287 lines
261 KiB
HTML
287 lines
261 KiB
HTML
<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN"
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"http://www.w3.org/TR/1999/REC-html401-19991224/loose.dtd">
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<html><head><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><style type="text/css">/**
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Copyright (C) 2012-2018 by Autodesk, Inc.
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http://www.autodesk.com
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All rights reserved
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*/
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body {
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background-color: White;
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font-family: Arial, Helvetica, sans-serif;
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}
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h1 {
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font-size: 15pt;
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text-align: center;
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}
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h2 {
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font-size: 13pt;
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}
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h3 {
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font-size: 11pt;
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}
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h3.section {
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text-decoration: underline;
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}
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table {
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border: none;
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border-spacing: 0;
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}
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table.jobhead {
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width: 18cm;
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}
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table.job, table.sheet {
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width: 18cm;
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border: thin solid Gray;
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}
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th {
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background-color: #e0e0e0;
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border-bottom: 1px solid Gray;
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}
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tr.space td {
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border-bottom: 1px solid Gray;
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height: 1px;
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font-size: 1px;
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}
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table.info {
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padding-top: 0.1cm;
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}
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table.info td {
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padding-left: 0.1cm;
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}
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.job td {
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padding: 0.1cm 0.1cm 0.1cm 0.1cm;
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}
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.model img {
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width: 12cm;
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border: 2px solid Black;
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}
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.preview img {
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border: 2px solid Black;
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}
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tr {
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border: 1 solid Black;
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page-break-inside: avoid;
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padding-top: 30px;
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padding-bottom: 20px;
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white-space: nowrap;
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}
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.even td {
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background-color: White;
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}
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.odd td {
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background-color: #f0f0f0;
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}
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.jobhead td {
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font-size: 12pt;
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vertical-align: top;
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}
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td {
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font-size: 9pt;
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vertical-align: top;
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}
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.toolimage {
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vertical-align: middle;
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}
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td.image {
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text-align: right;
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}
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.notes {
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white-space: normal;
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}
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pre {
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padding-left: 0.5cm;
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font-size: 8pt;
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}
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p {
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white-space: nowrap;
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font-size: 12pt;
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text-indent: 1cm;
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display: block;
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}
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.jobhead td .description {
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display: inline;
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font-variant: small-caps;
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}
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td .description {
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font-size: 8pt;
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display: inline;
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font-variant: small-caps;
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}
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.value {
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display: inline;
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font-family: Geneva, sans-serif;
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color: #606060;
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}
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td .percentage {
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display: inline;
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font-size: 7pt;
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}
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.longtext {
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white-space: normal;
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}
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img.logo {
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height: 0.75cm;
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vertical-align: middle;
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margin-right: 1em;
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}
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.footer {
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font-size: 9pt;
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color: Silver;
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text-align: center;
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}
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line {
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stroke-width: 1px;
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vector-effect:non-scaling-stroke;
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}
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path.holder {
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stroke-width: 0.5px;
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vector-effect: non-scaling-stroke;
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}
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path.cutter {
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stroke-width: 1px;
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vector-effect:non-scaling-stroke;
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}
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path.holderIE {
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stroke-width: 0; // non-scaling not worker
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}
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path.cutterIE {
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stroke-width: 0; // non-scaling not worker
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}
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</style><style type="text/css">.preview img {width: 8cm;}</style><script type="text/javascript">function detectIE() {
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var ua = window.navigator.userAgent;
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var msie = ua.indexOf('MSIE ');
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if (msie > 0) {
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// IE 10 or older => return version number
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return parseInt(ua.substring(msie + 5, ua.indexOf('.', msie)), 10);
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}
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var trident = ua.indexOf('Trident/');
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if (trident > 0) {
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// IE 11 => return version number
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var rv = ua.indexOf('rv:');
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return parseInt(ua.substring(rv + 3, ua.indexOf('.', rv)), 10);
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}
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var edge = ua.indexOf('Edge/');
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if (edge > 0) {
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// Edge (IE 12+) => return version number
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return parseInt(ua.substring(edge + 5, ua.indexOf('.', edge)), 10);
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}
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return false;
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}
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function onLoad() {
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if (detectIE()) {
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var paths = document.getElementsByTagName("path")
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for (var i in paths) {
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var path = paths[i];
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if (path.getAttribute("class") == "holder") {
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path.setAttribute("class", "holderIE");
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} else if (path.getAttribute("class") == "cutter") {
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path.setAttribute("class", "cutterIE");
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}
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}
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}
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}
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</script><title>Setup Sheet for Program 1001</title></head><body onload="onLoad()"><h1>Setup Sheet for Program 1001</h1><table class="jobhead" align="center"><tr><td><div class="description" style="display: inline;">Job Description: </div><div class="value" style="display: inline;">Up - Cutting</div></td></tr><tr><td><div class="description" style="display: inline;">Document Path: </div><div class="value" style="display: inline;">Elena-Standard-Gear-Brackets v24</div></td></tr></table><br>
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<table class="job" cellspacing="0" align="center"><tr><th colspan="2">Setup</th></tr><tr><td><table class="info" cellspacing="0"><tr><td><div class="description" style="display: inline;">WCS</div>: #0</td></tr><tr><td><div class="description" style="display: inline;">Stock</div>: <br> <div class="value" style="display: inline;">DX: 142mm</div><br> <div class="value" style="display: inline;">DY: 70mm</div><br> <div class="value" style="display: inline;">DZ: 20mm</div></td></tr><tr><td><div class="description" style="display: inline;">Part</div>: <br> <div class="value" style="display: inline;">DX: 140mm<br> <div class="value" style="display: inline;">DY: 70mm</div><br> <div class="value" style="display: inline;">DZ: 20mm</div></div></td></tr><tr><td><div class="description" style="display: inline;">Stock Lower in WCS #0</div>: <br> <div class="value" style="display: inline;">X: 0mm</div><br> <div class="value" style="display: inline;">Y: -70mm</div><br> <div class="value" style="display: inline;">Z: -20mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock Upper in WCS #0</div>: <br> <div class="value" style="display: inline;">X: 142mm</div><br> <div class="value" style="display: inline;">Y: 0mm</div><br> <div class="value" style="display: inline;">Z: 0mm</div></td></tr></table></td><td class="model" align="right"><img 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"/></td></tr></table><br>
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<table class="sheet" cellspacing="0" align="center">
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<tr><th>Total</th></tr><tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="description" style="display: inline;">Number Of Operations: </div><div class="value" style="display: inline;">16</div></td></tr><tr><td><div class="description" style="display: inline;">Number Of Tools: </div><div class="value" style="display: inline;">6</div></td></tr><tr><td><div class="description" style="display: inline;">Tools: </div><div class="value" style="display: inline; white-space: normal;"><b>T2</b> <b>T3</b> <b>T4</b> <b>T5</b> <b>T10</b> <b>T20</b></div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">155mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-25mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">5197.546mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">6481.64mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">2264.97mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">4m:53s</div></td></tr></table></td></tr></table>
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<table class="sheet" cellspacing="0" align="center">
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<colgroup span="3"><col width="1*"/><col width="1*"/><col width="120"/></colgroup><tr><th colspan="4">Tools</th></tr>
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<tr class="info"><td valign="top"><table class="info"><tr><td><b>T2</b> D2 L2</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">right hand tap</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">8mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">72.54mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-25mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feed: </div><div class="value" style="display: inline;">5197.546mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">4158rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">240mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">237.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">14s <div class="percentage">(4.7%)</div></div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Holder: </div><div class="value" style="display: inline;">Maritool CAT40-APU13 Drill Chuck</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Maritool</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">CAT40-APU13</div></td></tr></table></td><td class="toolimage" valign="center" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 175.225" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 173.225)"><g transform="scale(1, -1)"><path class="holder" d="M0 72.54 L6.731 72.54 L11.43 85.24 L19.05 85.24 L24.65 105.24 L24.65 110.2 L25.25 110.8 L25.25 132.95 L24 134.2 L24 150.7 L19.05 150.7 L19.05 154.2 L31.0134 154.2 L31.7754 154.962 L31.7754 158.645 L28.1305 160.652 L28.1305 163.649 L31.7754 165.655 L31.7754 169.288 L31.0134 170.05 L22.225 170.05 L22.225 173.225 L0 173.225 L-22.225 173.225 L-22.225 170.05 L-31.0134 170.05 L-31.7754 169.288 L-31.7754 165.655 L-28.1305 163.649 L-28.1305 160.652 L-31.7754 158.645 L-31.7754 154.962 L-31.0134 154.2 L-19.05 154.2 L-19.05 150.7 L-24 150.7 L-24 134.2 L-25.25 132.95 L-25.25 110.8 L-24.65 110.2 L-24.65 105.24 L-19.05 85.24 L-11.43 85.24 L-6.731 72.54 L-0 72.54 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L4 0 L4 70 L4 70 L4 72.54 L0 72.54 L-4 72.54 L-4 70 L-4 70 L-4 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td> </td><td> </td><td> </td><td> </td></tr>
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<tr class="info"><td valign="top"><table class="info"><tr><td><b>T3</b> D3 L3</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">probe</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">3mm</div></td></tr><tr><td><div class="description" style="display: inline;">Corner Radius: </div><div class="value" style="display: inline;">1.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">21.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">1</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Renishaw</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">A-5000-4160</div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-6mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feed: </div><div class="value" style="display: inline;">4050.874mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">554.58mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">178.56mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">11s <div class="percentage">(3.8%)</div></div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Holder: </div><div class="value" style="display: inline;">Default Holder</div></td></tr></table></td><td class="toolimage" valign="center" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-26 -1 52 52.5" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 50.5)"><g transform="scale(1, -1)"><path class="holder" d="M0 21.5 L12.5 21.5 L15 26.5 L15 34.5 L25 34.5 L25 36.5 L23 38.5 L23 41.5 L25 43.5 L25 45.5 L21 45.5 L20 50.5 L0 50.5 L-20 50.5 L-21 45.5 L-25 45.5 L-25 43.5 L-23 41.5 L-23 38.5 L-25 36.5 L-25 34.5 L-15 34.5 L-15 26.5 L-12.5 21.5 L-0 21.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 A1.5 1.5 0 0 1 0.75 2.79904 L0.75 2.79904 L0.75 21.5 L0 21.5 L-0.75 21.5 L-0.75 2.79904 L-0.75 2.79904 A1.5 1.5 0 0 1 -0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td> </td><td> </td><td> </td><td> </td></tr>
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<tr class="info"><td valign="top"><table class="info"><tr><td><b>T4</b> D4 L4</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">16mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">2</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">16 mm Flat Endmill - Finish</div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-4.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feed: </div><div class="value" style="display: inline;">3202.563mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">1522.6mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">133.73mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">30s <div class="percentage">(10.3%)</div></div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Holder: </div><div class="value" style="display: inline;">Maritool CAT40-ER32-2.35</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Maritool</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">CAT40-ER32-2.35</div></td></tr></table></td><td class="toolimage" valign="center" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L8 0 L8 25 L8 25 L8 27.5 L0 27.5 L-8 27.5 L-8 25 L-8 25 L-8 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td> </td><td> </td><td> </td><td> </td></tr>
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<tr class="info"><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">spot drill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Tip Angle: </div><div class="value" style="display: inline;">90°</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Spot Drill</div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-21.9mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feed: </div><div class="value" style="display: inline;">4046.872mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">3626.54mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">923.26mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">1m:13s <div class="percentage">(25.1%)</div></div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Holder: </div><div class="value" style="display: inline;">Maritool CAT40-ER32-2.35</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Maritool</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">CAT40-ER32-2.35</div></td></tr></table></td><td class="toolimage" valign="center" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 5 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 5 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td> </td><td> </td><td> </td><td> </td></tr>
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<tr class="info"><td valign="top"><table class="info"><tr><td><b>T10</b> D10 L10</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">drill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">7mm</div></td></tr><tr><td><div class="description" style="display: inline;">Tip Angle: </div><div class="value" style="display: inline;">118°</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">72.54mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">2</div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-24.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feed: </div><div class="value" style="display: inline;">3205.739mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">326.78mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">777.71mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">32s <div class="percentage">(10.8%)</div></div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Holder: </div><div class="value" style="display: inline;">Maritool CAT40-APU13 Drill Chuck</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Maritool</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">CAT40-APU13</div></td></tr></table></td><td class="toolimage" valign="center" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 175.225" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 173.225)"><g transform="scale(1, -1)"><path class="holder" d="M0 72.54 L6.731 72.54 L11.43 85.24 L19.05 85.24 L24.65 105.24 L24.65 110.2 L25.25 110.8 L25.25 132.95 L24 134.2 L24 150.7 L19.05 150.7 L19.05 154.2 L31.0134 154.2 L31.7754 154.962 L31.7754 158.645 L28.1305 160.652 L28.1305 163.649 L31.7754 165.655 L31.7754 169.288 L31.0134 170.05 L22.225 170.05 L22.225 173.225 L0 173.225 L-22.225 173.225 L-22.225 170.05 L-31.0134 170.05 L-31.7754 169.288 L-31.7754 165.655 L-28.1305 163.649 L-28.1305 160.652 L-31.7754 158.645 L-31.7754 154.962 L-31.0134 154.2 L-19.05 154.2 L-19.05 150.7 L-24 150.7 L-24 134.2 L-25.25 132.95 L-25.25 110.8 L-24.65 110.2 L-24.65 105.24 L-19.05 85.24 L-11.43 85.24 L-6.731 72.54 L-0 72.54 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L3.5 2.10301 L3.5 70 L3.5 70 L3.5 72.54 L0 72.54 L-3.5 72.54 L-3.5 70 L-3.5 70 L-3.5 2.10301 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td> </td><td> </td><td> </td><td> </td></tr>
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<tr class="info"><td valign="top"><table class="info"><tr><td><b>T20</b> D20 L20</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">face mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">80mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">50mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">6</div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feed: </div><div class="value" style="display: inline;">1000mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">5000rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">211.13mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">14.2mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">13s <div class="percentage">(4.4%)</div></div></td></tr></table></td><td valign="top"><table class="info"><tr><td> </td></tr></table></td><td class="toolimage" valign="center" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-41 -1 82 52" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 50)"><g transform="scale(1, -1)"><path class="holder" d="M0 50 L0 50 L-0 50 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L40 0 L40 10 L22.5 10 L22.5 50 L0 50 L-22.5 50 L-22.5 10 L-40 10 L-40 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr>
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</table>
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<table class="sheet" cellspacing="0" align="center">
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<colgroup span="4"><col width="1*"/><col width="1*"/><col width="120"/></colgroup><tr><th colspan="5">Operations</th></tr><tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 1/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Probe WCS1</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Probe</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">155mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-3mm</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T3</b> D3 L3</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">probe</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">3mm</div></td></tr><tr><td><div class="description" style="display: inline;">Corner Radius: </div><div class="value" style="display: inline;">1.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">21.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">1</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Renishaw</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">A-5000-4160</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-26 -1 52 52.5" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 50.5)"><g transform="scale(1, -1)"><path class="holder" d="M0 21.5 L12.5 21.5 L15 26.5 L15 34.5 L25 34.5 L25 36.5 L23 38.5 L23 41.5 L25 43.5 L25 45.5 L21 45.5 L20 50.5 L0 50.5 L-20 50.5 L-21 45.5 L-25 45.5 L-25 43.5 L-23 41.5 L-23 38.5 L-25 36.5 L-25 34.5 L-15 34.5 L-15 26.5 L-12.5 21.5 L-0 21.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 A1.5 1.5 0 0 1 0.75 2.79904 L0.75 2.79904 L0.75 21.5 L0 21.5 L-0.75 21.5 L-0.75 2.79904 L-0.75 2.79904 A1.5 1.5 0 0 1 -0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 2/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Probe WCS2</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Probe</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">155mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-3mm</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T3</b> D3 L3</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">probe</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">3mm</div></td></tr><tr><td><div class="description" style="display: inline;">Corner Radius: </div><div class="value" style="display: inline;">1.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">21.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">1</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Renishaw</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">A-5000-4160</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-26 -1 52 52.5" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 50.5)"><g transform="scale(1, -1)"><path class="holder" d="M0 21.5 L12.5 21.5 L15 26.5 L15 34.5 L25 34.5 L25 36.5 L23 38.5 L23 41.5 L25 43.5 L25 45.5 L21 45.5 L20 50.5 L0 50.5 L-20 50.5 L-21 45.5 L-25 45.5 L-25 43.5 L-23 41.5 L-23 38.5 L-25 36.5 L-25 34.5 L-15 34.5 L-15 26.5 L-12.5 21.5 L-0 21.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 A1.5 1.5 0 0 1 0.75 2.79904 L0.75 2.79904 L0.75 21.5 L0 21.5 L-0.75 21.5 L-0.75 2.79904 L-0.75 2.79904 A1.5 1.5 0 0 1 -0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 3/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Probe WCS3</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Probe</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">155mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">0mm</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T3</b> D3 L3</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">probe</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">3mm</div></td></tr><tr><td><div class="description" style="display: inline;">Corner Radius: </div><div class="value" style="display: inline;">1.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">21.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">1</div></td></tr><tr><td><div class="description" style="display: inline;">Vendor: </div><div class="value" style="display: inline;">Renishaw</div></td></tr><tr><td><div class="description" style="display: inline;">Product: </div><div class="value" style="display: inline;">A-5000-4160</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-26 -1 52 52.5" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 50.5)"><g transform="scale(1, -1)"><path class="holder" d="M0 21.5 L12.5 21.5 L15 26.5 L15 34.5 L25 34.5 L25 36.5 L23 38.5 L23 41.5 L25 43.5 L25 45.5 L21 45.5 L20 50.5 L0 50.5 L-20 50.5 L-21 45.5 L-25 45.5 L-25 43.5 L-23 41.5 L-23 38.5 L-25 36.5 L-25 34.5 L-15 34.5 L-15 26.5 L-12.5 21.5 L-0 21.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 A1.5 1.5 0 0 1 0.75 2.79904 L0.75 2.79904 L0.75 21.5 L0 21.5 L-0.75 21.5 L-0.75 2.79904 L-0.75 2.79904 A1.5 1.5 0 0 1 -0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 4/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Spot-7</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Drilling</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-4mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">1350.291mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">36mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">273.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">5s <div class="percentage">(1.7%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">spot drill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Tip Angle: </div><div class="value" style="display: inline;">90°</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Spot Drill</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 5 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 5 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 5/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Drill2</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Drilling</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-24.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">4158rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">436.594mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">122.21mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">553.71mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">23s <div class="percentage">(8%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T10</b> D10 L10</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">drill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">7mm</div></td></tr><tr><td><div class="description" style="display: inline;">Tip Angle: </div><div class="value" style="display: inline;">118°</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">72.54mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">2</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 175.225" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 173.225)"><g transform="scale(1, -1)"><path class="holder" d="M0 72.54 L6.731 72.54 L11.43 85.24 L19.05 85.24 L24.65 105.24 L24.65 110.2 L25.25 110.8 L25.25 132.95 L24 134.2 L24 150.7 L19.05 150.7 L19.05 154.2 L31.0134 154.2 L31.7754 154.962 L31.7754 158.645 L28.1305 160.652 L28.1305 163.649 L31.7754 165.655 L31.7754 169.288 L31.0134 170.05 L22.225 170.05 L22.225 173.225 L0 173.225 L-22.225 173.225 L-22.225 170.05 L-31.0134 170.05 L-31.7754 169.288 L-31.7754 165.655 L-28.1305 163.649 L-28.1305 160.652 L-31.7754 158.645 L-31.7754 154.962 L-31.0134 154.2 L-19.05 154.2 L-19.05 150.7 L-24 150.7 L-24 134.2 L-25.25 132.95 L-25.25 110.8 L-24.65 110.2 L-24.65 105.24 L-19.05 85.24 L-11.43 85.24 L-6.731 72.54 L-0 72.54 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L3.5 2.10301 L3.5 70 L3.5 70 L3.5 72.54 L0 72.54 L-3.5 72.54 L-3.5 70 L-3.5 70 L-3.5 2.10301 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 6/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Drill3</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Drilling</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-25mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">4158rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">5197.546mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">240mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">237.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">14s <div class="percentage">(4.7%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T2</b> D2 L2</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">right hand tap</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">8mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">72.54mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 175.225" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 173.225)"><g transform="scale(1, -1)"><path class="holder" d="M0 72.54 L6.731 72.54 L11.43 85.24 L19.05 85.24 L24.65 105.24 L24.65 110.2 L25.25 110.8 L25.25 132.95 L24 134.2 L24 150.7 L19.05 150.7 L19.05 154.2 L31.0134 154.2 L31.7754 154.962 L31.7754 158.645 L28.1305 160.652 L28.1305 163.649 L31.7754 165.655 L31.7754 169.288 L31.0134 170.05 L22.225 170.05 L22.225 173.225 L0 173.225 L-22.225 173.225 L-22.225 170.05 L-31.0134 170.05 L-31.7754 169.288 L-31.7754 165.655 L-28.1305 163.649 L-28.1305 160.652 L-31.7754 158.645 L-31.7754 154.962 L-31.0134 154.2 L-19.05 154.2 L-19.05 150.7 L-24 150.7 L-24 134.2 L-25.25 132.95 L-25.25 110.8 L-24.65 110.2 L-24.65 105.24 L-19.05 85.24 L-11.43 85.24 L-6.731 72.54 L-0 72.54 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L4 0 L4 70 L4 70 L4 72.54 L0 72.54 L-4 72.54 L-4 70 L-4 70 L-4 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 7/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Pocket : 2D Adaptive1</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Adaptive 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Optimal load: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Load deviation: </div><div class="value" style="display: inline;">1mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-4.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">3202.563mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">1522.6mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">133.73mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">30s <div class="percentage">(10.3%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T4</b> D4 L4</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">16mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">2</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">16 mm Flat Endmill - Finish</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L8 0 L8 25 L8 25 L8 27.5 L0 27.5 L-8 27.5 L-8 25 L-8 25 L-8 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 8/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Pocket 2D Cleaning</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Adaptive 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0mm</div></td></tr><tr><td><div class="description" style="display: inline;">Optimal load: </div><div class="value" style="display: inline;">7mm</div></td></tr><tr><td><div class="description" style="display: inline;">Load deviation: </div><div class="value" style="display: inline;">0.7mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">4046.872mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">1624.11mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">37mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">25s <div class="percentage">(8.4%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Cleaning</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 0 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 9/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Pcoket : 2D Contour3</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Contour 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">9.5mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">4046.872mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">573.15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">386.46mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">14s <div class="percentage">(4.7%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Cleaning</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 0 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 10/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Bushing 2D Pocket1</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Pocket 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">12mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-17.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">3202.563mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">720.29mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">41.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">14s <div class="percentage">(4.8%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Cleaning</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 0 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 11/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">2D Pocket3</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Pocket 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">12mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-20mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">3202.563mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">87.22mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">44mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">3s <div class="percentage">(1%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">4</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Cleaning</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 0 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 12/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Pocket_Clean</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Pocket 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">1.75mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-20mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">4046.872mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">435.35mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">94.9mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">9s <div class="percentage">(3%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">9.9mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Cleaning</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L4.95 0 L4.95 25 L4.95 25 L4.95 27.5 L0 27.5 L-4.95 27.5 L-4.95 25 L-4.95 25 L-4.95 0 L-0 0 Z" 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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 13/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">2D Contour3</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Contour 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">12mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-21.9mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">8085rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">3202.563mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">150.42mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">45.9mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">4s <div class="percentage">(1.5%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T5</b> D5 L5</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">27.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Cleaning</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 92.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 90.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 27.5 L19.05 27.5 L25.019 31.2592 L25.019 52.4936 L19.939 52.4936 L19.939 56.964 L22.225 59.25 L22.225 70.045 L23.495 71.315 L31.0134 71.315 L31.7754 72.077 L31.7754 75.76 L28.1305 77.7666 L28.1305 80.7638 L31.7754 82.7704 L31.7754 86.4026 L31.0134 87.1646 L22.225 87.1646 L22.225 90.3396 L0 90.3396 L-22.225 90.3396 L-22.225 87.1646 L-31.0134 87.1646 L-31.7754 86.4026 L-31.7754 82.7704 L-28.1305 80.7638 L-28.1305 77.7666 L-31.7754 75.76 L-31.7754 72.077 L-31.0134 71.315 L-23.495 71.315 L-22.225 70.045 L-22.225 59.25 L-19.939 56.964 L-19.939 52.4936 L-25.019 52.4936 L-25.019 31.2592 L-19.05 27.5 L-0 27.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 0 L5 25 L5 25 L5 27.5 L0 27.5 L-5 27.5 L-5 25 L-5 25 L-5 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 14/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">Face2</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Facing</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">76mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-0.1mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">5000rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">1000mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">211.13mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">14.2mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">13s <div class="percentage">(4.4%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T20</b> D20 L20</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">face mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">80mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">50mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">6</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-41 -1 82 52" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 50)"><g transform="scale(1, -1)"><path class="holder" d="M0 50 L0 50 L-0 50 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L40 0 L40 10 L22.5 10 L22.5 50 L0 50 L-22.5 50 L-22.5 10 L-40 10 L-40 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 15/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">2D Contour2</div></td></tr><tr><td><div class="description" style="display: inline;">Strategy: </div><div class="value" style="display: inline;">Contour 2D</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum stepover: </div><div class="value" style="display: inline;">9.5mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-20mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">3205.739mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">204.57mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">224mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">8s <div class="percentage">(2.8%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T10</b> D10 L10</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">flat end mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">72.54mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">2</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm Flat HSS-2F</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.5 -1 65 101.54" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 99.54)"><g transform="scale(1, -1)"><path class="holder" d="M0 72.54 L30.5 72.54 L31.5 73.54 L31.5 77.94 L26.5 80.827 L26.5 85.053 L31.5 87.94 L31.5 96.54 L30.5 97.54 L22.225 97.54 L22.225 99.54 L0 99.54 L-22.225 99.54 L-22.225 97.54 L-30.5 97.54 L-31.5 96.54 L-31.5 87.94 L-26.5 85.053 L-26.5 80.827 L-31.5 77.94 L-31.5 73.54 L-30.5 72.54 L-0 72.54 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L5 0 L5 25 L5 25 L5 72.54 L0 72.54 L-5 72.54 L-5 25 L-5 25 L-5 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr><tr class="space"><td colspan="5"> </td></tr>
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<tr class="info"><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;">Operation 16/16</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">2D Chamfer1</div></td></tr><tr><td><div class="description" style="display: inline;">WCS: </div><div class="value" style="display: inline;">#0</div></td></tr><tr><td><div class="description" style="display: inline;">Tolerance: </div><div class="value" style="display: inline;">0.01mm</div></td></tr><tr><td><div class="description" style="display: inline;">Stock to Leave: </div><div class="value" style="display: inline;">0mm</div></td></tr></table></td><td valign="top"><table class="info" cellspacing="0"><tr><td><div class="value" style="display: inline;"> </div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Z: </div><div class="value" style="display: inline;">15mm</div></td></tr><tr><td><div class="description" style="display: inline;">Minimum Z: </div><div class="value" style="display: inline;">-6mm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Spindle Speed: </div><div class="value" style="display: inline;">9702rpm</div></td></tr><tr><td><div class="description" style="display: inline;">Maximum Feedrate: </div><div class="value" style="display: inline;">4050.874mm/min</div></td></tr><tr><td><div class="description" style="display: inline;">Cutting Distance: </div><div class="value" style="display: inline;">554.58mm</div></td></tr><tr><td><div class="description" style="display: inline;">Rapid Distance: </div><div class="value" style="display: inline;">178.56mm</div></td></tr><tr><td><div class="description" style="display: inline;">Estimated Cycle Time: </div><div class="value" style="display: inline;">11s <div class="percentage">(3.8%)</div></div></td></tr><tr><td><div class="description" style="display: inline;">Coolant: </div><div class="value" style="display: inline;">Flood</div></td></tr></table></td><td valign="top"><table class="info"><tr><td><b>T3</b> D3 L3</td></tr><tr><td><div class="description" style="display: inline;">Type: </div><div class="value" style="display: inline;">chamfer mill</div></td></tr><tr><td><div class="description" style="display: inline;">Diameter: </div><div class="value" style="display: inline;">10mm</div></td></tr><tr><td><div class="description" style="display: inline;">Taper Angle: </div><div class="value" style="display: inline;">60°</div></td></tr><tr><td><div class="description" style="display: inline;">Length: </div><div class="value" style="display: inline;">21.5mm</div></td></tr><tr><td><div class="description" style="display: inline;">Flutes: </div><div class="value" style="display: inline;">3</div></td></tr><tr><td><div class="description" style="display: inline;">Description: </div><div class="value" style="display: inline;">10mm x 60 Chamfer Tool</div></td></tr></table></td><td class="toolimage" align="center"><svg class="toolimage" width="30mm" height="35mm" viewBox="-32.775 -1 65.551 86.34" style="background:#ffffff"><defs><linearGradient id='holderGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(120,120,120);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(180,180,180);stop-opacity:0.5'/><stop offset='100%' style='stop-color:rgb(150,150,150);stop-opacity:1'/></linearGradient><linearGradient id='cutterGrad' x1='0%' y1='0%' x2='100%' y2='0%'><stop offset='0%' style='stop-color:rgb(228,175,52);stop-opacity:1'/><stop offset='50%' style='stop-color:rgb(240,240,240);stop-opacity:1'/><stop offset='100%' style='stop-color:rgb(228,175,52);stop-opacity:1'/></linearGradient></defs><g transform="translate(0, 84.34)"><g transform="scale(1, -1)"><path class="holder" d="M0 21.5 L19.05 21.5 L25.019 25.2592 L25.019 46.4936 L19.939 46.4936 L19.939 50.964 L22.225 53.25 L22.225 64.045 L23.495 65.315 L31.0134 65.315 L31.7754 66.077 L31.7754 69.76 L28.1305 71.7666 L28.1305 74.7638 L31.7754 76.7704 L31.7754 80.4026 L31.0134 81.1646 L22.225 81.1646 L22.225 84.3396 L0 84.3396 L-22.225 84.3396 L-22.225 81.1646 L-31.0134 81.1646 L-31.7754 80.4026 L-31.7754 76.7704 L-28.1305 74.7638 L-28.1305 71.7666 L-31.7754 69.76 L-31.7754 66.077 L-31.0134 65.315 L-23.495 65.315 L-22.225 64.045 L-22.225 53.25 L-19.939 50.964 L-19.939 46.4936 L-25.019 46.4936 L-25.019 25.2592 L-19.05 21.5 L-0 21.5 Z" style="fill:url(#holderGrad);vector-effect:non-scaling-stroke;stroke:black;stroke-opacity:0.9"/><path class="cutter" d="M0 0 L3.175 0 L5 1.05366 L3.175 2.10733 L3.175 2.10733 L3.175 2.10733 L3.175 21.5 L0 21.5 L-3.175 21.5 L-3.175 2.10733 L-3.175 2.10733 L-3.175 2.10733 L-5 1.05366 L-3.175 0 L-0 0 Z" style="fill:url(#cutterGrad);vector-effect:non-scaling-stroke;stroke:black;fill-opacity:1.0;stroke-opacity:0.9"/></g></g></svg></td></tr>
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