm','1,800',''),(9115,114,2866,'Table Size','mm','3,000 x 1,500',''),(9116,114,2866,'No. T-slot x Size x Pitch','mm','8 x 22 x 180',''),(9117,114,2866,'Max. Load on Table','kg','10,000',''),(9118,114,2867,'X/Y/Z Rapid Feedrate','m/min.','20 / 20 / 15',''),(9119,114,2867,'Cutting Feedrate','mm/min.','1~10,000',''),(9120,114,2868,'Tool Magazine Capacity (Opt.)','T','32 (40 / 60 / 120)',''),(9121,114,2868,'Tool Weight','kg/pc','20',''),(9122,114,2868,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9123,114,2869,'Machine Weight','kg','26,000',''),(9124,115,2870,'Spindle Speed (Opt.)','rpm','GB: 6,000 (IDD: 10,000)',''),(9125,115,2870,'Spindle Power (Opt.)','kW','35 (45)',''),(9126,115,2870,'Spindle Taper (Opt.)','','BBT50',''),(9127,115,2871,'X-axis Travel','mm','4,200',''),(9128,115,2871,'Y-axis Travel','mm','1,600',''),(9129,115,2871,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9130,115,2871,'Distance Between Spindle Nose & Table Top','mm','200~962 [30"Standard] (450~1,212) [30"Raised 250] (200~1,216) [40"Raised 250]',''),(9131,115,2871,'Distance Between Columns','mm','1,800',''),(9132,115,2872,'Table Size','mm','4,000 x 1,500',''),(9133,115,2872,'No. T-slot x Size x Pitch','mm','8 x 22 x 180',''),(9134,115,2872,'Max. Load on Table','kg','12,000',''),(9135,115,2873,'X/Y/Z Rapid Feedrate','m/min.','15 / 20 / 15',''),(9136,115,2873,'Cutting Feedrate','mm/min.','1~10,000',''),(9137,115,2874,'Tool Magazine Capacity (Opt.)','T','32 ( 40 / 60 / 120)',''),(9138,115,2874,'Tool Weight','kg/pc','20',''),(9139,115,2874,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9140,115,2875,'Machine Weight','kg','30,000',''),(9141,116,2876,'Spindle Speed (Opt.)','rpm','GB: 6,000 (IDD: 10,000)',''),(9142,116,2876,'Spindle Power (Opt.)','kW','35 (45)',''),(9143,116,2876,'Spindle Taper (Opt.)','','BBT50',''),(9144,116,2877,'X-axis Travel','mm','3,200',''),(9145,116,2877,'Y-axis Travel','mm','2,200',''),(9146,116,2877,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9147,116,2877,'Distance Between Spindle Nose & Table Top','mm','200~962 [30"Standard] (450~1,212) [30"Raised 250] (200~1,216) [40"Raised 250]',''),(9148,116,2877,'Distance Between Columns','mm','2,200',''),(9149,116,2878,'Table Size','mm','3,000×1,800',''),(9150,116,2878,'No. T-slot x Size x Pitch','mm','9×28×200',''),(9151,116,2878,'Max. Load on Table','kg','12,000',''),(9152,116,2879,'X/Y/Z Rapid Feedrate','m/min.','15 / 20 / 15',''),(9153,116,2879,'Cutting Feedrate','mm/min.','1~10,000',''),(9154,116,2880,'Tool Magazine Capacity (Opt.)','T','32 ( 40 / 60 / 120)',''),(9155,116,2880,'Tool Weight','kg/pc','20',''),(9156,116,2880,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9157,116,2881,'Machine Weight','kg','33,000',''),(9158,117,2882,'Spindle Speed (Opt.)','rpm','GB: 6,000 (IDD: 10,000)',''),(9159,117,2882,'Spindle Power (Opt.)','kW','35 (45)',''),(9160,117,2882,'Spindle Taper (Opt.)','','BBT50',''),(9161,117,2883,'X-axis Travel','mm','4,200',''),(9162,117,2883,'Y-axis Travel','mm','2,200',''),(9163,117,2883,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9164,117,2883,'Distance Between Spindle Nose & Table Top','mm','200~962 [30"Standard] (450~1,212) [30"Raised 250] (200~1,216) [40"Raised 250]',''),(9165,117,2883,'Distance Between Columns','mm','2,200',''),(9166,117,2884,'Table Size','mm','4,000×1,800',''),(9167,117,2884,'No. T-slot x Size x Pitch','mm','9×28×200',''),(9168,117,2884,'Max. Load on Table','kg','15,000',''),(9169,117,2885,'X/Y/Z Rapid Feedrate','m/min.','15/20/15',''),(9170,117,2885,'Cutting Feedrate','mm/min.','1~10,000',''),(9171,117,2886,'Tool Magazine Capacity (Opt.)','T','32T(40T/60T/120T)',''),(9172,117,2886,'Tool Weight','kg/pc','20',''),(9173,117,2886,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9174,117,2887,'Machine Weight','kg','37,000',''),(9175,119,2888,'Spindle Speed (Opt.)','rpm','6,000',''),(9176,119,2888,'Spindle Power (Opt.)','kW','35',''),(9177,119,2888,'Spindle Taper (Opt.)','','BBT50',''),(9178,119,2889,'X-axis Travel','mm','4,200',''),(9179,119,2889,'Y-axis Travel','mm','2,200',''),(9180,119,2889,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9181,119,2889,'Distance Between Spindle Nose & Table Top','mm','Vertical：500~1,262 Horizontal : 130~892[30"Standard] Vertical：750~1,512 Horizontal : 380~1,142 [30"Raised 250] Vertical：500~1,516 Horizontal : 130~1,146[40"Raised 250]',''),(9182,119,2889,'Distance Between Columns','mm','1,800',''),(9183,119,2890,'Table Size','mm','4,000×1,500',''),(9184,119,2890,'No. T-slot x Size x Pitch','mm','8 x 22 x 180',''),(9185,119,2890,'Max. Load on Table','kg','12,000',''),(9186,119,2891,'X/Y/Z Rapid Feedrate','m/min.','15 / 20 / 15',''),(9187,119,2891,'Cutting Feedrate','mm/min.','1~10,000',''),(9188,119,2892,'Tool Magazine Capacity (Opt.)','T','40 (60)',''),(9189,119,2892,'Tool Weight','kg/pc','20',''),(9190,119,2892,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9191,119,2893,'Machine Weight','kg','36,000',''),(9192,118,2894,'Spindle Speed (Opt.)','rpm','6,000',''),(9193,118,2894,'Spindle Power (Opt.)','kW','35',''),(9194,118,2894,'Spindle Taper (Opt.)','','BBT50',''),(9195,118,2895,'X-axis Travel','mm','3,200',''),(9196,118,2895,'Y-axis Travel','mm','2,200',''),(9197,118,2895,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9198,118,2895,'Distance Between Spindle Nose & Table Top','mm','Vertical：500~1,262 Horizontal : 130~892[30"Standard] Vertical：750~1,512 Horizontal : 380~1,142 [30"Raised 250] Vertical：500~1,516 Horizontal : 130~1,146[40"Raised 250]',''),(9199,118,2895,'Distance Between Columns','mm','1,800',''),(9200,118,2896,'Table Size','mm','3,000 x 1,500',''),(9201,118,2896,'No. T-slot x Size x Pitch','mm','8 x 22 x 180',''),(9202,118,2896,'Max. Load on Table','kg','10,000',''),(9203,118,2897,'X/Y/Z Rapid Feedrate','m/min.','20/20/15',''),(9204,118,2897,'Cutting Feedrate','mm/min.','1~10,000',''),(9205,118,2898,'Tool Magazine Capacity (Opt.)','T','40 (60)',''),(9206,118,2898,'Tool Weight','kg/pc','20',''),(9207,118,2898,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350(ø240 x 350)',''),(9208,118,2899,'Machine Weight','kg','32,000',''),(9209,120,2900,'Spindle Speed (Opt.)','rpm','4,500 (6,000/10,000)',''),(9210,120,2900,'Spindle Power (Opt.)','kW','25(25/45)',''),(9211,120,2900,'Spindle Taper (Opt.)','','BBT50',''),(9212,120,2901,'X-axis Travel','mm','3,060',''),(9213,120,2901,'Y-axis Travel','mm','1,600',''),(9214,120,2901,'Z-axis Travel(Opt.)','mm','762 (1,016)',''),(9215,120,2901,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [ Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] ) ',''),(9216,120,2901,'Distance Between Columns','mm','1,820',''),(9217,120,2902,'Table Size','mm','3,260 x 1,500',''),(9218,120,2902,'No. T-slot x Size x Pitch','mm','9 x 22 x 150',''),(9219,120,2902,'Max. Load on Table','kg','10,000',''),(9220,120,2903,'X/Y/Z Rapid Feedrate','m/min.','20/15/15',''),(9221,120,2903,'Cutting Feedrate','mm/min.','1~10,000',''),(9222,120,2904,'Tool Magazine Capacity (Opt.)','T','40 (60/120)',''),(9223,120,2904,'Tool Weight','kg/pc','20',''),(9224,120,2904,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9225,120,2905,'Machine Weight','kg','31,000',''),(9226,121,2906,'Spindle Speed (Opt.)','rpm','4,500 (6,000/10,000)',''),(9227,121,2906,'Spindle Power (Opt.)','kW','25(25/45)',''),(9228,121,2906,'Spindle Taper (Opt.)','','BBT50',''),(9229,121,2907,'X-axis Travel','mm','4,065',''),(9230,121,2907,'Y-axis Travel','mm','1,600',''),(9231,121,2907,'Z-axis Travel(Opt.)','mm','762 (1,016) ',''),(9232,121,2907,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [Raised Column 250] / 200~1,216 [Z-axis Travel 1,016] )',''),(9233,121,2907,'Distance Between Columns','mm','1,820',''),(9234,121,2908,'Table Size','mm','4,260 x 1,500',''),(9235,121,2908,'No. T-slot x Size x Pitch','mm','9 x 22 x 150',''),(9236,121,2908,'Max. Load on Table','kg','12,000',''),(9237,121,2909,'X/Y/Z Rapid Feedrate','m/min.','15/15/15',''),(9238,121,2909,'Cutting Feedrate','mm/min.','1~10,000',''),(9239,121,2910,'Tool Magazine Capacity (Opt.)','T','40 (60/120)',''),(9240,121,2910,'Tool Weight','kg/pc','20',''),(9241,121,2910,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9242,121,2911,'Machine Weight','kg','35,000',''),(9243,122,2912,'Spindle Speed (Opt.)','rpm','4,500 (6,000/10,000)',''),(9244,122,2912,'Spindle Power (Opt.)','kW','25(25/45)',''),(9245,122,2912,'Spindle Taper (Opt.)','','BBT50',''),(9246,122,2913,'X-axis Travel','mm','3,060',''),(9247,122,2913,'Y-axis Travel','mm','2,100',''),(9248,122,2913,'Z-axis Travel(Opt.)','mm','762 (1,016)',''),(9249,122,2913,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [ Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] ) ',''),(9250,122,2913,'Distance Between Columns','mm','2,320',''),(9251,122,2914,'Table Size','mm','3,100 x 2,000',''),(9252,122,2914,'No. T-slot x Size x Pitch','mm','9 x 28 x 200',''),(9253,122,2914,'Max. Load on Table','kg','15,000',''),(9254,122,2915,'X/Y/Z Rapid Feedrate','m/min.','15/15/15',''),(9255,122,2915,'Cutting Feedrate','mm/min.','1~10,000 ',''),(9256,122,2916,'Tool Magazine Capacity (Opt.)','T','40 (60/120) ',''),(9257,122,2916,'Tool Weight','kg/pc','20',''),(9258,122,2916,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9259,122,2917,'Machine Weight','kg','41,000',''),(9260,123,2918,'Spindle Speed (Opt.)','rpm','4,500 (6,000/10,000)',''),(9261,123,2918,'Spindle Power (Opt.)','kW','25/25/45',''),(9262,123,2918,'Spindle Taper (Opt.)','','BBT50',''),(9263,123,2919,'X-axis Travel','mm','4,065',''),(9264,123,2919,'Y-axis Travel','mm','2,100',''),(9265,123,2919,'Z-axis Travel(Opt.)','mm','762 (1,016)',''),(9266,123,2919,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] )',''),(9267,123,2919,'Distance Between Columns','mm','2,320',''),(9268,123,2920,'Table Size','mm','4,100 x 2,000',''),(9269,123,2920,'No. T-slot x Size x Pitch','mm','9 x 28 x 200',''),(9270,123,2920,'Max. Load on Table','kg','20,000',''),(9271,123,2921,'X/Y/Z Rapid Feedrate','m/min.','12/15/15',''),(9272,123,2921,'Cutting Feedrate','mm/min.','1~10,000 ',''),(9273,123,2922,'Tool Magazine Capacity (Opt.)','T','40 (60/120) ',''),(9274,123,2922,'Tool Weight','kg/pc','20',''),(9275,123,2922,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9276,123,2923,'Machine Weight','kg','46,000',''),(9277,124,2924,'Spindle Speed (Opt.)','rpm','4,500 (6,000/10,000)',''),(9278,124,2924,'Spindle Power (Opt.)','kW','25/25/45',''),(9279,124,2924,'Spindle Taper (Opt.)','','BBT50',''),(9280,124,2925,'X-axis Travel','mm','3,060',''),(9281,124,2925,'Y-axis Travel','mm','2,500',''),(9282,124,2925,'Z-axis Travel(Opt.)','mm','762 (1,016)',''),(9283,124,2925,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [ Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] )',''),(9284,124,2925,'Distance Between Columns','mm','2,720',''),(9285,124,2926,'Table Size','mm','3,100 x 2,400',''),(9286,124,2926,'No. T-slot x Size x Pitch','mm','11 x 28 x 200',''),(9287,124,2926,'Max. Load on Table','kg','15,000',''),(9288,124,2927,'X/Y/Z Rapid Feedrate','m/min.','15/15/15',''),(9289,124,2927,'Cutting Feedrate','mm/min.','1~10,000 ',''),(9290,124,2928,'Tool Magazine Capacity (Opt.)','T','40 (60/120) ',''),(9291,124,2928,'Tool Weight','kg/pc','20',''),(9292,124,2928,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9293,124,2929,'Machine Weight','kg','44,000',''),(9294,125,2930,'Spindle Speed (Opt.)','rpm','18,000',''),(9295,125,2930,'Spindle Power (Opt.)','kW','70',''),(9296,125,2930,'Spindle Taper (Opt.)','','HSK A63',''),(9297,125,2931,'X-axis Travel','mm','2,200',''),(9298,125,2931,'Y-axis Travel','mm','2,400',''),(9299,125,2931,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9300,125,2931,'Distance Between Spindle Nose & Table Top','mm','30" Vertical: 150-912 Horizontal: 430-1192 / 40" Vertical: 150-1116 Horizontal: 430-1446',''),(9301,125,2931,'Distance Between Columns','mm','1,800',''),(9302,125,2932,'Table Size','mm','2,000×1,500',''),(9303,125,2932,'No. T-slot x Size x Pitch','mm','8×22×180',''),(9304,125,2932,'Max. Load on Table','kg','8,000',''),(9305,125,2933,'X/Y/Z Rapid Feedrate','m/min.','24 / 24 / 20',''),(9306,125,2933,'Cutting Feedrate','mm/min.','1~20,000',''),(9307,125,2934,'Tool Magazine Capacity (Opt.)','T','40 ( 60 / 120 )',''),(9308,125,2934,'Tool Weight','kg/pc','6',''),(9309,125,2934,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø 76 x 300(ø125 x 300)',''),(9310,125,2935,'Machine Weight','kg','28,000',''),(9311,126,2936,'Spindle Speed (Opt.)','rpm','18,000',''),(9312,126,2936,'Spindle Power (Opt.)','kW','70',''),(9313,126,2936,'Spindle Taper (Opt.)','','HSK A63',''),(9314,126,2937,'X-axis Travel','mm','3,200',''),(9315,126,2937,'Y-axis Travel','mm','2,400',''),(9316,126,2937,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9317,126,2937,'Distance Between Spindle Nose & Table Top','mm','30" Vertical: 150-912 Horizontal: 430-1192 40" Vertical: 150-1116 Horizontal: 430-1446',''),(9318,126,2937,'Distance Between Columns','mm','1,800',''),(9319,126,2938,'Table Size','mm','3,000 x 1,500',''),(9320,126,2938,'No. T-slot x Size x Pitch','mm','8×22×180',''),(9321,126,2938,'Max. Load on Table','kg','10,000',''),(9322,126,2939,'X/Y/Z Rapid Feedrate','m/min.','20/24/20',''),(9323,126,2939,'Cutting Feedrate','mm/min.','1~20,000',''),(9324,126,2940,'Tool Magazine Capacity (Opt.)','T','40(60/120)',''),(9325,126,2940,'Tool Weight','kg/pc','6',''),(9326,126,2940,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø 76 x 300(ø125 x 300)',''),(9327,126,2941,'Machine Weight','kg','32,000',''),(9328,127,2942,'Spindle Speed (Opt.)','rpm','18,000',''),(9329,127,2942,'Spindle Power (Opt.)','kW','70',''),(9330,127,2942,'Spindle Taper (Opt.)','','HSK A63',''),(9331,127,2943,'X-axis Travel','mm','4,200',''),(9332,127,2943,'Y-axis Travel','mm','2,400',''),(9333,127,2943,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9334,127,2943,'Distance Between Spindle Nose & Table Top','mm','30" Vertical: 150-912 Horizontal: 430-1192 40" Vertical: 150-1116 Horizontal: 430-1446',''),(9335,127,2943,'Distance Between Columns','mm','1,800',''),(9336,127,2944,'Table Size','mm','4,000 x 1,500',''),(9337,127,2944,'No. T-slot x Size x Pitch','mm','8 × 22 × 180',''),(9338,127,2944,'Max. Load on Table','kg','12,000',''),(9339,127,2945,'X/Y/Z Rapid Feedrate','m/min.','15/24/20',''),(9340,127,2945,'Cutting Feedrate','mm/min.','1~15,000/1~20,000/1~20,000',''),(9341,127,2946,'Tool Magazine Capacity (Opt.)','T','40 ( 60 / 120 )',''),(9342,127,2946,'Tool Weight','kg/pc','6',''),(9343,127,2946,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø 76 x 300(ø125 x 300)',''),(9344,127,2947,'Machine Weight','kg','36,000',''),(9345,128,2948,'Spindle Speed (Opt.)','rpm','4,500(6,000/10,000)',''),(9346,128,2948,'Spindle Power (Opt.)','kW','25/25/45',''),(9347,128,2948,'Spindle Taper (Opt.)','','BBT50',''),(9348,128,2949,'X-axis Travel','mm','5,200',''),(9349,128,2949,'Y-axis Travel','mm','2,100',''),(9350,128,2949,'Z-axis Travel(Opt.)','mm','762 (1,016)',''),(9351,128,2949,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] )',''),(9352,128,2949,'Distance Between ColumnsDistance Between Columns','mm','2,320',''),(9353,128,2950,'Table Size','mm','5,000 x 2,100',''),(9354,128,2950,'No. T-slot x Size x Pitch','mm','9 x 28 x 200',''),(9355,128,2950,'Max. Load on Table','kg','23,000',''),(9356,128,2951,'X/Y/Z Rapid Feedrate','m/min.','12/15/15',''),(9357,128,2951,'Cutting Feedrate','mm/min.','1~10,000 ',''),(9358,128,2952,'Tool Magazine Capacity (Opt.)','T','40(60/120)',''),(9359,128,2952,'Tool Weight','kg/pc','20',''),(9360,128,2952,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9361,128,2953,'Machine Weight','kg','51,000',''),(9362,129,2954,'Spindle Speed (Opt.)','rpm','4,500(6,000/10,000)',''),(9363,129,2954,'Spindle Power (Opt.)','kW','25/25/45',''),(9364,129,2954,'Spindle Taper (Opt.)','','BBT50',''),(9365,129,2955,'X-axis Travel','mm','5,200',''),(9366,129,2955,'Y-axis Travel','mm','2,500',''),(9367,129,2955,'Z-axis Travel(Opt.)','mm','762(1,016)',''),(9368,129,2955,'Distance Between Spindle Nose & Table Top','mm','200~962 (450~1,212 [Raised Column 250] / 200~1,216 [ Z-axis Travel 1,016] )',''),(9369,129,2955,'Distance Between Columns','mm','2,720',''),(9370,129,2956,'Table Size','mm','5,000 x 2,400',''),(9371,129,2956,'No. T-slot x Size x Pitch','mm','11 x 28 x 200',''),(9372,129,2956,'Max. Load on Table','kg','23,000',''),(9373,129,2957,'X/Y/Z Rapid Feedrate','m/min.','12/15/15',''),(9374,129,2957,'Cutting Feedrate','mm/min.','1~10,000 ',''),(9375,129,2958,'Tool Magazine Capacity (Opt.)','T','40(60/120)',''),(9376,129,2958,'Tool Weight','kg/pc','20',''),(9377,129,2958,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 350 (ø240 x 350 ) ',''),(9378,129,2959,'Machine Weight','kg','54,000',''),(9379,45,2960,'Spindle Speed (Opt.)','rpm','12,000 ( 15,000 )',''),(9380,45,2960,'Spindle Power (Opt.)','kW','17 ( 17 )',''),(9381,45,2960,'Spindle Taper (Opt.)','-','BBT40',''),(9382,45,2961,'X-Axis Travel','mm','620',''),(9383,45,2961,'Y-Axis Travel','mm','520',''),(9384,45,2961,'Z-Axis Travel','mm','460',''),(9385,45,2961,'Distance Between Spindle Center and Table Top','mm','150 ~ 610',''),(9386,45,2962,'Swivel Head Degree','Degree','200° ( -90° ~ +110° )',''),(9387,45,2963,'Rotary Table Size','mm','360°',''),(9388,45,2964,'Table Size','mm','ø650',''),(9389,45,2964,'No. T-slot x Size x Pitch','mm','5 x 18 x 100',''),(9390,45,2964,'Max. Load on Table','kg','Load-Horizontal(0∘~45∘)：300、Load-Tilting(45∘~90∘)： 200',''),(9391,45,2965,'X/Y/Z Rapid Feedrate','m/min','36 / 36 / 36',''),(9392,45,2965,'Cutting Feedrate','mm/min','1~20,000',''),(9393,45,2966,'Tool Magazine Capacity (Opt.)','T','40 (60)',''),(9394,45,2966,'Tool Weight','kg/pc','6',''),(9395,45,2966,'Max. Tool Dimension (W/O Adjacent Tools)','mm','40T：ø76 x 250 (ø125 x 250 ) ( 48T/60T：ø76 x 250 (ø125 x 250 ) )',''),(9396,45,2967,'Machine Weight','kg','10000',''),(9397,46,2968,'Spindle Speed (Opt.)','rpm','12,000 ( 12,000/15,000 )',''),(9398,46,2968,'Spindle Power (Opt.)','kW','18.5 ( 25/25 )',''),(9399,46,2968,'Spindle Taper (Opt.)','-','BBT40',''),(9400,46,2969,'X-Axis Travel','mm','650',''),(9401,46,2969,'Y-Axis Travel','Mm','520',''),(9402,46,2969,'Z-axis Trave (Opt.)','mm','480',''),(9403,46,2969,'Distance Between Spindle Center and Table Top','mm','70~550',''),(9404,46,2970,'A-axis','Degree','150˚ ( 30˚/ -120˚)',''),(9405,46,2970,'C-axis','Degree','360˚',''),(9406,46,2971,'Table Size','mm','ø350',''),(9407,46,2971,'No. T-slot x Size x Pitch','mm','12',''),(9408,46,2971,'Max. Load on Table','kg','200',''),(9409,46,2972,'X/Y/Z Rapid Feedrate','m/min','36/36/36',''),(9410,46,2972,'Cutting Feedrate','mm/min','1~20,000',''),(9411,46,2973,'Tool Magazine Capacity (Opt.)','T','24 (30 / 40 / 60 )',''),(9412,46,2973,'Tool Weight','kg/pc','6',''),(9413,46,2973,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø125 x 280',''),(9414,46,2974,'Machine Weight','kg','6200',''),(9415,47,2975,'Max. Turning Diameter','mm','ø260',''),(9416,47,2975,'Max. Turning Length','mm','600',''),(9417,47,2976,'Chuck Size','-','6"',''),(9418,47,2976,'Spindle Nose','-','A2-5',''),(9419,47,2976,'Hole Through Spindle','mm','ø62',''),(9420,47,2976,'Hole Through Draw Bar','mm','ø52',''),(9421,47,2976,'Spindle Speed','rpm','5,000',''),(9422,47,2977,'X-axis Travel','mm','150 (130+20)',''),(9423,47,2977,'Z-axis Travel','mm','600',''),(9424,47,2978,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9425,47,2978,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','30 / 1~10,000',''),(9426,47,2979,'Main Spindle Motor','kW','11 / 15',''),(9427,47,2980,'Turret Type','-','Servo Turret (Hydraulic Clamping)',''),(9428,47,2980,'Turret Capacity (opt.)','-','12T',''),(9429,47,2980,'Swing Over Turret','mm','ø490',''),(9430,47,2981,'Quill Taper','-','MT-4',''),(9431,47,2981,'Quill Stroke','mm','500',''),(9432,47,2982,'Machine Weight','kg','3700',''),(9433,48,2983,'Max. Turning Diameter','mm','ø590',''),(9434,48,2983,'Max. Turning Length','mm','1,189',''),(9435,48,2984,'Chuck Size','-','12',''),(9436,48,2984,'Spindle Nose','-','A2-8',''),(9437,48,2984,'Hole Through Spindle','mm','ø105',''),(9438,48,2984,'Hole Through Draw Bar','mm','ø93',''),(9439,48,2984,'Spindle Speed','rpm','12"L: 7~180~719 H: 30~751~2,500',''),(9440,48,2985,'X-axis Travel','mm','310(295+15)',''),(9441,48,2985,'Z-axis Travel','mm','1250',''),(9442,48,2986,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','15 / 1~5,000',''),(9443,48,2986,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~5,000',''),(9444,48,2987,'Main Spindle Motor','kW','22 / 26',''),(9445,48,2988,'Turret Type','-','Hydraulic TurretHydraulic Turret',''),(9446,48,2988,'Turret Capacity (opt.)','-','12 (10 / 8)',''),(9447,48,2988,'Swing Over Turret','mm','ø640',''),(9448,48,2989,'Quill Taper','-','MT-4',''),(9449,48,2989,'Quill Stroke','mm','1080',''),(9450,48,2990,'Machine Weight','kg','7000',''),(9451,90,2991,'Max. Turning Diameter','mm','ø230',''),(9452,90,2991,'Max. Turning Length','mm','370',''),(9453,90,2992,'Chuck Size','','6”',''),(9454,90,2992,'Spindle Nose','','A2-5',''),(9455,90,2992,'Hole Through Spindle','mm','ø56',''),(9456,90,2992,'Hole Through Draw Bar','mm','ø45',''),(9457,90,2992,'Spindle Speed','rpm','6,000',''),(9458,90,2993,'C-axis Speed','rpm','50',''),(9459,90,2994,'X-axis Travel','mm','177(115+62)',''),(9460,90,2994,'Z-axis Travel','mm','370',''),(9461,90,2995,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9462,90,2995,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','30 / 1~10,000',''),(9463,90,2996,'Main Spindle Motor','kW','(L) 3.7/7.5 (H) 5.5/11',''),(9464,90,2997,'Turret Type','','Radial Power Turret(Hydraulic Clamping)',''),(9465,90,2997,'Turret Capacity (opt.)','','12',''),(9466,90,2997,'Live Tool Motor Speed','rpm','4,500',''),(9467,90,2997,'Live Tool Motor Torque','kgf-m','2',''),(9468,90,2997,'Swing Over Turret','mm','ø560',''),(9469,90,2998,'Quill Taper','','MT-4',''),(9470,90,2998,'Quill Stroke','mm','260',''),(9471,90,2999,'Machine Weight','kg','4,260',''),(9472,89,3000,'Max. Turning Diameter','mm','Ø320',''),(9473,89,3000,'Max. Turning Length','mm','570',''),(9474,89,3001,'Chuck Size','','8”',''),(9475,89,3001,'Spindle Nose','','A2-6',''),(9476,89,3001,'Hole Through Spindle','mm','Ø80',''),(9477,89,3001,'Hole Through Draw Bar','mm','Ø66',''),(9478,89,3001,'Spindle Speed','rpm','5,000',''),(9479,89,3002,'X-axis Travel','mm','175(160+15)',''),(9480,89,3002,'Z-axis Travel','mm','570',''),(9481,89,3002,'Y-axis Travel','mm','90 ( 50/-40)',''),(9482,89,3002,'B-axis Travel','mm','650(*1)',''),(9483,89,3003,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','30 / 1~10,000',''),(9484,89,3003,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','36 / 1~10,000',''),(9485,89,3003,'"Y -axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','10 / 1~10,000',''),(9486,89,3003,'"B -axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 (*1)/ 1~10,000',''),(9487,89,3004,'Main Spindle Motor','kW','18.5/22/30',''),(9488,89,3005,'Turret Type','','Radial Power Turret (Servo Rotation, Hydraulic Clamping)',''),(9489,89,3005,'Turret Capacity (opt.)','','12T(BMT55)',''),(9490,89,3005,'Live Tool Motor Speed','rpm','100~4,000',''),(9491,89,3005,'Live Tool Motor Torque','kgf-m','3.57',''),(9492,89,3005,'Swing Over Turret','mm','Ø615',''),(9493,89,3006,'Quill Taper','','MT-4',''),(9494,89,3006,'Quill Stroke','mm','240/570',''),(9495,89,3007,'Machine Weight','kg','5,020/5,420',''),(9496,143,3008,'Max. Turning Diameter','mm','Ø310',''),(9497,143,3008,'Max. Turning Length','mm','570',''),(9498,143,3009,'Chuck Size','','8”',''),(9499,143,3009,'Spindle Nose','','A2-6',''),(9500,143,3009,'Hole Through Spindle','mm','Ø80',''),(9501,143,3009,'Hole Through Draw Bar','mm','Ø66',''),(9502,143,3009,'Spindle Speed','rpm','5,000',''),(9503,143,3010,'Chuck Size','','6”',''),(9504,143,3010,'Spindle Nose','','A2-5',''),(9505,143,3010,'Hole Through Spindle','mm','Ø55',''),(9506,143,3010,'Hole Through Draw Bar','mm','Ø45',''),(9507,143,3010,'Spindle Speed','rpm','6,000',''),(9508,143,3011,'X-axis Travel','mm','160(155+ 5)',''),(9509,143,3011,'Z-axis Travel','mm','570',''),(9510,143,3011,'Y-axis Travel','mm','90 (+ 50/-40)',''),(9511,143,3011,'B-axis Travel','mm','650',''),(9512,143,3012,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','30 / 1~10,000',''),(9513,143,3012,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','36 / 1~10,000',''),(9514,143,3012,'"Y -axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','10/ 1~10,000',''),(9515,143,3012,'"B -axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9516,143,3013,'Main Spindle Motor','kW','18.5/22/30',''),(9517,143,3013,'Sub Spindle Motor','kW','7.5 / 11',''),(9518,143,3014,'Turret Type','','Radial Power Turret (Servo Rotation, Hydraulic Clamping)',''),(9519,143,3014,'Turret Capacity (opt.)','','12T(BMT55)',''),(9520,143,3014,'Live Tool Motor Speed','rpm','100~4,000',''),(9521,143,3014,'Live Tool Motor Torque','kgf-m','3.57',''),(9522,143,3014,'Swing Over Turret','mm','Ø615',''),(9523,143,3015,'Machine Weight','kg','6,180',''),(9524,146,3016,'Max. Turning Diameter','mm','ø360 ',''),(9525,146,3016,'Max. Turning Length','mm','1,233',''),(9526,146,3017,'Chuck Size','','12',''),(9527,146,3017,'Spindle Nose','','A2-8',''),(9528,146,3017,'Hole Through Spindle','mm','ø105 ',''),(9529,146,3017,'Hole Through Draw Bar','mm','ø91',''),(9530,146,3017,'Spindle Speed','rpm','3,000',''),(9531,146,3018,'X-axis Travel','mm','275 (180+95)',''),(9532,146,3018,'Z-axis Travel','mm','1,283',''),(9533,146,3019,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9534,146,3019,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9535,146,3020,'Main Spindle Motor','kW','(L)11/18.5 (H)15/18.5',''),(9536,146,3021,'Turret Type','','Radial Power Turret (Servo Rotation, Hydraulic Clamping)',''),(9537,146,3021,'Turret Capacity (opt.)','','12',''),(9538,146,3021,'Live Tool Motor Speed','rpm','3,000',''),(9539,146,3021,'Live Tool Motor Torque','kgf-m','4',''),(9540,146,3021,'Swing Over Turret','mm','ø650',''),(9541,146,3022,'Quill Taper','','MT-5',''),(9542,146,3022,'Quill Stroke','mm','1,155',''),(9543,146,3023,'Machine Weight','kg','7,850',''),(9544,130,3024,'Max. Turning Diameter','mm','ø260',''),(9545,130,3024,'Max. Turning Length','mm','345',''),(9546,130,3025,'Chuck Size','','8”',''),(9547,130,3025,'Spindle Nose','','A2-6',''),(9548,130,3025,'Hole Through Spindle','mm','ø62',''),(9549,130,3025,'Hole Through Draw Bar','mm','ø52',''),(9550,130,3025,'Spindle Speed','rpm','4,500',''),(9551,130,3026,'X-axis Travel','mm','150 (130+20)',''),(9552,130,3026,'Z-axis Travel','mm','345',''),(9553,130,3027,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9554,130,3027,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','30 / 1~10,000',''),(9555,130,3028,'Main Spindle Motor','kW','(L) 3.7/7.5 (H) 5.5/11',''),(9556,130,3029,'Turret Type','','Servo Turret(Hydraulic Clamping)',''),(9557,130,3029,'Turret Capacity (opt.)','','10',''),(9558,130,3029,'Swing Over Turret','mm','ø490',''),(9559,130,3030,'Quill Taper','','MT-4',''),(9560,130,3030,'Quill Stroke','mm','260',''),(9561,130,3031,'Machine Weight','kg','4,210',''),(9562,131,3032,'Max. Turning Diameter','mm','Ø270',''),(9563,131,3032,'Max. Turning Length','mm','560',''),(9564,131,3033,'Chuck Size','','8”',''),(9565,131,3033,'Spindle Nose','','A2-6',''),(9566,131,3033,'Hole Through Spindle','mm','Ø 62 ( Ø 77 )',''),(9567,131,3033,'Hole Through Draw Bar','mm','Ø 52 ( Ø 66 )',''),(9568,131,3033,'Spindle Speed','rpm','4,500',''),(9569,131,3034,'X-axis Travel','mm','230 ( 135 + 95 )',''),(9570,131,3034,'Z-axis Travel','mm','560',''),(9571,131,3035,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9572,131,3035,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9573,131,3036,'Main Spindle Motor','kW','(L) 7.5/15, (H) 11/15',''),(9574,131,3037,'Turret Type','','Radial Power Turret(Hydraulic Clamping)',''),(9575,131,3037,'Turret Capacity (opt.)','','12T',''),(9576,131,3037,'Live Tool Motor Speed','rpm','3,000',''),(9577,131,3037,'Live Tool Motor Torque','kgf-m','4',''),(9578,131,3037,'Swing Over Turret','mm','Ø650',''),(9579,131,3038,'Quill Taper','','MT-5(MT-4)',''),(9580,131,3038,'Quill Stroke','mm','440',''),(9581,131,3039,'Machine Weight','kg','6,000',''),(9582,132,3040,'Max. Turning Diameter','mm','Ø350',''),(9583,132,3040,'Max. Turning Length','mm','515',''),(9584,132,3041,'Chuck Size','','10''',''),(9585,132,3041,'Spindle Nose','','A2-8',''),(9586,132,3041,'Hole Through Spindle','mm','Ø88',''),(9587,132,3041,'Hole Through Draw Bar','mm','Ø 75 ( Ø 78 )',''),(9588,132,3041,'Spindle Speed','rpm','3,500',''),(9589,132,3042,'X-axis Travel','mm','195 ( 175 + 20 )',''),(9590,132,3042,'Z-axis Travel','mm','515',''),(9591,132,3043,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9592,132,3043,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9593,132,3044,'Main Spindle Motor','kW','(L) 7.5/15 , (H) 11/15',''),(9594,132,3045,'Turret Type','','Servo Turret(Hydraulic Clamping)',''),(9595,132,3045,'Turret Capacity (opt.)','','10T',''),(9596,132,3045,'Swing Over Turret','mm','Ø585',''),(9597,132,3046,'Quill Taper','','MT-5(MT-4)',''),(9598,132,3046,'Quill Stroke','mm','415',''),(9599,132,3047,'Machine Weight','kg','6,200',''),(9600,133,3048,'Max. Turning Diameter','mm','ø360',''),(9601,133,3048,'Max. Turning Length','mm','742',''),(9602,133,3049,'Chuck Size','','10',''),(9603,133,3049,'Spindle Nose','','A2-8',''),(9604,133,3049,'Hole Through Spindle','mm','ø88',''),(9605,133,3049,'Hole Through Draw Bar','mm','ø75',''),(9606,133,3049,'Spindle Speed','rpm','3,500',''),(9607,133,3050,'X-axis Travel','mm','275 (180+95)',''),(9608,133,3050,'Z-axis Travel','mm','742',''),(9609,133,3051,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9610,133,3051,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9611,133,3052,'Main Spindle Motor','kW','(L)11/18.5 (H)15/18.5',''),(9612,133,3053,'Turret Type','','Radial Power Turret (Servo Rotation, Hydraulic Clamping)',''),(9613,133,3053,'Turret Capacity (opt.)','','12',''),(9614,133,3053,'Live Tool Motor Speed','rpm','3,000',''),(9615,133,3053,'Live Tool Motor Torque','kgf-m','4',''),(9616,133,3053,'Swing Over Turret','mm','ø650',''),(9617,133,3054,'Quill Taper','','MT-5',''),(9618,133,3054,'Quill Stroke','mm','605',''),(9619,133,3055,'Machine Weight','kg','6,950',''),(9620,134,3056,'Max. Turning Diameter','mm','ø440',''),(9621,134,3056,'Max. Turning Length','mm','700',''),(9622,134,3057,'Chuck Size','','12',''),(9623,134,3057,'Spindle Nose','','A2-8',''),(9624,134,3057,'Hole Through Spindle','mm','ø105',''),(9625,134,3057,'Hole Through Draw Bar','mm','ø91',''),(9626,134,3057,'Spindle Speed','rpm','3,000',''),(9627,134,3058,'X-axis Travel','mm','245 (220+25)',''),(9628,134,3058,'Z-axis Travel','mm','700',''),(9629,134,3059,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9630,134,3059,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9631,134,3060,'Main Spindle Motor','kW','(L)11/18.5 (H)15/18.5',''),(9632,134,3061,'Turret Type','','Servo Turret(Hydraulic Clamping)',''),(9633,134,3061,'Turret Capacity (opt.)','','8',''),(9634,134,3061,'Swing Over Turret','mm','ø610',''),(9635,134,3062,'Quill Taper','','MT-5',''),(9636,134,3062,'Quill Stroke','mm','605',''),(9637,134,3063,'Machine Weight','kg','6,950',''),(9638,135,3064,'Max. Turning Diameter','mm','ø260',''),(9639,135,3064,'Max. Turning Length','mm','600',''),(9640,135,3065,'Chuck Size','','8”',''),(9641,135,3065,'Spindle Nose','','A2-6',''),(9642,135,3065,'Hole Through Spindle','mm','ø77',''),(9643,135,3065,'Hole Through Draw Bar','mm','ø66',''),(9644,135,3065,'Spindle Speed','rpm','4,500',''),(9645,135,3066,'X-axis Travel','mm','150 (130+20)',''),(9646,135,3066,'Z-axis Travel','mm','600',''),(9647,135,3067,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9648,135,3067,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','30 / 1~10,000',''),(9649,135,3068,'Main Spindle Motor','kW','11 - 15',''),(9650,135,3069,'Turret Type','','Servo Turret(Hydraulic Clamping)',''),(9651,135,3069,'Turret Capacity (opt.)','','10T',''),(9652,135,3069,'Swing Over Turret','mm','ø490',''),(9653,135,3070,'Quill Taper','','MT-4',''),(9654,135,3070,'Quill Stroke','mm','500',''),(9655,135,3071,'Machine Weight','kg','3,700',''),(9656,136,3072,'Max. Turning Diameter','mm','ø470',''),(9657,136,3072,'Max. Turning Length','mm','647 (638)',''),(9658,136,3073,'Chuck Size','','10" (12")',''),(9659,136,3073,'Spindle Nose','','A2-8',''),(9660,136,3073,'Hole Through Spindle','mm','ø88',''),(9661,136,3073,'Hole Through Draw Bar','mm','ø78',''),(9662,136,3073,'Spindle Speed','rpm','10" L: 8~195~783H: 40~1,007~4,000 12" L: 8~195~783H: 40~1,007~2,500',''),(9663,136,3074,'X-axis Travel','mm','250(235+15)',''),(9664,136,3074,'Z-axis Travel','mm','700',''),(9665,136,3075,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','15 / 1~5,000',''),(9666,136,3075,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~5,000',''),(9667,136,3076,'Main Spindle Motor','kW','42,309',''),(9668,136,3077,'Turret Type','','Hydraulic Turret',''),(9669,136,3077,'Turret Capacity (opt.)','','12T (8T)',''),(9670,136,3077,'Swing Over Turret','mm','ø640',''),(9671,136,3078,'Quill Taper','','MT-5',''),(9672,136,3078,'Quill Stroke','mm','530',''),(9673,136,3079,'Machine Weight','kg','4,400',''),(9674,137,3080,'Max. Turning Diameter','mm','ø730',''),(9675,137,3080,'Max. Turning Length','mm','3,111',''),(9676,137,3081,'Chuck Size','','15" (18", 21")',''),(9677,137,3081,'Spindle Nose','','A2-11',''),(9678,137,3081,'Hole Through Spindle','mm','ø130',''),(9679,137,3081,'Hole Through Draw Bar','mm','ø117',''),(9680,137,3081,'Spindle Speed','rpm','1,800 rpm (15") / 1,600 rpm (18") / 1,200 rpm (21")',''),(9681,137,3081,'C-axis Speed','rpm','50',''),(9682,137,3082,'X-axis Travel','mm','415 (365+50)',''),(9683,137,3082,'Z-axis Travel','mm','3,200',''),(9684,137,3083,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','16 / 1~10,000',''),(9685,137,3083,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','12 / 1~10,000',''),(9686,137,3084,'Main Spindle Motor','kW','30 / 37',''),(9687,137,3085,'Turret Type','','Radial Power Turret (Servo Rotation, Hydraulic Clamping)',''),(9688,137,3085,'Turret Capacity (opt.)','','12T(BMT85)',''),(9689,137,3085,'Live Tool Motor Speed','rpm','100~3,000',''),(9690,137,3085,'Live Tool Motor Torque','kgf-m','16',''),(9691,137,3085,'Swing Over Turret','mm','ø890',''),(9692,137,3086,'Quill Taper','','MT-5',''),(9693,137,3086,'Quill Stroke','mm','3,015',''),(9694,137,3087,'Machine Weight','kg','15,500',''),(9695,138,3088,'Max. Turning Diameter','mm','ø350',''),(9696,138,3088,'Max. Turning Length','mm','686',''),(9697,138,3089,'Chuck Size','','10',''),(9698,138,3089,'Spindle Nose','','A2-8',''),(9699,138,3089,'Hole Through Spindle','mm','ø91',''),(9700,138,3089,'Hole Through Draw Bar','mm','ø75 (ø80)',''),(9701,138,3089,'Spindle Speed','rpm','3,500',''),(9702,138,3089,'C-axis Speed','rpm','50',''),(9703,138,3090,'Chuck Size','','6',''),(9704,138,3090,'Spindle Nose','','A2-5',''),(9705,138,3090,'Hole Through Spindle','mm','ø43',''),(9706,138,3090,'Hole Through Draw Bar','mm','ø33',''),(9707,138,3090,'Spindle Speed','rpm','6,000',''),(9708,138,3090,'C-axis Speed','rpm','50',''),(9709,138,3091,'X-axis Travel','mm','260(175+85)',''),(9710,138,3091,'Z-axis Travel','mm','780',''),(9711,138,3091,'Y-axis Travel','mm','100 (±50)',''),(9712,138,3091,'B-axis Travel','mm','770',''),(9713,138,3092,'"X - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9714,138,3092,'"Z - axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','24 / 1~10,000',''),(9715,138,3092,'"Y -axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','10 / 1~10,000',''),(9716,138,3092,'"B -axis Rapid Feedrate / Cutting Feedrate"','m/min / mm/min','20 / 1~10,000',''),(9717,138,3093,'Main Spindle Motor','kW','15/22',''),(9718,138,3093,'Sub Spindle Motor','kW','5.5/7.5',''),(9719,138,3094,'Turret Type','','Radial Power Turret',''),(9720,138,3094,'Turret Capacity (opt.)','','12T(16T)',''),(9721,138,3094,'Live Tool Motor Speed','rpm','4,500',''),(9722,138,3094,'Live Tool Motor Torque','kgf-m','3.6',''),(9723,138,3094,'Swing Over Turret','mm','ø720',''),(9724,138,3095,'Machine Weight','kg','7,450',''),(9725,472,3096,'Travel (XxYxZ)','mm','2500-8500x660x750',''),(9726,472,3096,'Spindle Speed','r.p.m','20000',''),(9727,472,3096,'Spindle Taper','','BT40',''),(9728,472,3096,'Tool Changer Format','','Disc type',''),(9729,472,3096,'Tool Capacity','','24 pcs',''),(9730,472,3096,'Lubricating System','','Automative lubricating',''),(9731,472,3096,'Operation System','','FANUC / SIEMENS',''),(9732,472,3096,'Area','mm','6500-13000*3400',''),(9733,472,3096,'Weight','Kg','11000-19000',''),(9734,475,3097,'Travel (XxYxZ)','mm','2500-6500x600x610',''),(9735,475,3097,'Spindle Speed','r.p.m','12000',''),(9736,475,3097,'Spindle Taper','','BT40',''),(9737,475,3097,'Tool Changer Format','','Disc type',''),(9738,475,3097,'Tool Capacity','','24',''),(9739,475,3097,'Feeding Speed','mm/min','1~20000',''),(9740,475,3097,'Operation System','','FANUC / SIEMENS',''),(9741,475,3097,'Distance between spindle nose to table surface','mm','90-700',''),(9742,475,3097,'Tool Change Time','','3 ses',''),(9752,476,3099,'Travel (XxYxZ)','mm','2500x1800x700',''),(9753,476,3099,'Spindle Speed','r.p.m','12000',''),(9754,476,3099,'Spindle Taper','','BBT40',''),(9755,476,3099,'Tool Changer Format','','Disc type',''),(9756,476,3099,'Tool Capacity','','24',''),(9757,476,3099,'Tool Change Time','','1.8 ses',''),(9758,476,3099,'Operation System','','FANUC / SIEMENS',''),(9759,476,3099,'Feeding Speed','mm/min','1~20000',''),(9760,476,3099,'Distance between spindle nose to table surface','mm','120-820',''),(9761,153,3100,'Normal Force','KN','630',''),(9762,153,3100,'Bending Length','mm','2500',''),(9763,153,3100,'Poles Distance','mm','2000',''),(9764,153,3100,'Throat/Depth','mm','400',''),(9765,153,3100,'Stroke','mm','150',''),(9766,153,3100,'Max. Opening','mm','380',''),(9767,153,3100,'Main Power','KW','5.5',''),(9768,153,3100,'X-travel','mm','500',''),(9769,153,3100,'Dimension','LxWxH(mm)','3100x1450x2300',''),(9770,152,3101,'Normal Force','KN','1100',''),(9771,152,3101,'Bending Length','mm','3200',''),(9772,152,3101,'Poles Distance','mm','2700',''),(9773,152,3101,'Throat/Depth','mm','400',''),(9774,152,3101,'Stroke','mm','200',''),(9775,152,3101,'Max. Opening','mm','450',''),(9776,152,3101,'Main Power','KW','7.5',''),(9777,152,3101,'X-travel','mm','500',''),(9778,152,3101,'Dimension','LxWxH(mm)','3500x1580x2500',''),(9779,154,3102,'Normal Force','KN','1100',''),(9780,154,3102,'Bending Length','mm','4000',''),(9781,154,3102,'Poles Distance','mm','2700',''),(9782,154,3102,'Throat/Depth','mm','400',''),(9783,154,3102,'Stroke','mm','200',''),(9784,154,3102,'Max. Opening','mm','450',''),(9785,154,3102,'Main Power','KW','7.5',''),(9786,154,3102,'X-travel','mm','500',''),(9787,154,3102,'Dimension','LxWxH(mm)','4500x1600x2500',''),(9788,156,3103,'Normal Force','kN','1250',''),(9789,156,3103,'Bending Length','mm','3200',''),(9790,156,3103,'Poles Distance','mm','2700',''),(9791,156,3103,'Throat/Depth','mm','400',''),(9792,156,3103,'Stroke','mm','200',''),(9793,156,3103,'Max. Opening','mm','450',''),(9794,156,3103,'Main Power','KW','11',''),(9795,156,3103,'X-travel','mm','500',''),(9796,156,3103,'Dimension','LxWxH(mm)','3500x1580x2500',''),(9797,157,3104,'Normal Force','kN','1250',''),(9798,157,3104,'Bending Length','mm','4000',''),(9799,157,3104,'Poles Distance','mm','3500',''),(9800,157,3104,'Throat/Depth','mm','400',''),(9801,157,3104,'Stroke','mm','200',''),(9802,157,3104,'Max. Opening','mm','450',''),(9803,157,3104,'Main Power','KW','11',''),(9804,157,3104,'X-travel','mm','500',''),(9805,157,3104,'Dimension','LxWxH(mm)','4500x1700x2800',''),(9806,158,3105,'Normal Force','kN','1600',''),(9807,158,3105,'Bending Length','mm','3200',''),(9808,158,3105,'Poles Distance','mm','2700',''),(9809,158,3105,'Throat/Depth','mm','400',''),(9810,158,3105,'Stroke','mm','200',''),(9811,158,3105,'Max. Opening','mm','450',''),(9812,158,3105,'Main Power','KW','11',''),(9813,158,3105,'X-travel','mm','500',''),(9814,158,3105,'Dimension','LxWxH(mm)','3500x1650x2600',''),(9815,159,3106,'Normal Force','kN','1600',''),(9816,159,3106,'Bending Length','mm','4000',''),(9817,159,3106,'Poles Distance','mm','3500',''),(9818,159,3106,'Throat/Depth','mm','400',''),(9819,159,3106,'Stroke','mm','200',''),(9820,159,3106,'Max. Opening','mm','450',''),(9821,159,3106,'Main Power','KW','11',''),(9822,159,3106,'X-travel','mm','500',''),(9823,159,3106,'Dimension','LxWxH(mm)','4500x1700x2800',''),(9824,160,3107,'Normal Force','kN','2000',''),(9825,160,3107,'Bending Length','mm','3200',''),(9826,160,3107,'Poles Distance','mm','2700',''),(9827,160,3107,'Throat/Depth','mm','400',''),(9828,160,3107,'Stroke','mm','200',''),(9829,160,3107,'Max. Opening','mm','450',''),(9830,160,3107,'Main Power','KW','15',''),(9831,160,3107,'X-travel','mm','500',''),(9832,160,3107,'Dimension','LxWxH(mm)','3500x1680x2700',''),(9833,161,3108,'Normal Force','kN','2000',''),(9834,161,3108,'Bending Length','mm','4000',''),(9835,161,3108,'Poles Distance','mm','3500',''),(9836,161,3108,'Throat/Depth','mm','400',''),(9837,161,3108,'Stroke','mm','200',''),(9838,161,3108,'Max. Opening','mm','450',''),(9839,161,3108,'Main Power','KW','15',''),(9840,161,3108,'X-travel','mm','500',''),(9841,161,3108,'Dimension','LxWxH(mm)','4500x1700x2800',''),(9842,162,3109,'Normal Force','kN','2500',''),(9843,162,3109,'Bending Length','mm','3200',''),(9844,162,3109,'Poles Distance','mm','2700',''),(9845,162,3109,'Throat/Depth','mm','400',''),(9846,162,3109,'Stroke','mm','200',''),(9847,162,3109,'Max. Opening','mm','450',''),(9848,162,3109,'Main Power','KW','15',''),(9849,162,3109,'X-travel','mm','500',''),(9850,162,3109,'Dimension','LxWxH(mm)','3500x1700x2760',''),(9851,163,3110,'Normal Force','kN','2500',''),(9852,163,3110,'Bending Length','mm','4000',''),(9853,163,3110,'Poles Distance','mm','3500',''),(9854,163,3110,'Throat/Depth','mm','400',''),(9855,163,3110,'Stroke','mm','200',''),(9856,163,3110,'Max. Opening','mm','450',''),(9857,163,3110,'Main Power','KW','15',''),(9858,163,3110,'X-travel','mm','500',''),(9859,163,3110,'Dimension','LxWxH(mm)','4500x1800x2800',''),(9860,164,3111,'Normal Force','kN','3000',''),(9861,164,3111,'Bending Length','mm','3200',''),(9862,164,3111,'Poles Distance','mm','2700',''),(9863,164,3111,'Throat/Depth','mm','400',''),(9864,164,3111,'Stroke','mm','300',''),(9865,164,3111,'Max. Opening','mm','500',''),(9866,164,3111,'Main Power','KW','22',''),(9867,164,3111,'X-travel','mm','500',''),(9868,164,3111,'Dimension','LxWxH(mm)','3500x1800x2900',''),(9869,166,3112,'Normal Force','kN','3000',''),(9870,166,3112,'Bending Length','mm','4000',''),(9871,166,3112,'Poles Distance','mm','3500',''),(9872,166,3112,'Throat/Depth','mm','400',''),(9873,166,3112,'Stroke','mm','300',''),(9874,166,3112,'Max. Opening','mm','500',''),(9875,166,3112,'Main Power','KW','22',''),(9876,166,3112,'X-travel','mm','500',''),(9877,166,3112,'Dimension','LxWxH(mm)','4500x2100x3000',''),(9878,184,3113,'Bending Length','mm','5020',''),(9879,184,3113,'Pressure Force','Ton','50',''),(9880,184,3113,'Max.Stroke','mm','300',''),(9881,184,3113,'Q-Distance Between Tables','mm','590',''),(9882,184,3113,'Approaching Speed','mm/sec','150',''),(9883,184,3113,'Bending Speed','mm/sec','20',''),(9884,184,3113,'Return Speed','mm/sec','150',''),(9885,184,3113,'Main Motor Power','kW','11',''),(9886,184,3113,'Dimension','mm','3170x2260x2500',''),(9887,184,3113,'Machine Weight','Kg','3170',''),(9888,185,3114,'Bending Length','mm','3020',''),(9889,185,3114,'Pressure Force','ton','100',''),(9890,185,3114,'Max.Stroke','C','300',''),(9891,185,3114,'Daylight','D','530',''),(9892,185,3114,'Approaching Speed','mm/sec','160',''),(9893,185,3114,'Bending Speed','mm/sec','10',''),(9894,185,3114,'Return Speed','mm/sec','150',''),(9895,185,3114,'Main Motor Power','kW','11',''),(9896,185,3114,'Dimension & Weight','mm & Kg','3725x2260x2780 & 8550',''),(9897,185,3114,'Oil Tank Cpacity','Litre','190',''),(9898,167,3115,'Normal Force','(kN)','400',''),(9899,167,3115,'Bending Length','(mm)','2500',''),(9900,167,3115,'Poles Distance','(mm)','1850',''),(9901,167,3115,'Throat/Depth','(mm)','220',''),(9902,167,3115,'Stroke','(mm)','100',''),(9903,167,3115,'Max. Opening','(mm)','320',''),(9904,167,3115,'Main Power','(KW)','5.5',''),(9905,167,3115,'Dimension','LxWxH(mm)','2500x1200x1910',''),(9906,168,3116,'Normal Force','(kN)','630',''),(9907,168,3116,'Bending Length','(mm)','2500',''),(9908,168,3116,'Poles Distance','(mm)','1900',''),(9909,168,3116,'Throat/Depth','(mm)','260',''),(9910,168,3116,'Stroke','(mm)','120',''),(9911,168,3116,'Max. Opening','(mm)','320',''),(9912,168,3116,'Main Power','(KW)','5.5',''),(9913,168,3116,'Dimension','LxWxH(mm)','2500x1300x2210',''),(9914,181,3117,'Normal Force','(kN)','630',''),(9915,181,3117,'Bending Length','(mm)','3200',''),(9916,181,3117,'Poles Distance','(mm)','2560',''),(9917,181,3117,'Throat/Depth','(mm)','260',''),(9918,181,3117,'Stroke','(mm)','120',''),(9919,181,3117,'Max. Opening','(mm)','320',''),(9920,181,3117,'Main Power','(KW)','5.5',''),(9921,181,3117,'Dimension','LxWxH(mm)','3200x1300x2210',''),(9922,170,3118,'Normal Force','(kN)','800',''),(9923,170,3118,'Bending Length','(mm)','2500',''),(9924,170,3118,'Poles Distance','(mm)','1990',''),(9925,170,3118,'Throat/Depth','(mm)','320',''),(9926,170,3118,'Stroke','(mm)','120',''),(9927,170,3118,'Max. Opening','(mm)','320',''),(9928,170,3118,'Main Power','(KW)','7.5',''),(9929,170,3118,'Dimension','LxWxH(mm)','2500x1400x2300',''),(9930,171,3119,'Normal Force','(kN)','800',''),(9931,171,3119,'Bending Length','(mm)','3200',''),(9932,171,3119,'Poles Distance','(mm)','2560',''),(9933,171,3119,'Throat/Depth','(mm)','320',''),(9934,171,3119,'Stroke','(mm)','120',''),(9935,171,3119,'Max. Opening','(mm)','350',''),(9936,171,3119,'Main Power','(KW)','7.5',''),(9937,171,3119,'Dimension','LxWxH(mm)','3200x1500x2300',''),(9938,172,3120,'Normal Force','(kN)','1000',''),(9939,172,3120,'Bending Length','(mm)','2500',''),(9940,172,3120,'Poles Distance','(mm)','2020',''),(9941,172,3120,'Throat/Depth','(mm)','320',''),(9942,172,3120,'Stroke','(mm)','150',''),(9943,172,3120,'Max. Opening','(mm)','400',''),(9944,172,3120,'Main Power','(KW)','75',''),(9945,172,3120,'Dimension','LxWxH(mm)','2500x1600x2400',''),(9946,173,3121,'Normal Force','(kN)','1000',''),(9947,173,3121,'Bending Length','(mm)','3200',''),(9948,173,3121,'Poles Distance','(mm)','2600',''),(9949,173,3121,'Throat/Depth','(mm)','320',''),(9950,173,3121,'Stroke','(mm)','150',''),(9951,173,3121,'Max. Opening','(mm)','400',''),(9952,173,3121,'Main Power','(KW)','7.5',''),(9953,173,3121,'Dimension','LxWxH(mm)','3200x1600x2600',''),(9954,182,3122,'Normal Force','(kN)','1250',''),(9955,182,3122,'Bending Length','(mm)','2500',''),(9956,182,3122,'Poles Distance','(mm)','2020',''),(9957,182,3122,'Throat/Depth','(mm)','320',''),(9958,182,3122,'Stroke','(mm)','150',''),(9959,182,3122,'Max. Opening','(mm)','400',''),(9960,182,3122,'Main Power','(KW)','11',''),(9961,182,3122,'Dimension','LxWxH(mm)','2500x1600x2400',''),(9962,183,3123,'Normal Force','(kN)','1250',''),(9963,183,3123,'Bending Length','(mm)','3200',''),(9964,183,3123,'Poles Distance','(mm)','2580',''),(9965,183,3123,'Throat/Depth','(mm)','320',''),(9966,183,3123,'Stroke','(mm)','150',''),(9967,183,3123,'Max. Opening','(mm)','400',''),(9968,183,3123,'Main Power','(KW)','11',''),(9969,183,3123,'Dimension','LxWxH(mm)','3200x1600x2600',''),(9970,174,3124,'Normal Force','(kN)','1600',''),(9971,174,3124,'Bending Length','(mm)','3200',''),(9972,174,3124,'Poles Distance','(mm)','2600',''),(9973,174,3124,'Throat/Depth','(mm)','320',''),(9974,174,3124,'Stroke','(mm)','200',''),(9975,174,3124,'Max. Opening','(mm)','460',''),(9976,174,3124,'Main Power','(KW)','11',''),(9977,174,3124,'Dimension','LxWxH(mm)','3200x1700x2700',''),(9978,175,3125,'Normal Force','(kN)','1600',''),(9979,175,3125,'Bending Length','(mm)','4000',''),(9980,175,3125,'Poles Distance','(mm)','3000',''),(9981,175,3125,'Throat/Depth','(mm)','320',''),(9982,175,3125,'Stroke','(mm)','200',''),(9983,175,3125,'Max. Opening','(mm)','460',''),(9984,175,3125,'Main Power','(KW)','11',''),(9985,175,3125,'Dimension','LxWxH(mm)','4000x1700x2800',''),(9986,176,3126,'Normal Force','(kN)','2000',''),(9987,176,3126,'Bending Length','(mm)','3200',''),(9988,176,3126,'Poles Distance','(mm)','2500',''),(9989,176,3126,'Throat/Depth','(mm)','400',''),(9990,176,3126,'Stroke','(mm)','200',''),(9991,176,3126,'Max. Opening','(mm)','460',''),(9992,176,3126,'Main Power','(KW)','11',''),(9993,176,3126,'Dimension','LxWxH(mm)','3200x1950x2800',''),(9994,177,3127,'Normal Force','(kN)','2000',''),(9995,177,3127,'Bending Length','(mm)','4000',''),(9996,177,3127,'Poles Distance','(mm)','3000',''),(9997,177,3127,'Throat/Depth','(mm)','400',''),(9998,177,3127,'Stroke','(mm)','200',''),(9999,177,3127,'Max. Opening','(mm)','460',''),(10000,177,3127,'Main Power','(KW)','11',''),(10001,177,3127,'Dimension','LxWxH(mm)','4000x1950x2800',''),(10002,178,3128,'Normal Force','(kN)','2500',''),(10003,178,3128,'Bending Length','(mm)','3200',''),(10004,178,3128,'Poles Distance','(mm)','2500',''),(10005,178,3128,'Throat/Depth','(mm)','400',''),(10006,178,3128,'Stroke','(mm)','250',''),(10007,178,3128,'Max. Opening','(mm)','530',''),(10008,178,3128,'Main Power','(KW)','18.5',''),(10009,178,3128,'Dimension','LxWxH(mm)','3200x2000x3200',''),(10010,179,3129,'Normal Force','(kN)','2500',''),(10011,179,3129,'Bending Length','(mm)','4000',''),(10012,179,3129,'Poles Distance','(mm)','3000',''),(10013,179,3129,'Throat/Depth','(mm)','400',''),(10014,179,3129,'Stroke','(mm)','250',''),(10015,179,3129,'Max. Opening','(mm)','530',''),(10016,179,3129,'Main Power','(KW)','18.5',''),(10017,179,3129,'Dimension','LxWxH(mm)','4000x2000x3400',''),(10018,180,3130,'Normal Force','(kN)','3000',''),(10019,180,3130,'Bending Length','(mm)','3200',''),(10020,180,3130,'Poles Distance','(mm)','2530',''),(10021,180,3130,'Throat/Depth','(mm)','400',''),(10022,180,3130,'Stroke','(mm)','250',''),(10023,180,3130,'Max. Opening','(mm)','530',''),(10024,180,3130,'Main Power','(KW)','22',''),(10025,180,3130,'Dimension','LxWxH(mm)','3200x2000x3450',''),(10032,3,3132,'Max. workpiece size','mm','1100 x 850 x 345 mm',''),(10033,3,3132,'Max. workpiece weight','kg','1100 kg',''),(10034,3,3133,'Travel of X/Y axes','mm','800 x 500 mm',''),(10035,3,3133,'Travel of U/V axes','mm','160 x 160 mm',''),(10036,3,3133,'Travel of Z axis','mm','350 mm (Submerged height 310 mm)',''),(10037,3,3134,'Wire diameter','mm','0.15 - 0.3 mm',''),(10038,3,3134,'Number of axes controlled','-','5 Axis AC servo motor',''),(10039,3,3134,'Maximum taper angle','mm','±30°/ 100mm with wide diamond guide and nozzle',''),(10040,3,3134,'Machine size','mm','2840 x 2900 x 2290 mm',''),(10041,3,3134,'Machine weight','kg','5000 kg',''),(10042,3,3134,'Water tank capacity','litre','1050 L',''),(10043,24,3135,'Deionizer','-','Auto',''),(10044,24,3135,'Chiller unit','-','Auto',''),(10045,24,3135,'Max. Work piece weight','kg','','500'),(10046,24,3135,'Machine weight (Machine + Generator + Tank)','kg','','2400'),(10047,24,3135,'Tank Capacity','L','300',''),(10048,24,3135,'Max. Work piece dimension','mm','W750 X D550 X H215',''),(10049,24,3136,'Travel of X, Y','mm','400*300',''),(10050,24,3136,'Travel of U, V','mm','80 * 80',''),(10051,24,3136,'Travel of Z','mm','220',''),(10052,24,3137,'WIRE Diameter','mm','0.15 ~0.3',''),(10053,24,3137,'Number of axes control','mm','5 Axis AC Servo Motor',''),(10054,24,3137,'Max. Taper Angle','mm','22°/ 80',''),(10055,24,3137,'Machine dimension','mm','W2100 X D2300 X H2175',''),(10056,24,3137,'Maximum cutting speed Note: Test by 0.25mm brass wire / SKD-11 /50mm thickness','mm²/ min','180',''),(10057,24,3137,'Paper Filter (PCS)','pcs','2',''),(10058,24,3137,'Surface finish(1+2 Cuts)','μ Ra','0.49',''),(10059,25,3138,'Max. work piece size','mm','750 x 550 x 215',''),(10060,25,3138,'Wire diameter','mm','0.15 - 0.3',''),(10061,25,3138,'Max. work piece weight','kg','500',''),(10062,25,3138,'Number of axes controlled','-','XY axis linear motor, UV Z axis AC servo motor',''),(10063,25,3139,'Table travel of X Y','mm','400 x 300',''),(10064,25,3139,'Maximum taper angle','mm','±22°/ 80mm with wide diamond guide and nozzle',''),(10065,25,3139,'U & V axis travel','mm','80 x 80',''),(10066,25,3139,'Machine dimensions','mm','2260 x 2525 x 2100',''),(10067,25,3139,'Z axis travel','mm','220',''),(10068,25,3140,'Machine weight','kg','3050',''),(10069,25,3140,'Dielectric Tank capacity','L','650',''),(10070,25,3140,'Deionzer','-','auto',''),(10071,25,3140,'Paper filter','-','2 / pcs',''),(10072,25,3140,'Chiller unit','-','auto',''),(10073,310,3141,'Table travel of X Y','mm','650 x 400',''),(10074,310,3141,'U & V axis travel','mm','160 x 160',''),(10075,310,3141,'Number of axes controlled','','5 Axis AC servo motor',''),(10076,310,3141,'Wire diameter','mm','0.15 - 0.3',''),(10077,310,3141,'Maximum taper angle','','±30°/ 100mm with wide diamond guide and nozzle',''),(10078,310,3141,'Z axis travel','mm','350 / 410 / 500 (Submerged height 310 mm)',''),(10079,310,3142,'Machine weight','Kg','4400',''),(10080,310,3142,'Max. work piece size','mm','1000 x 700 x 345',''),(10081,310,3142,'Max. work piece weight','Kg','800',''),(10082,310,3142,'Machine dimensions','mm','2520 x 2720 x 2290',''),(10083,310,3142,'Water tank capacity','Litre','850',''),(10084,28,3143,'Max. work piece size','mm','850 x 550 x 300',''),(10085,28,3143,'Wire diameter','mm','0.15 - 0.3',''),(10086,28,3143,'Max. work piece weight','kg','600 kg',''),(10087,28,3143,'Number of axes controlled','-','XY axis linear motor, UV Z axis AC servo motor',''),(10088,28,3144,'Table travel of X Y','mm','500 x 300',''),(10089,28,3144,'Maximum taper angle','mm','±26°/ 100mm with wide diamond guide and nozzle',''),(10090,28,3144,'U & V axis travel','mm','120 x 120 mm',''),(10091,28,3144,'Machine dimensions','mm','2590 x 2575 x 2165 mm',''),(10092,28,3144,'Z axis travel','mm','310 mm',''),(10093,28,3145,'Machine weight','kg','3350',''),(10094,28,3145,'Dielectric Tank capacity','L','650',''),(10095,28,3145,'Deionzer','-','auto',''),(10096,28,3145,'Paper filter','-','2 / pcs',''),(10097,28,3145,'Chiller unit','-','auto',''),(10098,29,3146,'Machine size','mm','2100 x 2300 x 2200',''),(10099,29,3146,'Travel of X/Y axes','mm','400 x 300',''),(10100,29,3146,'Travel of U/V axes','mm','80 x 80',''),(10101,29,3146,'Travel of Z axis','mm','220',''),(10102,29,3146,'Number of axes controlled','-','5 Axis AC servo motor',''),(10103,29,3146,'Maximum taper angle','-','±22°/ 100mm with wide diamond guide and nozzle',''),(10104,29,3146,'Machine weight','kg','2700',''),(10105,30,3147,'Machine size','mm','2200 x 2450 x 2200',''),(10106,30,3147,'Travel of X/Y axes','mm','500 x 300',''),(10107,30,3147,'Travel of U/V axes','mm','80 x 80',''),(10108,30,3147,'Travel of Z axis','mm','220',''),(10109,30,3147,'Number of axes controlled','-','5 Axis AC servo motor',''),(10110,30,3147,'Maximum taper angle','-','±22°/ 100mm with wide diamond guide and nozzle',''),(10111,30,3147,'Machine weight','kg','3500',''),(10112,86,3148,'Table travel of X Y','mm','600 x 400',''),(10113,86,3148,'Max.work piece Weight','Kg','800',''),(10114,86,3148,'Table Travel of XY','mm','600x400',''),(10115,466,3149,'Max. work piece size','mm','1500 x 1000 x 495/595',''),(10116,466,3149,'Wire diameter','mm','0.15 - 0.33',''),(10117,466,3149,'Max. work piece weight','kg','3500/4000',''),(10118,466,3149,'Number of axes controlled','-','XY axis linear motor, UVZ axis AC servo motor',''),(10119,466,3150,'Table travel of X Y','mm','1000 x 600',''),(10120,466,3150,'Maximum taper angle','mm','±30˚/100 mm (3.9") (wide diamond guide and nozzle)',''),(10121,466,3150,'U & V axis travel','mm','260 x 260',''),(10122,466,3150,'Machine dimensions','mm','4210/4310 x 3260 x 2590/2890',''),(10123,466,3150,'Z axis travel','mm','500/610',''),(10124,466,3151,'Machine weight','kg','7650/8050',''),(10125,466,3151,'Dielectric Tank capacity','L','2500/3200',''),(10126,466,3151,'Deionzer','-','AUTO',''),(10127,466,3151,'Paper filter','-','4 / pcs',''),(10128,466,3151,'Chiller unit','-','AUTO',''),(10129,467,3152,'Max. work piece size','mm','1650 x 1200 x 495/595',''),(10130,467,3152,'Wire diameter','mm','0.2 - 0.33',''),(10131,467,3152,'Max. work piece weight','kg','4000/4500',''),(10132,467,3152,'Number of axes controlled','-','XY axis linear motor, UVZ axis AC servo motor',''),(10133,467,3153,'Table travel of X Y','mm','1200 x 800',''),(10134,467,3153,'Maximum taper angle','mm','±30˚/100 mm (3.9") (wide diamond guide and nozzle)',''),(10135,467,3153,'U & V axis travel','mm','260 x 260',''),(10136,467,3153,'Machine dimensions','mm','4400/4510 x 3765 x 2585/2890',''),(10137,467,3153,'Z axis travel','mm','500/610',''),(10138,467,3154,'Machine weight','kg','10600/10850',''),(10139,467,3154,'Dielectric Tank capacity','L','3000/3300',''),(10140,467,3154,'Deionzer','-','AUTO',''),(10141,467,3154,'Paper filter','-','4 / pcs',''),(10142,467,3154,'Chiller unit','-','AUTO',''),(10143,31,3155,'Machine dimension','( W x L x H ) mm','1160 x 1650 x 1850',''),(10144,31,3155,'Machine weight','kg','1500',''),(10145,31,3155,'Water tank size','W x L x H (mm)','1100 x 700 x 670',''),(10146,31,3155,'Water Tank capacity','L','200',''),(10147,31,3156,'Table travel (XxYxZ)','mm','300x400x250',''),(10148,31,3156,'Table size (WxL)','mm','550x680',''),(10149,31,3156,'Max work-piece weight','kg','350',''),(10150,31,3157,'Max cutting taper/ Angle','mm','±6° / 80',''),(10151,31,3157,'Wire diameter','mm','0.16- 0.20',''),(10152,31,3157,'Job accuracy (40 mm thickness SKD-11 1+2 cut)','mm','±0.005',''),(10153,31,3157,'Repeatability','mm','±0.005',''),(10154,31,3157,'Max surface finish (40 mm thickness SKD-11 1+2 cut)','um','RA≤0.8',''),(10155,31,3157,'Positional accuracy','mm','±0.015 / 300',''),(10156,31,3158,'Power capacity','KVA','3',''),(10157,31,3158,'Numerical controller','-','G Series',''),(10158,31,3158,'Input power capacity','-','3PH 415V AC 50HZ',''),(10159,31,3158,'Stable cutting speed','mm²/min','130',''),(10160,31,3159,'Drawing format','-','G Code, dxf, dat, dwg',''),(10161,31,3159,'Data transfer','-','USB unit, LAN cable',''),(10162,31,3159,'Storage file capacity','GB','120 GB SSD',''),(10163,31,3159,'Command input','-','Absolute / Incremental',''),(10164,31,3159,'Interpolation:','-','Linear / circular',''),(10165,31,3159,'Axis control','-','4 axis AC servo (X, Y, U, V) & Z-DC Servo',''),(10166,31,3159,'Least increment','mm','0.001',''),(10167,31,3159,'Max jog speed','mm/min','50',''),(10168,31,3160,'Pulse type','-','CPU Control, Adjustable frequency',''),(10169,31,3160,'Operation Type','-','Automatic / Manual',''),(10170,31,3160,'CNC System','-','Windows 7',''),(10171,31,3160,'Display unit','-','LED Monitor',''),(10172,31,3160,'Language','-','English',''),(10173,31,3160,'Working solution','-','Work solution & Pure water',''),(10174,32,3161,'Machine dimension','( W x L x H ) mm','1300 x 1770 x 1880',''),(10175,32,3161,'Machine weight','kg','1700',''),(10176,32,3161,'Water tank size','W x L x H (mm)','1100 x 700 x 670',''),(10177,32,3161,'Water Tank capacity','L','200',''),(10178,32,3162,'Table travel (XxYxZ)','-','350x500x250',''),(10179,32,3162,'Table size (WxL)','-','580x770',''),(10180,32,3162,'Max work-piece weight','kg','400',''),(10181,32,3163,'Max cutting taper/ Angle','mm','±6° / 80',''),(10182,32,3163,'Wire diameter','mm','0.16- 0.20',''),(10183,32,3163,'Job accuracy (40 mm thickness SKD-11 1+2 cut)','mm','±0.005',''),(10184,32,3163,'Repeatability','mm','±0.005',''),(10185,32,3163,'Max surface finish (40 mm thickness SKD-11 1+2 cut)','um','RA≤0.8',''),(10186,32,3163,'Positional accuracy','mm','±0.015 / 300',''),(10187,32,3164,'Power capacity','KVA','3',''),(10188,32,3164,'Numerical controller','-','G Series',''),(10189,32,3164,'Input power capacity','-','3PH 415V AC 50HZ',''),(10190,32,3164,'Stable cutting speed','mm²/min','130',''),(10191,32,3165,'Drawing format','-','G Code, dxf, dat, dwg',''),(10192,32,3165,'Data transfer','-','USB unit, LAN cable',''),(10193,32,3165,'Storage file capacity','GB','120 GB SSD',''),(10194,32,3165,'Command input','-','Absolute / Incremental',''),(10195,32,3165,'Interpolation','-','Linear / circular',''),(10196,32,3165,'Axis control','-','4 axis AC servo (X, Y, U, V) & Z-DC Servo',''),(10197,32,3165,'Least increment','mm','0.001',''),(10198,32,3165,'Max jog speed','mm/min','50',''),(10199,32,3166,'Pulse type','-','CPU Control, Adjustable frequency',''),(10200,32,3166,'Operation Type','-','Automatic / Manual',''),(10201,32,3166,'CNC System','-','Windows 7',''),(10202,32,3166,'Display unit','-','LED Monitor',''),(10203,32,3166,'Language','-','English',''),(10204,32,3166,'Working solution','-','Work solution & Pure water',''),(10231,66,3175,'X-Axis Travel','mm','400',''),(10232,66,3175,'Y-Axis Travel','mm','300',''),(10233,66,3175,'Z-Axis Travel','mm','300',''),(10234,66,3175,'Work Table Size','mm','700 x 400',''),(10235,66,3175,'Distance Between T-Type grid plate and work table (Max/Min)','mm','535 / 235',''),(10236,66,3175,'Machine Size','mm','1920 x 2100 x 2360',''),(10237,66,3176,'Work Tank Size','mm','1040 x 610 x 384',''),(10238,66,3176,'Oil Tank Capacity','Litre','400',''),(10239,66,3177,'Electrode Weight','Kgs','50',''),(10240,66,3177,'Workpiece Weight (Max)','Kgs','400',''),(10241,66,3177,'Machine Weight','Kgs','2000',''),(10242,66,3178,'Processing Current(Max)','Amp','30A',''),(10243,66,3178,'Surface Finish(Best)','µm Ra','≤ 0.07',''),(10257,68,3183,'X-Axis Travel','mm','600',''),(10258,68,3183,'Y-Axis Travel','mm','400',''),(10259,68,3183,'Z-Axis Travel','mm','350',''),(10260,68,3183,'Work Table Size','mm','900x500',''),(10261,68,3183,'Distance Between T-Type grid plate and work table (Max/Min)','mm','650/300',''),(10262,68,3183,'Machine Size','mm','2200x2480x2600',''),(10263,68,3184,'Work Tank Size','mm','1340x830x495',''),(10264,68,3184,'Oil Tank Capacity','Litre','700',''),(10265,68,3185,'Electrode Weight','Kgs','100',''),(10266,68,3185,'Workpiece(Max)','Kgs','1500',''),(10267,68,3185,'Machine Weight','Kgs','4150',''),(10268,68,3186,'Processing Current(Max)','Amp','60A',''),(10269,68,3186,'Surface Finish(Best)','µm Ra','≤0.10',''),(10270,69,3187,'X-Axis Travel','mm','800',''),(10271,69,3187,'Y-Axis Travel','mm','500',''),(10272,69,3187,'Z-Axis Travel','mm','400',''),(10273,69,3187,'Work Table Size','mm','1000x600',''),(10274,69,3187,'Distance Between T-Type grid plate and work table (Max/Min)','mm','850/450',''),(10275,69,3187,'Machine Size','mm','2600x2640x2780',''),(10276,69,3188,'Work Tank Size','mm','1590x985x595',''),(10277,69,3188,'Oil Tank Capacity','Litre','1000',''),(10278,69,3189,'Electrode Weight','Kgs','1000',''),(10279,69,3189,'Workpiece(Max)','Kgs','2000',''),(10280,69,3189,'Machine Weight','Kgs','5400',''),(10281,69,3190,'Processing Current(Max)','Amp','60A',''),(10282,69,3190,'Surface Finish(Best)','µm Ra','≤0.10',''),(10283,70,3191,'X-Axis Travel','mm','1200',''),(10284,70,3191,'Y-Axis Travel','mm','500',''),(10285,70,3191,'Z-Axis Travel','mm','400',''),(10286,70,3191,'Work Table Size','mm','1300x600',''),(10287,70,3191,'Distance Between T-Type grid plate and work table (Max/Min)','mm','835/435',''),(10288,70,3191,'Machine Size','mm','3160x3100x2800',''),(10289,70,3192,'Work Tank Size','mm','2000x940x595',''),(10290,70,3192,'Oil Tank Capacity','Litre','2100',''),(10291,70,3193,'Electrode Weight','Kgs','100',''),(10292,70,3193,'Workpiece(Max)','Kgs','4000',''),(10293,70,3193,'Machine Weight','Kgs','8000',''),(10294,70,3194,'Processing Current(Max)','Amp','60A',''),(10295,70,3194,'Surface Finish(Best)','µm Ra','≤0.10',''),(10296,71,3195,'X-Axis Travel','mm','700/700',''),(10297,71,3195,'Y-Axis Travel','mm','500/500',''),(10298,71,3195,'Z-Axis Travel','mm','400/400',''),(10299,71,3195,'Work Table Size','mm','1300x600',''),(10300,71,3195,'Distance Between T-Type grid plate and work table (Max/Min)','mm','835/435',''),(10301,71,3195,'Machine Size','mm','2900x3100x2850',''),(10302,71,3196,'Work Tank Size','mm','2000x1000x520',''),(10303,71,3196,'Oil Tank Capacity','Litre','2100',''),(10304,71,3197,'Electrode Weight','Kgs','80',''),(10305,71,3197,'Workpiece(Max)','Kgs','4000',''),(10306,71,3197,'Machine Weight','Kgs','11000',''),(10307,71,3198,'Processing Current(Max)','Amp','60A',''),(10308,71,3198,'Surface Finish(Best)','µm Ra','≤0.10',''),(10309,72,3199,'X-Axis Travel','mm','1100/1100',''),(10310,72,3199,'Y-Axis Travel','mm','800/800',''),(10311,72,3199,'Z-Axis Travel','mm','500/500',''),(10312,72,3199,'Work Table Size','mm','1700x1000',''),(10313,72,3199,'Distance Between T-Type grid plate and work table (Max/Min)','mm','1150/650',''),(10314,72,3199,'Machine Size','mm','4500x3750x3800',''),(10315,72,3200,'Work Tank Size','mm','2550x1500x650',''),(10316,72,3200,'Oil Tank Capacity','Litre','2500',''),(10317,72,3201,'Electrode Weight','Kgs','100',''),(10318,72,3201,'Workpiece(Max)','Kgs','6000',''),(10319,72,3201,'Machine Weight','Kgs','12000',''),(10320,72,3202,'Processing Current(Max)','Amp','60A',''),(10321,72,3202,'Surface Finish(Best)','µm Ra','≤0.10',''),(10322,73,3203,'X-Axis Travel','mm','1200/1200',''),(10323,73,3203,'Y-Axis Travel','mm','800/800',''),(10324,73,3203,'Z-Axis Travel','mm','500/500',''),(10325,73,3203,'Work Table Size','mm','2000x1000',''),(10326,73,3203,'Distance Between T-Type grid plate and work table (Max/Min)','mm','1200/600',''),(10327,73,3203,'Machine Size','mm','4690x3880x3450',''),(10328,73,3204,'Work Tank Size','mm','3000x1500x650',''),(10329,73,3204,'Oil Tank Capacity','Litre','3585',''),(10330,73,3205,'Electrode Weight','Kgs','100',''),(10331,73,3205,'Workpiece(Max)','Kgs','6500',''),(10332,73,3205,'Machine Weight','Kgs','15000',''),(10333,73,3206,'Processing Current(Max)','Amp','60A',''),(10334,73,3206,'Surface Finish(Best)','µm Ra','≤0.10',''),(10335,74,3207,'X-Axis Travel','mm','1450/1450',''),(10336,74,3207,'Y-Axis Travel','mm','900/900',''),(10337,74,3207,'Z-Axis Travel','mm','600/600',''),(10338,74,3207,'Work Table Size','mm','2500x1200',''),(10339,74,3207,'Distance Between T-Type grid plate and work table (Max/Min)','mm','1250/650',''),(10340,74,3207,'Machine Size','mm','5400x4300x3450',''),(10341,74,3208,'Work Tank Size','mm','3500x1800x650',''),(10342,74,3208,'Oil Tank Capacity','Litre','5000',''),(10343,74,3209,'Electrode Weight','Kgs','100',''),(10344,74,3209,'Workpiece(Max)','Kgs','8000',''),(10345,74,3209,'Machine Weight','Kgs','17500',''),(10346,74,3210,'Processing Current(Max)','Amp','60A',''),(10347,74,3210,'Surface Finish(Best)','µm Ra','≤0.10',''),(10348,75,3211,'X-Axis Travel','mm','2400/2400',''),(10349,75,3211,'Y-Axis Travel','mm','900/900',''),(10350,75,3211,'Z-Axis Travel','mm','600/600',''),(10351,75,3211,'Work Table Size','mm','3200x1200',''),(10352,75,3211,'Distance Between T-Type grid plate and work table (Max/Min)','mm','1300/700',''),(10353,75,3211,'Machine Size','mm','5700x4450x3600',''),(10354,75,3212,'Work Tank Size','mm','4500x1800x650',''),(10355,75,3212,'Oil Tank Capacity','Litre','5520',''),(10356,75,3213,'Electrode Weight','Kgs','100',''),(10357,75,3213,'Workpiece(Max)','Kgs','15000',''),(10358,75,3213,'Machine Weight','Kgs','25500',''),(10359,75,3214,'Processing Current(Max)','Amp','60A',''),(10360,75,3214,'Surface Finish(Best)','µm Ra','≤0.10',''),(10361,76,3215,'X-Axis Travel','mm','400',''),(10362,76,3215,'Y-Axis Travel','mm','300',''),(10363,76,3215,'Z-Axis Travel','mm','200',''),(10364,76,3215,'Spindle Head Travel','mm','240',''),(10365,76,3215,'Work Table Size','mm','650 x 400',''),(10366,76,3215,'Distance Between T-Type grid plate and work table (Max/Min)','mm','625 / 195',''),(10367,76,3215,'Machine Size','mm','1570 x 1650 x 2160',''),(10368,76,3216,'Work Tank Size','mm','1020 x 640 x 320',''),(10369,76,3216,'Oil Tank Capacity','Litre','400',''),(10370,76,3217,'Electrode Weight','Kgs','75',''),(10371,76,3217,'Workpiece(Max)','Kgs','400',''),(10372,76,3217,'Machine Weight','Kgs','1950',''),(10373,76,3218,'Processing Current(Max)','Amp','30A',''),(10374,76,3218,'Surface Finish(Best)','µm Ra','≤ 0.2',''),(10375,77,3219,'X-Axis Travel','mm','600',''),(10376,77,3219,'Y-Axis Travel','mm','400',''),(10377,77,3219,'Z-Axis Travel','mm','350',''),(10378,77,3219,'Work Table Size','mm','900 x 500',''),(10379,77,3219,'Distance Between T-Type grid plate and work table (Max/Min)','mm','700 / 350',''),(10380,77,3219,'Machine Size','mm','2200 x 2650 x 2640',''),(10381,77,3220,'Work Tank Size','mm','1340 x 830 x 495',''),(10382,77,3220,'Oil Tank Capacity','Litre','700',''),(10383,77,3221,'Electrode Weight','Kgs','100',''),(10384,77,3221,'Workpiece(Max)','Kgs','1500',''),(10385,77,3221,'Machine Weight','Kgs','4150',''),(10386,77,3222,'Processing Current(Max)','Amp','50A',''),(10387,77,3222,'Surface Finish(Best)','µm Ra','≤ 0.2',''),(10388,78,3223,'X-Axis Travel','mm','350',''),(10389,78,3223,'Y-Axis Travel','mm','250',''),(10390,78,3223,'Z-Axis Travel','mm','200',''),(10391,78,3223,'Work Table Size','mm','600 x 320',''),(10392,78,3223,'Distance Between T-Type grid plate and work table (Max/Min)','mm','160 / 535',''),(10393,78,3223,'SPINDLE HEAD TRAVEL','mm','170',''),(10394,78,3223,'SERVO SYSTEM (Z AXIS)','','AC SERVO',''),(10395,78,3224,'Sink Size','mm','840 x 550 x 345',''),(10396,78,3224,'Sink Volume (Max.)','Litre','400',''),(10397,78,3225,'Electrode Weight','Kgs','50',''),(10398,78,3225,'Workpiece(Max)','Kgs','500',''),(10399,78,3225,'Machine Size','mm','1340 x 1450 x 460',''),(10400,78,3225,'Machine Weight','Kgs','1060',''),(10401,78,3226,'MAX MACHINING CURRENT','A','30',''),(10402,78,3226,'MAX MRR (COPPER TO STEEL)','mm³/min','220',''),(10403,78,3226,'MAX MRR (GRAPHITE TO STEEL)','mm³/min','280',''),(10404,78,3226,'MIN ELECTRODE WEAR','%','0.2',''),(10405,78,3226,'BEST SURFACE FINISH','µm/Ra','0.3',''),(10406,78,3226,'CONNECTED LOAD','kVA','4',''),(10407,78,3226,'INPUT POWER SUPPLY','','3 PHASE, 415V AC, 50 HZ',''),(10408,78,3227,'DI ELECTRIC TANK CAPACITY','Litre','400',''),(10409,78,3227,'TANK WEIGHT','','BUILT IN',''),(10410,78,3227,'FILTER ELEMENT','','10μ PAPER FILTER',''),(10411,79,3228,'X-Axis Travel','mm','450',''),(10412,79,3228,'Y-Axis Travel','mm','350',''),(10413,79,3228,'Z-Axis Travel','mm','200',''),(10414,79,3228,'Work Table Size','mm','700 x 400',''),(10415,79,3228,'Distance Between T-Type grid plate and work table (Max/Min)','mm','675 / 215',''),(10416,79,3228,'SPINDLE HEAD TRAVEL','mm','240',''),(10417,79,3228,'SERVO SYSTEM (Z AXIS)','','AC SERVO',''),(10418,79,3229,'Sink Size','mm','1040 x 620 x 444',''),(10419,79,3229,'Sink Volume (Max.)','Litre','380',''),(10420,79,3230,'Electrode Weight','Kgs','75',''),(10421,79,3230,'Workpiece(Max)','Kgs','1000',''),(10422,79,3230,'Machine Size','mm','2300 x 1575 x 2320',''),(10423,79,3230,'Machine Weight','Kgs','1380',''),(10424,79,3231,'MAX MACHINING CURRENT','A','30',''),(10425,79,3231,'MAX MRR (COPPER TO STEEL)','mm³/min','220',''),(10426,79,3231,'MAX MRR (GRAPHITE TO STEEL)','mm³/min','280',''),(10427,79,3231,'MIN ELECTRODE WEAR','%','0.2',''),(10428,79,3231,'BEST SURFACE FINISH','µm/Ra','0.3',''),(10429,79,3231,'CONNECTED LOAD','kVA','4',''),(10430,79,3231,'INPUT POWER SUPPLY','','3 PHASE, 415V AC, 50 HZ',''),(10431,79,3232,'DI ELECTRIC TANK CAPACITY','Litre','400',''),(10432,79,3232,'TANK WEIGHT','','BUILT IN',''),(10433,79,3232,'FILTER ELEMENT','','10μ PAPER FILTER',''),(10434,80,3233,'X-Axis Travel','mm','600',''),(10435,80,3233,'Y-Axis Travel','mm','500',''),(10436,80,3233,'Z-Axis Travel','mm','220',''),(10437,80,3233,'Work Table Size','mm','900 x 500',''),(10438,80,3233,'Distance Between T-Type grid plate and work table (Max/Min)','mm','775 / 325',''),(10439,80,3233,'SPINDLE HEAD TRAVEL','mm','260',''),(10440,80,3233,'SERVO SYSTEM (Z AXIS)','AC SERVO','',''),(10441,80,3234,'Sink Size','mm','1455 x 875 x 505',''),(10442,80,3234,'Sink Volume (Max.)','Litre','865',''),(10443,80,3235,'Electrode Weight','Kgs','75',''),(10444,80,3235,'Workpiece(Max)','Kgs','1500',''),(10445,80,3235,'Machine Size','mm','2650 x 2050 x 2300',''),(10446,80,3235,'Machine Weight','Kgs','1950',''),(10447,80,3236,'MAX MACHINING CURRENT','A','30',''),(10448,80,3236,'MAX MRR (COPPER TO STEEL)','mm³/min','220',''),(10449,80,3236,'MAX MRR (GRAPHITE TO STEEL)','mm³/min','280',''),(10450,80,3236,'MIN ELECTRODE WEAR','%','0.2',''),(10451,80,3236,'BEST SURFACE FINISH','µm/Ra','0.3',''),(10452,80,3236,'CONNECTED LOAD','kVA','4',''),(10453,80,3236,'INPUT POWER SUPPLY','','3 PHASE, 415V AC, 50 HZ',''),(10454,80,3237,'DI ELECTRIC TANK CAPACITY','Litre','400',''),(10455,80,3237,'TANK WEIGHT','','BUILT IN',''),(10456,80,3237,'FILTER ELEMENT','','10μ PAPER FILTER',''),(10457,474,3238,'Table Travel(X,Y Axis)','','400 x 300',''),(10458,474,3238,'Work Table','','730 x 410',''),(10459,474,3238,'Z Axis Travel','','380',''),(10460,474,3238,'W Axis Travel','','300',''),(10461,474,3238,'The Maximum Height of Work Piece','','290',''),(10462,474,3238,'Max. Workpiece Weight','Kg','300',''),(10463,474,3238,'Power input','Kw','4.2',''),(10464,474,3238,'Tube Diameter','mm','Ø0.3-Ø3.0',''),(10465,474,3238,'Machine Net Weight','Kg','650',''),(10466,474,3238,'Machine size(L x W x H)','mm','850 x 850 x 1800',''),(10526,13,3255,'Grinding Area (LxW)','mm','600x300 / 800x400 / 1100x500 / 1300x600 / 1500x700',''),(10527,13,3255,'Longitudinal Travel (X Axis)','mm','650 / 850 / 1150 / 1350 / 1550',''),(10528,13,3255,'Cross Travel ( Z Axis)','mm','305 / 400 / 510 / 630 / 730',''),(10529,13,3255,'Spindle Centre to table Surface','mm','400 / 530 / 530 / 650(Opt-800) / 650',''),(10530,13,3256,'Spindle Power','kW','2.2 / 4 / 5.5(Opt-7.5) / 7.5(Opt-11) / 11',''),(10531,13,3256,'Spindle Cone (Max Diameter)','mm','30 / 36 / 45 / 45(Opt-60) / 60',''),(10532,13,3256,'Grinding Wheel','mm','250x20x76.2 / 300x50x76.2 / 355x65x127 / 355x65x127 / 400x100x127',''),(10533,13,3257,'Floor Space (L XW)','mm','2600x2000 / 3400x2300 / 4700x2600 / 5600x2800 / 6400x3000',''),(10534,13,3257,'Machine Height (Max)','mm','2300 / 2400 / 2500 / 2500 / 2500',''),(10535,13,3257,'Net Weight','kg','2100 / 3500 / 5500 / 6500 / 8000',''),(10536,13,3257,'Input Power Source','-','220V AC/24V DC',''),(10537,13,3257,'Total Connected Load','kW','6 / 9 / 12 / 15 / 18',''),(10538,58,3258,'Work Table','mm','400x800',''),(10539,58,3258,'Longitudinal Travel','mm','850',''),(10540,58,3258,'Cross Travel','mm','405',''),(10541,58,3258,'Spindle Center to Table Surface','mm','530',''),(10542,58,3258,'Table Speed','(Longitudinal)','1-28',''),(10608,59,3267,'Grinding Area(LxW)','mm','1100x500',''),(10609,59,3267,'Longitudinal Travel(X Axis)','mm','1150',''),(10610,59,3267,'Cross Travel(Z Axis)','mm','510',''),(10611,59,3267,'Spindle Center To Table Surface','mm','530',''),(10612,59,3267,'Table Speed','Longitudinal','1-28',''),(10672,54,3278,'Minimum Tonnage','Tonnage','550T',''),(10673,54,3278,'Maximum Tonnage','Tonnage','4500T',''),(10674,54,3279,'Clamping Type','','Two Platen',''),(10675,54,3280,'Power System','Hydraulic/Electric','Hydraulic',''),(10706,490,3286,'Max. work piece dimension','mm','W750 x D550 x H215',''),(10707,490,3286,'Max. work piece weight','Kg','500',''),(10708,490,3286,'Travel of X, Y, Z','mm','400*300*220',''),(10709,490,3286,'Travel of U, V','mm','80*80',''),(10710,490,3286,'Number of axes control','No','5-Axis Servo',''),(10711,491,3287,'Max. work piece dimension','mm','W750 x D550 x H215',''),(10712,491,3287,'Max. work piece weight','Kg','500',''),(10713,491,3287,'Travel of X, Y, Z','mm','400*300*220',''),(10714,491,3287,'Number of axes control','No','5-Axis Servo',''),(10715,492,3288,'Max. work piece dimension','mm','W1000 x D700 x H305',''),(10716,492,3288,'Max. work piece weight','mm','750',''),(10717,492,3288,'Travel of X, Y, Z','mm','600*400',''),(10718,492,3288,'Travel of U, V','mm','120*120',''),(10719,492,3288,'Number of axes control','No','5-Axis Servo',''),(10726,484,3291,'Rated Capacity (Kg)','','300',''),(10727,484,3291,'Size (mm) - L','','192',''),(10728,484,3291,'Size (mm) - B','','92',''),(10729,484,3291,'Size (mm) - H','','91',''),(10730,484,3291,'Size (mm) - R','','150',''),(10731,484,3291,'Size (mm) - Le','','154',''),(10732,484,3291,'Maximum Pulled off (N)','','10500',''),(10733,484,3291,'Cylindrical Work Lines - Diameter (mm)','','≥60',''),(10734,484,3291,'Cylindrical Work Lines - Weight (Kg)','','≤100',''),(10735,484,3291,'Self-Weight (Kg)','','9.6',''),(10736,484,3292,'Rated Capacity (Kg)','','600',''),(10737,484,3292,'Size (mm) - L','','314',''),(10738,484,3292,'Size (mm) - B','','120',''),(10739,484,3292,'Size (mm) - H','','92',''),(10740,484,3292,'Size (mm) - R','','216',''),(10741,484,3292,'Size (mm) - Le','','267',''),(10742,484,3292,'Maximum Pulled off (N)','','18000',''),(10743,484,3292,'Cylindrical Work Lines - Diameter (mm)','','≥70',''),(10744,484,3292,'Cylindrical Work Lines - Weight (Kg)','','≤200',''),(10745,484,3292,'Self-Weight (Kg)','','18',''),(10746,484,3293,'Rated Capacity (Kg)','','1000',''),(10747,484,3293,'Size (mm) - L','','363',''),(10748,484,3293,'Size (mm) - B','','142',''),(10749,484,3293,'Size (mm) - H','','118',''),(10750,484,3293,'Size (mm) - R','','307',''),(10751,484,3293,'Size (mm) - Le','','342',''),(10752,484,3293,'Maximum Pulled off (N)','','30000',''),(10753,484,3293,'Cylindrical Work Lines - Diameter (mm)','','≥90',''),(10754,484,3293,'Cylindrical Work Lines - Weight (Kg)','','≤300',''),(10755,484,3293,'Self-Weight (Kg)','','37',''),(10756,484,3294,'Rated Capacity (Kg)','','2000',''),(10757,484,3294,'Size (mm) - L','','482',''),(10758,484,3294,'Size (mm) - B','','165',''),(10759,484,3294,'Size (mm) - H','','164',''),(10760,484,3294,'Size (mm) - R','','367',''),(10761,484,3294,'Size (mm) - Le','','420',''),(10762,484,3294,'Maximum Pulled off (N)','','60000',''),(10763,484,3294,'Cylindrical Work Lines - Diameter (mm)','','≥120',''),(10764,484,3294,'Cylindrical Work Lines - Weight (Kg)','','≤600',''),(10765,484,3294,'Self-Weight (Kg)','','120',''),(10766,484,3295,'Rated Capacity (Kg)','','3000',''),(10767,484,3295,'Size (mm) - L','','542',''),(10768,484,3295,'Size (mm) - B','','234',''),(10769,484,3295,'Size (mm) - H','','212',''),(10770,484,3295,'Size (mm) - R','','451',''),(10771,484,3295,'Size (mm) - Le','','451',''),(10772,484,3295,'Maximum Pulled off (N)','','90000',''),(10773,484,3295,'Self-Weight (Kg)','','150',''),(10774,484,3296,'Rated Capacity (Kg)','','5000',''),(10775,484,3296,'Size (mm) - L','','615',''),(10776,484,3296,'Size (mm) - B','','286',''),(10777,484,3296,'Size (mm) - H','','264',''),(10778,484,3296,'Maximum Pulled off (N)','','15000',''),(10779,484,3296,'Self-Weight (Kg)','','275',''),(10832,105,3307,'Spindle Speed (Opt.)','rpm','12,000 (8,000 / 10,000 GEAR BOX)',''),(10833,105,3307,'Spindle Power (Opt.)','kW','18.5(18.5/18.5)',''),(10834,105,3307,'Spindle Taper (Opt.)','','BBT40',''),(10835,105,3308,'X-axis Travel','mm','1020',''),(10836,105,3308,'Y-axis Travel','mm','600',''),(10837,105,3308,'Z-axis Travel','mm','600',''),(10838,105,3308,'Distance Between Spindle Nose & Table Top','mm','80~680(330~930)',''),(10839,105,3309,'Table Size','mm','1,120 x 600',''),(10840,105,3309,'No. T-slot x Size x Pitch','mm','5 x 18 x 100',''),(10841,105,3309,'Max. Load on Table','kg','800',''),(10842,105,3310,'X/Y/Z Rapid Feedrate','m/min.','36/36/24',''),(10843,105,3310,'Cutting Feedrate','mm/min.','1~20,000',''),(10844,105,3311,'Tool Magazine Capacity (Opt.)','T','24 (30/40)',''),(10845,105,3311,'Tool Weight','kg/pc','6',''),(10846,105,3311,'Max. Tool Dimension (W/O Adjacent Tools)','mm','ø90 x 300 (ø140x 300)',''),(10847,105,3312,'Machine Weight','kg','6500',''),(10854,486,3314,'X/Y/Z Travel','mm','850/510/510',''),(10855,486,3314,'X/Y/Z Ball Screws','mm','C3 40',''),(10856,486,3314,'Table Size','mm','1000x500',''),(10857,486,3314,'Max.Table Load','Kg','800',''),(10858,486,3314,'Machine Dimension(LxWxH)','mm','2,630 X 2,300 X 2,785',''),(10859,486,3314,'Machine Net Weight(approx.)','Kg','5,500',''),(10860,487,3315,'X/Y/Z Travel','mm','1100/650/610',''),(10861,487,3315,'X/Y/Z Ball Screws','mm','C3 40',''),(10862,487,3315,'Table Size','mm','1200x600',''),(10863,487,3315,'Max.Table Load','Kg','1000',''),(10864,487,3315,'Machine Dimension(LxWxH)','mm','3,135 X 2,675 X 3,020',''),(10865,487,3315,'Machine Net Weight(approx.)','Kg','7,000',''),(10866,488,3316,'X/Y/Z Travel','mm','1300/700/700',''),(10867,488,3316,'X/Y/Z Ball Screws','mm','C3 40',''),(10868,488,3316,'Table Size','mm','1450x650',''),(10869,488,3316,'Max.Table Load','Kg','1500',''),(10870,488,3316,'Machine Dimension(LxWxH)','mm','3,950 X 2,850 X 3,095',''),(10871,488,3316,'Machine Net Weight(approx.)','Kg','8,500',''),(10872,489,3317,'X/Y/Z Travel','mm','1600/800/750',''),(10873,489,3317,'X/Y/Z Ball Screws','mm','C3 50',''),(10874,489,3317,'Table Size','mm','1800x800',''),(10875,489,3317,'Max.Table Load','Kg','2000',''),(10876,489,3317,'Machine Dimension(LxWxH)','mm','4,655 X 2,880 X 3,175',''),(10877,489,3317,'Machine Net Weight(approx.)','Kg','11,000',''),(10919,60,3329,'Table Size','mm','1450x350',''),(10920,60,3330,'X-Axis','mm','900',''),(10921,60,3330,'Y-Axis','mm','400',''),(10922,60,3330,'Z-Axis','mm','400',''),(10923,60,3331,'ATC(optional)','No. of Tools','14',''),(10924,60,3331,'Speed','RPM','6000',''),(10925,189,3332,'Table size','mm','1524 x 305',''),(10926,189,3332,'T-Slot (No. x size)','mm','3 x 16',''),(10927,189,3332,'Max. Table Load','kgs','500',''),(10928,189,3332,'X/Y/Z Travel','mm','850/500/450',''),(10929,189,3332,'Spindle Nose to Table Surface','mm','100-530',''),(10975,67,3341,'X-Axis Travel','mm','400',''),(10976,67,3341,'Y-Axis Travel','mm','300',''),(10977,67,3341,'Z-Axis Travel','mm','300',''),(10978,67,3341,'Work Table Size','mm','700x400',''),(10979,67,3341,'Distance Between T-Type grid plate and work table (Max/Min)','mm','580/280',''),(10980,67,3341,'Machine Size','mm','1780x2100x2500',''),(10981,67,3342,'Work Tank Size','mm','850x610x505',''),(10982,67,3342,'Oil Tank Capacity','Litre','500',''),(10983,67,3343,'Electrode Weight','Kgs','50',''),(10984,67,3343,'Workpiece(Max)','Kgs','400',''),(10985,67,3343,'Machine Weight','Kgs','3850',''),(10986,67,3344,'Processing Current(Max)','Amp','30A',''),(10987,67,3344,'Surface Finish(Best)','µm Ra','≤0.07',''),(10988,471,3345,'Laser Power','kW','1.5/2/3',''),(10989,471,3345,'Welding Speed','mm/s','≤120',''),(10990,471,3345,'Welding range','mm','0.5~4 carbon steel; 0.5~4stainless steel; 0.5~3 aluminum ',''),(10991,471,3345,'Fiber Length','m','Standard 10',''),(10992,471,3345,'Cooling Mode','','Water cooling',''),(10993,471,3345,'Electromechanical','','380V/50HZ 220V optional',''),(11051,201,3359,'Drilling Capacity Steel','mm','Ø38',''),(11052,201,3359,'Drilling Capacity Cast Iron','mm','Ø50',''),(11053,201,3359,'Column diameter','','210',''),(11054,201,3359,'Max. distance, spindle center to column','','775',''),(11055,201,3359,'Weight (about)','kgs','1200',''),(11056,202,3360,'Drilling Capacity Steel','mm','Ø50',''),(11057,202,3360,'Drilling Capacity Cast Iron','mm','Ø60',''),(11058,202,3360,'Column diameter','','300',''),(11059,202,3360,'Max. distance, spindle center to column','','1245',''),(11060,202,3360,'Weight (about)','kgs','2150',''),(11061,496,3361,'Drilling Capacity Steel','mm','50',''),(11062,496,3361,'Column Diameter','mm','350',''),(11063,496,3361,'Max. Distance, Spindle Center To Column','mm','350-1600',''),(11064,496,3361,'Power of Main Motor','kW','4',''),(11065,496,3361,'Overall Size','mm','2500 x 1060 x 2650',''),(11087,194,3363,'Max.Throat Capacity','inch','658 mm; 26 inch',''),(11088,194,3363,'Max.Work height','inch','330 mm; 13 inch',''),(11089,194,3363,'Welder Capacity','inch','19 mm; 3/4 inch',''),(11090,194,3363,'Net Weight','kgs','665',''),(11091,195,3364,'Capacity (Ø)','mm','250',''),(11092,195,3364,'Capacity (H x W)','mm','250 x 330',''),(11093,195,3364,'Bundle Cutting (WxH)','mm','150-250 x 100-130',''),(11094,195,3364,'Minimum No Material Detecting','mm','32',''),(11095,195,3364,'Cut off Length','','Over 10mm',''),(11096,195,3364,'Cutting Amount Setting','','1-9999',''),(11097,195,3364,'Blade Size','mm','27 x 0.9 x 3505 , 34 x 1.1 x 3510',''),(11098,196,3365,'Capacity (Ø)','mm','300',''),(11099,196,3365,'Capacity (H x W)','mm','300',''),(11100,196,3365,'Bundle Cutting (WxH)','mm','145-230 x 30-130',''),(11101,196,3365,'Minimum No Material Detecting','mm','32',''),(11102,196,3365,'Cut off Length','','Over 10mm',''),(11103,196,3365,'Cutting Amount Setting','','1-9999',''),(11104,196,3365,'Blade Size','mm','34 x 1.1 x 3920',''),(11120,203,3369,'Capacity 90°(Ø)','mm','12',''),(11121,203,3369,'Capacity 45° (Ø)','mm','75',''),(11122,203,3369,'Capacity 90° (H x W)','mm','12 x 12',''),(11123,203,3369,'Capacity 45° (H x W)','mm','55 x 55',''),(11124,203,3369,'Blade Motor','kW','15 HP (11.2 kW)',''),(11125,203,3369,'Blade Speed','m/min','30~200',''),(11126,203,3369,'Hydraulic Pump Motor','kW','2 HP (1.5 kW)',''),(11127,203,3369,'Blade Size','mm','285',''),(11128,204,3370,'Capacity 90°(Ø)','mm','20',''),(11129,204,3370,'Capacity 45° (Ø)','mm','100',''),(11130,204,3370,'Capacity 90° (H x W)','mm','20 x 20',''),(11131,204,3370,'Capacity 45° (H x W)','mm','80 x 80',''),(11132,204,3370,'Blade Motor','kW','20 HP (15 kW)',''),(11133,204,3370,'Blade Speed','m/min','30~200',''),(11134,204,3370,'Hydraulic Pump Motor','kW','3 HP (2.2 kW)',''),(11135,204,3370,'Blade Size','mm','360',''),(11136,197,3371,'Capacity 90°(Ø)','mm','50',''),(11137,197,3371,'Capacity 45° (Ø)','mm','150',''),(11138,197,3371,'Capacity 90° (H x W)','mm','50 x 50',''),(11139,197,3371,'Capacity 45° (H x W)','mm','102 x 102',''),(11140,197,3371,'Blade Motor','kW','20 HP (15 kW)',''),(11141,197,3371,'Blade Speed','m/min','30~200',''),(11142,197,3371,'Hydraulic Pump Motor','kW','2 HP (1.5 kW)',''),(11143,197,3371,'Blade Size','mm','460',''),(11222,200,3390,'Mild Steel Drilling','mm','40 [11/2"]',''),(11223,200,3390,'Mild Steel Face Mill','mm','100 [4"]',''),(11224,200,3390,'Mild Steel End Mill','mm','20 [3/4"]',''),(11225,200,3390,'Mild Steel Tapping (Optional)','mm','20 [3/4"]',''),(11226,200,3390,'In Light Alloy','mm','40 [11/2"]',''),(11227,199,3391,'Mild Steel Drilling','mm','32 [11/4"]',''),(11228,199,3391,'Mild Steel Face Mill','mm','76 [3"]',''),(11229,199,3391,'Mild Steel End Mill','mm','20 [3/4"]',''),(11230,199,3391,'Mild Steel Tapping (Optional)','mm','16 [5/8"]',''),(11231,199,3391,'In Light Alloy','mm','32 [11/4"]',''),(11282,186,3406,'Table size','mm','1375 x 254',''),(11283,186,3406,'T-Slot (Width x number x distance)','mm','16 x 3 x 63.5',''),(11284,186,3406,'Longitudinal travel (X-axis)','mm','900',''),(11285,186,3406,'Cross travel (Y-axis)','mm(square)','380',''),(11286,186,3406,'Vertical travel (Z-axis)','mm(square)','380',''),(11313,16,3413,'Capacity (H x W)','mm','250 mm',''),(11314,16,3413,'Capacity 1 (H x W)','mm','250 x 300 mm',''),(11315,16,3413,'Bundle Cutting (W x H)','mm','50 ~ 250 x 100 ~ 130 mm',''),(11316,16,3413,'Minimum No Material Detecting','mm','32mm',''),(11317,16,3413,'Cutting Amount Setting','-','1 ~ 9999',''),(11318,16,3413,'Cut off Length','mm','Over 10 mm',''),(11319,16,3413,'Blade Size','mm','27 x 0.9 x 3510 mm',''),(11320,16,3413,'Blade Size 1','mm','34 x 1.1 x 3510 mm',''),(11321,16,3413,'Blade Speed','mpm','30~85 mpm (60HZ)',''),(11322,16,3413,'Blade Speed 1','mpm','25~70 mpm (50HZ)',''),(11323,16,3413,'Main Motor','kw','3 HP (2.2kW)',''),(11324,16,3413,'Hydraulic Motor','kw','1 HP (0.75kW)',''),(11325,16,3413,'Coolant Pump','kw','1/6 HP (0.12kW)',''),(11326,16,3413,'Hydraulic Tank','Litre','40 L',''),(11327,16,3413,'Coolant Tank','Litre','60 L',''),(11328,16,3413,'Allowable Loading Capacity','kg','1500 kg',''),(11329,16,3413,'Roller Stand Loading Capacity','kg','2000 kg',''),(11330,16,3413,'Feeding Stroke','mm','400 mm',''),(11331,16,3413,'Table Height','mm','750 mm',''),(11332,16,3413,'Packing Size','mm','2210 x 2290 x 1890 mm',''),(11333,16,3413,'N.W./G.W.','kg','1430 kg / 1690 kg',''),(11334,198,3414,'Mild Steel Drilling','mm','32 [11/4"]',''),(11335,198,3414,'Mild Steel Face Mill','mm','76 [3"]',''),(11336,198,3414,'Mild Steel End Mill','mm','20 [3/4"]',''),(11337,198,3414,'Mild Steel Tapping (Optional)','mm','16 [5/8"]',''),(11338,198,3414,'In Light Alloy','mm','32 [11/4"]',''),(11339,480,3415,'Tapping Range','','M3-M16',''),(11340,480,3415,'Maximum Speed','rpm','375',''),(11341,480,3415,'Working Radius','','1045 mm 1545 mm*',''),(11342,480,3415,'Minimum Radius','mm','330',''),(11343,480,3415,'Orientation','','Vertical & Horizontal',''),(11344,480,3415,'Chuck Size','','Ø19',''),(11345,480,3415,'Motor Power','W','600',''),(11346,480,3415,'Voltage','','220 V 50 Hz',''),(11347,480,3415,'Weight','kg','30',''),(11348,481,3416,'Tapping Range','','M6-M30',''),(11349,481,3416,'Maximum Speed','rpm','200',''),(11350,481,3416,'Working Radius','','1180 mm 1735 mm*',''),(11351,481,3416,'Minimum Radius','mm','370',''),(11352,481,3416,'Orientation','','Vertical & Horizontal',''),(11353,481,3416,'Chuck Size','','Ø31',''),(11354,481,3416,'Motor Power','W','1200',''),(11355,481,3416,'Voltage','','220 V 50 Hz',''),(11356,481,3416,'Weight','kg','53',''),(11357,482,3417,'Tapping Range','','M6-M36',''),(11358,482,3417,'Maximum Speed','rpm','125',''),(11359,482,3417,'Working Radius','','1180 mm 1735 mm*',''),(11360,482,3417,'Minimum Radius','mm','370',''),(11361,482,3417,'Orientation','','Vertical & Horizontal',''),(11362,482,3417,'Chuck Size','','Ø31',''),(11363,482,3417,'Motor Power','W','1200',''),(11364,482,3417,'Voltage','','220 V 50 Hz',''),(11365,482,3417,'Weight','kg','56',''),(11366,483,3418,'Tapping Range','','M12-M48',''),(11367,483,3418,'Maximum Speed','','Single Speed 50 / Double Speed 250',''),(11368,483,3418,'Working Radius','','1260 mm*',''),(11369,483,3418,'Minimum Radius','mm','405',''),(11370,483,3418,'Orientation','','Universal',''),(11371,483,3418,'Chuck Size','','Ø48',''),(11372,483,3418,'Motor Power','W','1200',''),(11373,483,3418,'Voltage','','220 V 50 Hz',''),(11374,483,3418,'Weight','kg','130',''),(11375,5,3419,'Table size','mm','1067 x 230',''),(11376,5,3420,'Longitudinal','mm','680',''),(11377,5,3420,'Cross','mm','355',''),(11378,5,3420,'Vertical','mm','406',''),(11379,5,3420,'Spindle Travel','mm','127',''),(11380,5,3420,'Arm Travel','mm','460',''),(11381,5,3421,'Taper','-','R8 or NT30#',''),(11389,61,3425,'Table Size','mm','1375x254',''),(11390,61,3426,'Longitudinal','mm','950',''),(11391,61,3426,'Cross','mm','695 (Square)',''),(11392,61,3426,'Vertical','mm','395',''),(11393,61,3426,'Spindle Travel','mm','127',''),(11394,61,3426,'Arm Travel','mm','520',''),(11395,61,3427,'Taper','-','R8 or NT 30#',''),(11396,62,3428,'Table Size','mm','1270x254',''),(11397,62,3429,'Longitudinal','mm','915',''),(11398,62,3429,'Cross','mm','406',''),(11399,62,3429,'Vertical','mm','406',''),(11400,62,3429,'Spindle Travel','mm','127',''),(11401,62,3429,'Arm Travel','mm','570',''),(11402,62,3430,'Taper','-','R8 or NT 30#',''),(11403,187,3431,'Table size','mm','1524 x 305',''),(11404,187,3432,'Longitudinal','mm','800 (Square)',''),(11405,187,3432,'Cross','mm','400 (Square)',''),(11406,187,3432,'Vertical','mm','380',''),(11407,187,3432,'Spindle Travel','mm','127',''),(11408,187,3432,'Arm Travel','mm','520',''),(11409,187,3433,'Taper','-','NT 40#',''),(11410,495,3434,'Table','mm','1370x254',''),(11411,495,3434,'Travel(X/Y/Z)','mm','860x406x406',''),(11412,495,3434,'T-Slot (Width x Number x Distance)','mm','16 x 3 x 63.5',''),(11413,188,3435,'Table size','mm','1524 x 305',''),(11414,188,3436,'Longitudinal','mm','1020',''),(11415,188,3436,'Cross','mm','510',''),(11416,188,3436,'Vertical','mm','510',''),(11417,188,3436,'Spindle Travel','mm','127',''),(11418,188,3437,'Taper','-','NT 40#',''),(11419,190,3438,'Table size','mm','1650 x 360',''),(11420,190,3439,'Longitudinal Travel','mm','1300',''),(11421,190,3439,'Cross Travel','mm','300',''),(11422,190,3439,'Vertical Travel','mm','400',''),(11423,190,3440,'Taper','-','ISO40/ISO50',''),(11424,191,3441,'Center Height','mm','205',''),(11425,191,3441,'Swing over bed','mm','410',''),(11426,191,3441,'Swing in gap','mm','580',''),(11427,191,3441,'Width of bed','mm','250',''),(11428,191,3441,'Distance between Center','mm','1000/1500',''),(11429,191,3441,'Spindle bore','mm','52',''),(11430,192,3442,'Center Height','mm','330',''),(11431,192,3442,'Swing over bed','mm','660',''),(11432,192,3442,'Swing in gap','mm','900',''),(11433,192,3442,'Width of bed','mm','400',''),(11434,192,3442,'Distance between centers','mm','2000/3000',''),(11435,192,3442,'Spindle bore','mm','105',''),(11436,193,3443,'Center Height','mm','400',''),(11437,193,3443,'Swing over bed','mm','800',''),(11438,193,3443,'Swing in gap','mm','1000',''),(11439,193,3443,'Width of bed','mm','510',''),(11440,193,3443,'Distance between centers','mm','2000/3000',''),(11441,193,3443,'Spindle bore','mm','105',''),(11508,4,3463,'Working Area','-','3050*1525/4050*1525/4050*2020/6050*1525/6050*2020',''),(11509,4,3463,'Laser Power','kw','1.5/2/3/4',''),(11510,4,3463,'Maximum Speed','m/min','80',''),(11511,4,3463,'Maximum acceleration','g','0.8',''),(11512,4,3464,'X/Y Axis positioning accuracy','mm/m','±0.05',''),(11513,4,3464,'X/Y Axis repeated positioning accuracy','mm','± 0.02',''),(11520,497,3466,'Working Area','mm','3050*1525/4050*1525/4050*2020/6050*1525/6050*2020',''),(11521,497,3466,'Laser Power','kW','1.5/2/3/4/6',''),(11522,497,3466,'Maximum Speed','m/min','80',''),(11523,497,3466,'Maximum acceleration','G','0.8',''),(11524,497,3466,'X/Y Axis Positioning Accuracy','mm','±0.05',''),(11525,497,3466,'X/Y Axis Repeated Positioning Accuracy','mm','±0.02',''); /*!40000 ALTER TABLE `specification_value` ENABLE KEYS */; UNLOCK TABLES; -- -- Table structure for table `subscriber_details` -- DROP TABLE IF EXISTS `subscriber_details`; /*!40101 SET @saved_cs_client = @@character_set_client */; /*!50503 SET character_set_client = utf8mb4 */; CREATE TABLE `subscriber_details` ( `id` int NOT NULL, `email` varchar(200) COLLATE utf8mb4_unicode_ci NOT NULL, `created_at` date NOT NULL ) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_unicode_ci; /*!40101 SET character_set_client = @saved_cs_client */; -- -- Dumping data for table `subscriber_details` -- LOCK TABLES `subscriber_details` WRITE; /*!40000 ALTER TABLE `subscriber_details` DISABLE KEYS */; /*!40000 ALTER TABLE `subscriber_details` ENABLE KEYS */; UNLOCK TABLES; /*!40103 SET TIME_ZONE=@OLD_TIME_ZONE */; /*!40101 SET SQL_MODE=@OLD_SQL_MODE */; /*!40014 SET FOREIGN_KEY_CHECKS=@OLD_FOREIGN_KEY_CHECKS */; /*!40014 SET UNIQUE_CHECKS=@OLD_UNIQUE_CHECKS */; /*!40101 SET CHARACTER_SET_CLIENT=@OLD_CHARACTER_SET_CLIENT */; /*!40101 SET CHARACTER_SET_RESULTS=@OLD_CHARACTER_SET_RESULTS */; /*!40101 SET COLLATION_CONNECTION=@OLD_COLLATION_CONNECTION */; /*!40111 SET SQL_NOTES=@OLD_SQL_NOTES */; -- Dump completed on 2025-12-09 7:39:49