Version 2.0 with improvements on the I2C line and changes on the silkscreen
diff --git a/.gitignore b/.gitignore
index 3d3c5b5..53a4cc8 100644
--- a/.gitignore
+++ b/.gitignore
@@ -7,6 +7,8 @@
 *.swp
 *.swo
 *.save
+*auto_saved_files*
+*.lck
 
 # Backup files generated when closing the schematic/layout editors
 *.kicad_sch-bak
diff --git a/README.md b/README.md
index ffac6be..ffdef7f 100644
--- a/README.md
+++ b/README.md
@@ -2,13 +2,9 @@
 
 Welcome to the Rust ESP Development board project. This repository contains everything you will need to build the board yourself.
 
-> This version is a special edition (v1.3a) made for the Espressif Summit Brazil 2025 and is not available for purchase.ß
-
 ## Where to buy
 
-* [ESP32-C3-DevKit-RUST-1](https://www.espressif.com/en/products/devkits)
-* [AliExpress Espressif Official Store](https://www.aliexpress.com/item/1005004418342288.html)
-* [Mouser Electronics](https://www2.mouser.com/ProductDetail/Espressif-Systems/ESP32-C3-DevKit-RUST-1?qs=4ASt3YYao0WvXOj9TGjU2A%3D%3D)
+This version will be available for purchasing soon.
 
 ## Ferrous Systems Training
 
diff --git a/docs/index.html b/docs/index.html
index d9a5f2d..c055c02 100644
--- a/docs/index.html
+++ b/docs/index.html
@@ -618,6 +618,7 @@
   width: 100%;
   background-color: white;
   transition: background-color 0.3s;
+  min-height: 100%;
 }
 
 #top {
@@ -975,7 +976,7 @@
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
@@ -1051,7 +1052,8 @@
   var text = '';
   for (var node of bomhead.childNodes[0].childNodes) {
     if (node.firstChild) {
-      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
+      var name = node.firstChild.nodeValue ?? "";
+      text += (output == 'csv' ? `"${name}"` : name);
     }
     if (node != bomhead.childNodes[0].lastChild) {
       text += (output == 'csv' ? ',' : '\t');
@@ -1163,6 +1165,7 @@
     return 1;
   },
   valueRegex: null,
+  valueAltRegex: null,
 }
 
 function initUtils() {
@@ -1186,8 +1189,10 @@
   if (config.fields.includes("Value")) {
     var index = config.fields.indexOf("Value");
     pcbdata.bom["parsedValues"] = {};
+    var allList = getBomListByLayer('FB').flat();
     for (var id in pcbdata.bom.fields) {
-      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
+      var ref_key = allList.find(item => item[1] == Number(id)) || [];
+      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index], ref_key[0] || '');
     }
   }
 }
@@ -1199,45 +1204,44 @@
       if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
         unit = 'r';
       }
-      unit = unit[0];
-    } else {
-      ref = /^([a-z]+)\d+$/i.exec(ref);
-      if (ref) {
-        ref = ref[1].toLowerCase();
-        if (ref == "c") unit = 'f';
-        else if (ref == "l") unit = 'h';
-        else if (ref == "r" || ref == "rv") unit = 'r';
-        else unit = null;
-      }
+      return unit[0];
     }
-    return unit;
+
+    var resarr = /^([a-z]+)\d+$/i.exec(ref);
+    switch (Array.isArray(resarr) && resarr[1].toLowerCase()) {
+      case "c": return 'f';
+      case "l": return 'h';
+      case "r":
+      case "rv": return 'r';
+    }
+    return null;
   };
   val = val.replace(/,/g, "");
   var match = units.valueRegex.exec(val);
-  var unit;
-  if (match) {
-    val = parseFloat(match[1]);
-    if (match[2]) {
-      val = val * units.getMultiplier(match[2]);
-    }
-    unit = inferUnit(match[3], ref);
+  if (Array.isArray(match)) {
+    var unit = inferUnit(match[3], ref);
+    var val_i = parseFloat(match[1]);
     if (!unit) return null;
-    else return {
-      val: val,
+    if (match[2]) {
+      val_i = val_i * units.getMultiplier(match[2]);
+    }
+    return {
+      val: val_i,
       unit: unit,
       extra: match[4],
     }
   }
+
   match = units.valueAltRegex.exec(val);
-  if (match && (match[1] || match[4])) {
-    val = parseFloat(match[1] + "." + match[4]);
-    if (match[3]) {
-      val = val * units.getMultiplier(match[3]);
-    }
-    unit = inferUnit(match[2], ref);
+  if (Array.isArray(match) && (match[1] || match[4])) {
+    var unit = inferUnit(match[2], ref);
+    var val_i = parseFloat(match[1] + "." + match[4]);
     if (!unit) return null;
-    else return {
-      val: val,
+    if (match[3]) {
+      val_i = val_i * units.getMultiplier(match[3]);
+    }
+    return {
+      val: val_i,
       unit: unit,
       extra: match[5],
     }
@@ -1430,6 +1434,8 @@
   document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
   setRedrawOnDrag(settings.redrawOnDrag);
   document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
+  setHighlightRowOnClick(settings.highlightRowOnClick);
+  document.getElementById("highlightRowOnClickCheckbox").checked = settings.highlightRowOnClick;
   setDarkMode(settings.darkMode);
   document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
   setHighlightPin1(settings.highlightpin1);
@@ -1554,6 +1560,7 @@
   }
   initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
   initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
+  initBooleanSetting("highlightRowOnClick", false, "highlightRowOnClickCheckbox", setHighlightRowOnClick);
   initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
 
   var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
@@ -1933,6 +1940,8 @@
   ctx.fillStyle = padHoleColor;
   if (pad.drillshape == "oblong") {
     ctx.fill(getOblongPath(pad.drillsize));
+  } else if (pad.drillshape == "rect") {
+    ctx.fill(getChamferedRectPath(pad.drillsize, 0, 0, 0));
   } else {
     ctx.fill(getCirclePath(pad.drillsize[0] / 2));
   }
@@ -3210,6 +3219,14 @@
   redrawIfInitDone();
 }
 
+function setHighlightRowOnClick(value) {
+  settings.highlightRowOnClick = value;
+  writeStorage("highlightRowOnClick", value);
+  if (initDone) {
+    populateBomTable();
+  }
+}
+
 function getStoredCheckboxRefs(checkbox) {
   function convert(ref) {
     var intref = parseInt(ref);
@@ -3261,15 +3278,15 @@
   element.indeterminate = (state == "indeterminate");
 }
 
-function createCheckboxChangeHandler(checkbox, references, row) {
-  return function () {
+function createCheckboxHandlers(input, checkbox, references, row) {
+  var clickHandler = () => {
     refsSet = getStoredCheckboxRefs(checkbox);
     var markWhenChecked = settings.markWhenChecked == checkbox;
     eventArgs = {
       checkbox: checkbox,
       refs: references,
     }
-    if (this.checked) {
+    if (input.checked) {
       // checkbox ticked
       for (var ref of references) {
         refsSet.add(ref[1]);
@@ -3301,6 +3318,22 @@
     updateCheckboxStats(checkbox);
     EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
   }
+
+  return [
+    (e) => {
+      clickHandler();
+    },
+    (e) => {
+      e.preventDefault();
+      if (row.onmousemove) row.onmousemove();
+    },
+    (e) => {
+      e.preventDefault();
+      input.checked = !input.checked;
+      input.indeterminate = false;
+      clickHandler();
+    }
+  ];
 }
 
 function clearHighlightedFootprints() {
@@ -3367,7 +3400,7 @@
     return entry.toLowerCase().indexOf(filter) >= 0;
   }
   // check refs
-  if (!settings.hiddenColumns.includes("references")) {
+  if (!settings.hiddenColumns.includes("References")) {
     for (var ref of entry) {
       if (ref[0].toLowerCase().indexOf(filter) >= 0) {
         return true;
@@ -3415,6 +3448,35 @@
   return r;
 }
 
+function getBomListByLayer(layer) {
+  switch (layer) {
+    case 'F': return pcbdata.bom.F.slice();
+    case 'B': return pcbdata.bom.B.slice();
+    case 'FB': return pcbdata.bom.both.slice();
+  }
+  return [];
+}
+
+function getSelectedBomList() {
+  if (settings.bommode == "netlist") {
+    return pcbdata.nets.slice();
+  }
+  var out = getBomListByLayer(settings.canvaslayout);
+
+  if (settings.bommode == "ungrouped") {
+    // expand bom table
+    var expandedTable = [];
+    for (var bomentry of out) {
+      for (var ref of bomentry) {
+        expandedTable.push([ref]);
+      }
+    }
+    return expandedTable;
+  }
+
+  return out;
+}
+
 function checkboxSetUnsetAllHandler(checkboxname) {
   return function () {
     var checkboxnum = 0;
@@ -3627,7 +3689,7 @@
         tr.appendChild(createColumnHeader("References", "references", (a, b) => {
           var i = 0;
           while (i < a.length && i < b.length) {
-            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
+            if (a[i][0] != b[i][0]) return compareRefs(a[i][0], b[i][0]);
             i++;
           }
           return a.length - b.length;
@@ -3672,31 +3734,9 @@
   var first = true;
   var style = getComputedStyle(topmostdiv);
   var defaultNetColor = style.getPropertyValue('--track-color').trim();
-  if (settings.bommode == "netlist") {
-    bomtable = pcbdata.nets.slice();
-  } else {
-    switch (settings.canvaslayout) {
-      case 'F':
-        bomtable = pcbdata.bom.F.slice();
-        break;
-      case 'FB':
-        bomtable = pcbdata.bom.both.slice();
-        break;
-      case 'B':
-        bomtable = pcbdata.bom.B.slice();
-        break;
-    }
-    if (settings.bommode == "ungrouped") {
-      // expand bom table
-      expandedTable = []
-      for (var bomentry of bomtable) {
-        for (var ref of bomentry) {
-          expandedTable.push([ref]);
-        }
-      }
-      bomtable = expandedTable;
-    }
-  }
+
+  bomtable = getSelectedBomList();
+
   if (bomSortFunction) {
     bomtable = bomtable.sort(bomSortFunction);
   }
@@ -3756,7 +3796,7 @@
               td = document.createElement("TD");
               var input = document.createElement("input");
               input.type = "checkbox";
-              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
+              [input.onchange, td.ontouchstart, td.ontouchend] = createCheckboxHandlers(input, checkbox, references, tr);
               setBomCheckboxState(checkbox, input, references);
               if (input.checked && settings.markWhenChecked == checkbox) {
                 tr.classList.add("checked");
@@ -3798,7 +3838,11 @@
     }
     bom.appendChild(tr);
     var handler = createRowHighlightHandler(tr.id, references, netname);
-    tr.onmousemove = handler;
+    if (settings.highlightRowOnClick) {
+      tr.onmousedown = handler;
+    } else {
+      tr.onmousemove = handler;
+    }
     highlightHandlers.push({
       id: tr.id,
       handler: handler,
@@ -4112,7 +4156,8 @@
     return;
   }
   var bomrow = document.getElementById(bomrowid);
-  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
+  var childNum = checkboxnum + settings.columnOrder.indexOf("checkboxes");
+  var checkbox = bomrow.childNodes[childNum].childNodes[0];
   checkbox.checked = !checkbox.checked;
   checkbox.indeterminate = false;
   checkbox.onchange();
@@ -4128,7 +4173,8 @@
     return;
   }
   var bomrow = document.getElementById(bomrowid);
-  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
+  var childNum = checkboxnum + 1 + settings.columnOrder.indexOf("checkboxes");
+  var checkbox = bomrow.childNodes[childNum].childNodes[0];
   checkbox.checked = true;
   checkbox.indeterminate = false;
   checkbox.onchange();
@@ -4341,10 +4387,10 @@
 }
 
 window.onload = function (e) {
-  initUtils();
   initRender();
   initStorage();
   initDefaults();
+  initUtils();
   cleanGutters();
   populateMetadata();
   dbgdiv = document.getElementById("dbg");
@@ -4457,6 +4503,10 @@
             DNP outlined
           </label>
           <label class="menu-label">
+            <input id="highlightRowOnClickCheckbox" type="checkbox" checked onchange="setHighlightRowOnClick(this.checked)">
+            Highlight row on click
+          </label>
+          <label class="menu-label">
             <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
             Continuous redraw on drag
           </label>
diff --git a/hardware/esp-rust-board/esp-rust-board.kicad_pcb b/hardware/esp-rust-board/esp-rust-board.kicad_pcb
index a94dcc1..a0e1a89 100644
--- a/hardware/esp-rust-board/esp-rust-board.kicad_pcb
+++ b/hardware/esp-rust-board/esp-rust-board.kicad_pcb
@@ -9,10 +9,9 @@
 	(paper "A4")
 	(title_block
 		(title "ESP32-C3-DevKit-RUST-2")
-		(date "2025-05-02")
-		(rev "1.3a")
+		(date "2025-10-28")
+		(rev "2.0")
 		(company "Espressif Systems")
-		(comment 1 "Special Edition Summit Brazil")
 	)
 	(layers
 		(0 "F.Cu" signal)
@@ -85,7 +84,7 @@
 		(tenting front back)
 		(pcbplotparams
 			(layerselection 0x00000000_00000000_5555555d_5755f5ff)
-			(plot_on_all_layers_selection 0x00000000_00000000_00000000_00000000)
+			(plot_on_all_layers_selection 0x00000000_00000000_00000008_00000000)
 			(disableapertmacros no)
 			(usegerberextensions no)
 			(usegerberattributes no)
@@ -110,7 +109,6 @@
 			(psnegative no)
 			(psa4output no)
 			(plot_black_and_white yes)
-			(plotinvisibletext no)
 			(sketchpadsonfab no)
 			(plotpadnumbers no)
 			(hidednponfab no)
@@ -121,7 +119,7 @@
 			(mirror no)
 			(drillshape 0)
 			(scaleselection 1)
-			(outputdirectory "placement/")
+			(outputdirectory "gerber/")
 		)
 	)
 	(net 0 "")
@@ -380,18 +378,6 @@
 			(layer "F.Fab")
 			(uuid "63d57e58-1d9b-44cb-8e5e-34d48fa96f84")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "c9fd8097-4fd2-4bf4-ae2b-c6dd4fdd0ad6")
-			(effects
-				(font
-					(size 0.4 0.4)
-					(thickness 0.06)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.7875 0 180)
 			(size 0.875 0.95)
@@ -1286,18 +1272,6 @@
 			(layer "F.Fab")
 			(uuid "3ba70906-5a41-41a7-b8f9-5c845de608a7")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -2 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "9f16d9af-5dab-4649-b18a-3d54032eeaf8")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at 1.25 0 180)
 			(size 1 1.8)
@@ -1510,18 +1484,6 @@
 			(layer "F.Fab")
 			(uuid "d5cf0d71-b4ee-4aed-b567-46b19f641f20")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "2ba2b3eb-224f-4796-afc6-e3fdf39ecfbd")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -1723,18 +1685,6 @@
 			(layer "F.Fab")
 			(uuid "a26d4cd6-ebcd-4f23-9ce5-fec244b6e24b")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "570e06c8-e282-47ad-a16f-1c101653bcd2")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -1936,18 +1886,6 @@
 			(layer "F.Fab")
 			(uuid "b413ae81-6cdf-4dbb-8fe0-87b77f1bd3d0")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "33b067b5-f5f2-47ca-b6f5-0655e1c3b542")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -2161,18 +2099,6 @@
 			(layer "F.Fab")
 			(uuid "2ed795d4-9928-4760-a0b0-796f1d7302ac")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "542c0bc2-7279-4d6b-bfea-489836939f96")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 270)
 			(size 0.56 0.62)
@@ -2374,18 +2300,6 @@
 			(layer "F.Fab")
 			(uuid "edf14a6b-0d70-4db0-9e28-784d655ee5be")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "046b86e4-3f99-4b1b-8afc-2b7655e8b091")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0)
 			(size 0.54 0.64)
@@ -2587,18 +2501,6 @@
 			(layer "F.Fab")
 			(uuid "c7dc6ce5-fc1b-4b59-ba74-47bc7bca464b")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "babea015-3fe7-46cd-aaa7-3404de6c3a7a")
-			(effects
-				(font
-					(size 0.4 0.4)
-					(thickness 0.06)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.775 0 180)
 			(size 0.9 0.95)
@@ -2800,18 +2702,6 @@
 			(layer "F.Fab")
 			(uuid "0d9efdde-06ea-47a2-bdf8-78af3ad3ce57")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "e9849bc8-6aec-48ee-9fbf-9516057c0506")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 270)
 			(size 0.56 0.62)
@@ -3083,18 +2973,6 @@
 			(layer "F.Fab")
 			(uuid "d02abb4a-6862-4e43-bda0-9136ef818539")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -1.3 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "73a44f0b-73f5-401a-a4f9-19586eb00839")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -0.7 0 270)
 			(size 0.6 0.7)
@@ -3296,18 +3174,6 @@
 			(layer "F.Fab")
 			(uuid "c7d84f6e-a707-4ffd-8ab8-e4d824111c03")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 1.325 0.003 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "ddaaab04-fca3-4052-9a26-35c7845fd694")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -3509,18 +3375,6 @@
 			(layer "F.Fab")
 			(uuid "37104389-0ffa-4ff9-884c-f7e490c8571a")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "e85705c7-e2a6-4d53-a85c-6c783418e0d2")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 270)
 			(size 0.56 0.62)
@@ -3792,18 +3646,6 @@
 			(layer "F.Fab")
 			(uuid "0243fc01-c89d-427f-ada0-c7b78b375c4b")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -1.3 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "b2fb7a1b-c9ba-4acd-a02e-25484040900c")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -0.7 0 270)
 			(size 0.6 0.7)
@@ -4005,18 +3847,6 @@
 			(layer "F.Fab")
 			(uuid "6e4fd549-4e22-4263-aa63-fbb79f10ecb8")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "36815cf6-0422-444c-a3e8-ed66ef92f617")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0)
 			(size 0.54 0.64)
@@ -4357,18 +4187,6 @@
 			(layer "F.Fab")
 			(uuid "6ab2e036-243f-4d4a-b5c7-a6f38830617d")
 		)
-		(fp_text user "Antenna Area"
-			(at 0 -8.55 0)
-			(layer "F.SilkS")
-			(hide yes)
-			(uuid "c44562f0-c44f-48e0-8232-c2e43dc26e75")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(fp_text user "REF**"
 			(at 0 0 0)
 			(layer "F.Fab")
@@ -5134,18 +4952,6 @@
 			(layer "F.Fab")
 			(uuid "1aac4077-bad0-4463-b828-61cc63a5ccc0")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "c90c7496-e357-4196-84e1-b6422a13a023")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0)
 			(size 0.54 0.64)
@@ -5448,18 +5254,6 @@
 			(layer "F.Fab")
 			(uuid "8016bda9-db11-4c76-bd8c-a1ac025617d9")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -2.75 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "ff0a73d9-2c09-4ee9-beee-9604df84be92")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -2.075 -1.075 90)
 			(size 1.05 0.65)
@@ -5690,18 +5484,6 @@
 			(layer "F.Fab")
 			(uuid "ce52e298-4c1f-4e90-ab4b-157701b38695")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 1.325 0.019 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "715264d8-cf27-4504-ad9e-c7f96a4fd81e")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -5973,18 +5755,6 @@
 			(layer "F.Fab")
 			(uuid "cdd161f0-22d1-4053-9a0b-ffab3a54d82f")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -1.3 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "52949d6c-3d13-4c3f-aaae-0190262c1362")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -0.7 0 270)
 			(size 0.6 0.7)
@@ -6802,18 +6572,6 @@
 			(layer "F.Fab")
 			(uuid "3e308dc9-2a7e-453c-9c0d-ed6716a1e4ef")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -0.254 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "f0fd2e44-a386-4ee9-98ea-d37af6599518")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -7015,18 +6773,6 @@
 			(layer "F.Fab")
 			(uuid "7ffe756e-7031-40a9-a22e-c934089443a6")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "d86de366-b062-45a7-bdc6-eee27735041a")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 270)
 			(size 0.54 0.64)
@@ -7228,18 +6974,6 @@
 			(layer "F.Fab")
 			(uuid "02a911eb-13f8-468a-9e52-a59bcd594995")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "19cec2a5-b60e-466c-a462-027339cdd498")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 270)
 			(size 0.54 0.64)
@@ -7521,18 +7255,6 @@
 			(layer "F.Fab")
 			(uuid "c609c484-2253-4f34-947c-2a26d9dba820")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -2 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "7e540c88-b84d-4388-8437-b417fdc7497f")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -1.65 0 270)
 			(size 0.9 1.2)
@@ -7734,18 +7456,6 @@
 			(layer "F.Fab")
 			(uuid "172ae4b5-4844-4ae8-a220-06196fc931d3")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "b0417074-2887-4d2d-b55d-004cff435a65")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 270)
 			(size 0.56 0.62)
@@ -7947,18 +7657,6 @@
 			(layer "F.Fab")
 			(uuid "55e5b7d2-eb43-4f5b-9f89-b1eff1e119d9")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "8778d1c5-07c3-4374-9b2c-eb48d2f32042")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 270)
 			(size 0.54 0.64)
@@ -8160,18 +7858,6 @@
 			(layer "F.Fab")
 			(uuid "f0252edc-e8f7-43bb-bd44-03523a4233fa")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "d7f30e11-d126-4e7b-a554-c013237d8438")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 90)
 			(size 0.54 0.64)
@@ -8773,18 +8459,6 @@
 			(layer "F.Fab")
 			(uuid "4c995c14-dfa3-48d5-bf30-8cab81eff6dd")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -2.75 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "2d6614eb-bffa-4bcf-95c6-23d2c0802bc5")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -2.075 -1.075 90)
 			(size 1.05 0.65)
@@ -9015,18 +8689,6 @@
 			(layer "F.Fab")
 			(uuid "1ce35f55-7b10-4f85-a37b-4d1001366d27")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 1.325 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "440e56b8-e696-4feb-9521-3e1f16f39a02")
-			(effects
-				(font
-					(size 0.25 0.25)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.48 0 90)
 			(size 0.56 0.62)
@@ -9228,18 +8890,6 @@
 			(layer "F.Fab")
 			(uuid "7cba27a8-b26c-4e33-ad8e-83f2f8589f1f")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "2a0557af-99f5-4d4f-a3f5-32287aa44770")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 270)
 			(size 0.54 0.64)
@@ -9441,18 +9091,6 @@
 			(layer "F.Fab")
 			(uuid "eef31ba5-994a-4dab-8b67-8b56d6ec3764")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "ec7993b9-2e80-41d7-a9e6-32c1a4acb73d")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 180)
 			(size 0.54 0.64)
@@ -9674,18 +9312,6 @@
 			(layer "F.Fab")
 			(uuid "4318fcb5-9334-4981-bad4-6943832d199d")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "bde06726-cef4-4003-a1b5-ea6b7a6034a0")
-			(effects
-				(font
-					(size 0.4 0.4)
-					(thickness 0.06)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.7875 0 270)
 			(size 0.875 0.95)
@@ -9889,18 +9515,6 @@
 			(layer "F.Fab")
 			(uuid "0b3d4208-4257-4a45-bf45-0ac0b66edc08")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "b49d4886-5858-45d9-91aa-e4893360ac04")
-			(effects
-				(font
-					(size 0.4 0.4)
-					(thickness 0.06)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.775 0 270)
 			(size 0.9 0.95)
@@ -10102,18 +9716,6 @@
 			(layer "F.Fab")
 			(uuid "0971e15a-5aee-4a87-83db-9158094b4670")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "a120ec1a-c3ea-4c4e-ad75-54278c183a82")
-			(effects
-				(font
-					(size 0.4 0.4)
-					(thickness 0.06)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.775 0)
 			(size 0.9 0.95)
@@ -10345,18 +9947,6 @@
 			(layer "F.Fab")
 			(uuid "a3fe4351-40c5-439f-b2ce-943ba00790a3")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "5760e242-d884-4525-b413-5cdf8762836e")
-			(effects
-				(font
-					(size 0.5 0.5)
-					(thickness 0.075)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -1.1375 -0.95 90)
 			(size 1.325 0.6)
@@ -10590,18 +10180,6 @@
 			(layer "F.Fab")
 			(uuid "d26c0188-a8c0-40f8-947a-e0efe65dd5bd")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "a4ccff6b-8aca-4df0-a4d8-195b1f165632")
-			(effects
-				(font
-					(size 0.5 0.5)
-					(thickness 0.08)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.95 0 180)
 			(size 1 1.45)
@@ -10803,18 +10381,6 @@
 			(layer "F.Fab")
 			(uuid "2fca283b-07ad-4fe4-8cca-34dc149535e1")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "c41543a3-3bad-4682-9e5f-797025664df0")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 270)
 			(size 0.54 0.64)
@@ -11046,18 +10612,6 @@
 			(layer "F.Fab")
 			(uuid "8302248e-97db-45f0-9e4e-d0367b746f41")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "1699bc09-f09e-4839-81f2-9ca65ce464d7")
-			(effects
-				(font
-					(size 0.5 0.5)
-					(thickness 0.075)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.9375 -0.95 270)
 			(size 1.475 0.6)
@@ -11271,18 +10825,6 @@
 			(layer "F.Fab")
 			(uuid "d372b0df-12cb-4d18-93e5-ecca155a1076")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "99fdad4b-67df-4338-ab02-f49dc004d666")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 180)
 			(size 0.54 0.64)
@@ -11484,18 +11026,6 @@
 			(layer "F.Fab")
 			(uuid "20d20a6c-03cf-4a4c-8a77-7b10171706e4")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "abe00674-f224-458e-b299-3c29db445920")
-			(effects
-				(font
-					(size 0.5 0.5)
-					(thickness 0.08)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.95 0)
 			(size 1 1.45)
@@ -11697,18 +11227,6 @@
 			(layer "F.Fab")
 			(uuid "d8004053-a96a-4db9-be88-aefe8064c65c")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "1e747565-f7ad-415f-b1ff-c794f09a92cc")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 180)
 			(size 0.54 0.64)
@@ -11939,18 +11457,6 @@
 			(layer "F.Fab")
 			(uuid "ad8e30e7-0cff-47ce-9ecc-a330acae07ee")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "82d6bed5-fe1c-4371-abeb-57e5be235891")
-			(effects
-				(font
-					(size 0.5 0.5)
-					(thickness 0.075)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -1.1375 -0.95)
 			(size 1.325 0.6)
@@ -12184,18 +11690,6 @@
 			(layer "F.Fab")
 			(uuid "2c831197-3673-4a55-945e-4f3263f57df0")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "037de9aa-a34e-4431-8769-841d7d04060a")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 90)
 			(size 0.54 0.64)
@@ -12457,18 +11951,6 @@
 			(layer "F.Fab")
 			(uuid "e5887912-4c34-4a8c-b9ee-2c676160aece")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 180)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "ccdd4099-26e2-4e75-8050-a9127fcead8c")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -1.525 0 180)
 			(size 1.5 3.6)
@@ -12748,18 +12230,6 @@
 			(layer "F.Fab")
 			(uuid "2dc87334-fd40-4e01-9fef-3fdc57ef4547")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 -2 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "2de38d86-7c82-418c-99ca-14d4f0d099d3")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -1.65 0 180)
 			(size 0.9 1.2)
@@ -12961,18 +12431,6 @@
 			(layer "F.Fab")
 			(uuid "a3320d5c-237c-4cca-a6a9-4a2f9b14c9cd")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "7fe6591b-8f40-443d-8aeb-5a9e439d5b11")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 180)
 			(size 0.54 0.64)
@@ -13174,18 +12632,6 @@
 			(layer "F.Fab")
 			(uuid "307d06a5-a22d-4946-8b80-4f092fd73e46")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "17a1090e-1ea0-4ddd-9da2-e68411fa1c2d")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 270)
 			(size 0.54 0.64)
@@ -14688,18 +14134,6 @@
 			(layer "F.Fab")
 			(uuid "79f11e45-fca1-40d3-a139-d08a043d1f07")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "28ff867d-2f70-4db5-9867-36de4b767980")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0)
 			(size 0.54 0.64)
@@ -14901,18 +14335,6 @@
 			(layer "F.Fab")
 			(uuid "c5ed94e9-b531-4f9d-ab05-17fae1da056d")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 90)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "b115bb91-bb2f-49f2-a690-253202d0c73a")
-			(effects
-				(font
-					(size 0.26 0.26)
-					(thickness 0.04)
-				)
-			)
-		)
 		(pad "1" smd roundrect
 			(at -0.51 0 90)
 			(size 0.54 0.64)
@@ -15590,30 +15012,6 @@
 			(layer "F.Fab")
 			(uuid "c00f70ae-0e25-4af0-bb68-063fc184dee8")
 		)
-		(fp_text user "1"
-			(at -3.5 -0.875 0)
-			(layer "F.SilkS")
-			(hide yes)
-			(uuid "6841611e-7724-42b3-be73-ec3668ecbac2")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-			)
-		)
-		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
-			(layer "F.Fab")
-			(hide yes)
-			(uuid "8551a0e9-2514-4ada-a6c7-960f7a4d5e93")
-			(effects
-				(font
-					(size 0.5 0.5)
-					(thickness 0.1)
-				)
-			)
-		)
 		(pad "1" smd rect
 			(at -1.75 -0.875 180)
 			(size 1.6 0.85)
@@ -16030,19 +15428,6 @@
 			(layer "B.CrtYd")
 			(uuid "7a89709d-a8cb-4a64-a3a3-ed263fad27d0")
 		)
-		(fp_text user "${REFERENCE}"
-			(at 2.413 0 0)
-			(layer "B.Fab")
-			(hide yes)
-			(uuid "069bdd9d-f380-4c58-987e-4887748031e8")
-			(effects
-				(font
-					(size 1 1)
-					(thickness 0.15)
-				)
-				(justify mirror)
-			)
-		)
 		(pad "1" smd circle
 			(at 0 0)
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-				(xy 144.793776 101.255276) (xy 144.362724 100.824224) (xy 143.795772 101.267412) (xy 144.017293 101.600707)
-				(xy 144.350588 101.822228)
+				(xy 155.24848 92.458171) (xy 155.75648 92.458171) (xy 155.748814 91.615964) (xy 155.3565 91.693)
+				(xy 155.023912 91.916228)
 			)
 		)
 		(filled_polygon
 			(layer "B.Cu")
 			(pts
-				(xy 144.370045 100.831545) (xy 144.786454 101.247954) (xy 144.789881 101.256227) (xy 144.787399 101.263433)
-				(xy 144.357259 101.813693) (xy 144.349464 101.8181) (xy 144.341565 101.816231) (xy 144.019256 101.602011)
-				(xy 144.015988 101.598743) (xy 143.801768 101.276434) (xy 143.800042 101.267647) (xy 143.804304 101.260741)
-				(xy 144.354568 100.830599) (xy 144.363195 100.828205)
+				(xy 155.743766 91.620447) (xy 155.748723 91.627905) (xy 155.748942 91.630052) (xy 155.753279 92.106538)
+				(xy 155.756373 92.446364) (xy 155.753021 92.454668) (xy 155.74478 92.458171) (xy 155.256297 92.458171)
+				(xy 155.248024 92.454744) (xy 155.245488 92.45095) (xy 155.177352 92.286519) (xy 155.176461 92.28204)
+				(xy 155.176461 92.225343) (xy 155.17646 92.225339) (xy 155.14634 92.152624) (xy 155.146339 92.152623)
+				(xy 155.145448 92.150472) (xy 155.105307 92.110332) (xy 155.102773 92.106541) (xy 155.027579 91.925079)
+				(xy 155.027579 91.916126) (xy 155.031868 91.910887) (xy 155.354547 91.69431) (xy 155.358808 91.692546)
+				(xy 155.73499 91.618678)
 			)
 		)
 	)
@@ -29888,5 +29795,43 @@
 		(tuning_mode "single")
 		(members "0f320ab6-d6ae-426d-9d35-abfaf41b76bd")
 	)
+	(generated
+		(uuid "f1342a29-3e03-44ce-9ea4-9fb90adcbcfc")
+		(type tuning_pattern)
+		(name "Tuning Pattern")
+		(layer "F.Cu")
+		(base_line
+			(pts
+				(xy 154.907821 104.290761) (xy 155.122854 104.505794)
+			)
+		)
+		(corner_radius_percent 80)
+		(end
+			(xy 155.122854 104.505794)
+		)
+		(initial_side "left")
+		(last_diff_pair_gap 0.18)
+		(last_netname "USB_D-")
+		(last_status "tuned")
+		(last_track_width 0.1524)
+		(last_tuning "37.8718 mm (tuned)")
+		(max_amplitude 1)
+		(min_amplitude 0.2)
+		(min_spacing 0.6)
+		(origin
+			(xy 154.907821 104.290761)
+		)
+		(override_custom_rules no)
+		(rounded yes)
+		(single_sided no)
+		(target_length 1000000)
+		(target_length_max 1000000)
+		(target_length_min 0)
+		(target_skew 0)
+		(target_skew_max 0.1)
+		(target_skew_min -0.1)
+		(tuning_mode "single")
+		(members "79b5f2ab-d131-4c6a-ba58-607fb02a7f48")
+	)
 	(embedded_fonts no)
 )
diff --git a/hardware/esp-rust-board/esp-rust-board.kicad_pro b/hardware/esp-rust-board/esp-rust-board.kicad_pro
index c7f168f..a668d16 100644
--- a/hardware/esp-rust-board/esp-rust-board.kicad_pro
+++ b/hardware/esp-rust-board/esp-rust-board.kicad_pro
@@ -110,6 +110,7 @@
         "solder_mask_bridge": "error",
         "starved_thermal": "error",
         "text_height": "warning",
+        "text_on_edge_cuts": "error",
         "text_thickness": "warning",
         "through_hole_pad_without_hole": "error",
         "too_many_vias": "error",
@@ -496,6 +497,7 @@
       "single_global_label": "ignore",
       "unannotated": "error",
       "unconnected_wire_endpoint": "warning",
+      "undefined_netclass": "error",
       "unit_value_mismatch": "error",
       "unresolved_variable": "error",
       "wire_dangling": "error"
diff --git a/hardware/esp-rust-board/esp-rust-board.kicad_sch b/hardware/esp-rust-board/esp-rust-board.kicad_sch
index 7890737..2259ce8 100644
--- a/hardware/esp-rust-board/esp-rust-board.kicad_sch
+++ b/hardware/esp-rust-board/esp-rust-board.kicad_sch
@@ -6,8 +6,8 @@
 	(paper "A4")
 	(title_block
 		(title "ESP32-C3-DevKit-RUST-2")
-		(date "2025-05-02")
-		(rev "1.3a")
+		(date "2025-10-28")
+		(rev "2.0")
 		(company "Espressif")
 		(comment 1 "ESP32-C3 Development Board for Rust")
 	)
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr
index 68a12b2..f238965 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Cu.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Copper,L2,Bot*%
-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Copper,L2,Bot*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -45,48 +45,52 @@
 %ADD11C,0.150000*%
 %ADD12C,0.300000*%
 %ADD13C,0.400000*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD14C,1.700000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD15FreePoly0,0.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD16RoundRect,0.425000X-0.425000X-0.425000X0.425000X-0.425000X0.425000X0.425000X-0.425000X0.425000X0*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD17FreePoly1,0.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD18FreePoly2,90.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD19FreePoly3,90.000000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD20O,1.050000X2.100000*%
-%TD*%
-%TA.AperFunction,ComponentPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ComponentPad*
 %ADD21O,1.000000X2.000000*%
-%TD*%
-%TA.AperFunction,SMDPad,CuDef*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,SMDPad,CuDef*
 %ADD22C,1.000000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ViaPad*
 %ADD23C,0.600000*%
-%TD*%
-%TA.AperFunction,ViaPad*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,ViaPad*
 %ADD24C,0.800000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD25C,0.609600*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD26C,0.508000*%
-%TD*%
-%TA.AperFunction,Conductor*%
-%ADD27C,0.152400*%
-%TD*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD25C,0.152400*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD26C,0.609600*%
+G04 #@! TD*
+G04 #@! TA.AperFunction,Conductor*
+%ADD27C,0.508000*%
+G04 #@! TD*
+%ADD28C,0.200000*%
+%ADD29C,0.080000*%
+%ADD30C,0.120000*%
+%ADD31C,0.127000*%
 G04 APERTURE END LIST*
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-X200315169Y-176693328D02*
-X200529455Y-176693328D01*
-X200529455Y-176693328D02*
-X200672312Y-176764757D01*
-X200672312Y-176764757D02*
-X200743741Y-176907614D01*
-X200743741Y-176907614D02*
-X200743741Y-177693328D01*
-X201458026Y-177693328D02*
-X201458026Y-176693328D01*
-X201458026Y-176836185D02*
-X201529455Y-176764757D01*
-X201529455Y-176764757D02*
-X201672312Y-176693328D01*
-X201672312Y-176693328D02*
-X201886598Y-176693328D01*
-X201886598Y-176693328D02*
-X202029455Y-176764757D01*
-X202029455Y-176764757D02*
-X202100884Y-176907614D01*
-X202100884Y-176907614D02*
-X202100884Y-177693328D01*
-X202100884Y-176907614D02*
-X202172312Y-176764757D01*
-X202172312Y-176764757D02*
-X202315169Y-176693328D01*
-X202315169Y-176693328D02*
-X202529455Y-176693328D01*
-X202529455Y-176693328D02*
-X202672312Y-176764757D01*
-X202672312Y-176764757D02*
-X202743741Y-176907614D01*
-X202743741Y-176907614D02*
-X202743741Y-177693328D01*
-X203458026Y-177693328D02*
-X203458026Y-176693328D01*
-X203458026Y-176193328D02*
-X203386598Y-176264757D01*
-X203386598Y-176264757D02*
-X203458026Y-176336185D01*
-X203458026Y-176336185D02*
-X203529455Y-176264757D01*
-X203529455Y-176264757D02*
-X203458026Y-176193328D01*
-X203458026Y-176193328D02*
-X203458026Y-176336185D01*
-X203958027Y-176693328D02*
-X204529455Y-176693328D01*
-X204172312Y-176193328D02*
-X204172312Y-177479042D01*
-X204172312Y-177479042D02*
-X204243741Y-177621900D01*
-X204243741Y-177621900D02*
-X204386598Y-177693328D01*
-X204386598Y-177693328D02*
-X204529455Y-177693328D01*
-X206672312Y-176907614D02*
-X206886598Y-176979042D01*
-X206886598Y-176979042D02*
-X206958027Y-177050471D01*
-X206958027Y-177050471D02*
-X207029455Y-177193328D01*
-X207029455Y-177193328D02*
-X207029455Y-177407614D01*
-X207029455Y-177407614D02*
-X206958027Y-177550471D01*
-X206958027Y-177550471D02*
-X206886598Y-177621900D01*
-X206886598Y-177621900D02*
-X206743741Y-177693328D01*
-X206743741Y-177693328D02*
-X206172312Y-177693328D01*
-X206172312Y-177693328D02*
-X206172312Y-176193328D01*
-X206172312Y-176193328D02*
-X206672312Y-176193328D01*
-X206672312Y-176193328D02*
-X206815170Y-176264757D01*
-X206815170Y-176264757D02*
-X206886598Y-176336185D01*
-X206886598Y-176336185D02*
-X206958027Y-176479042D01*
-X206958027Y-176479042D02*
-X206958027Y-176621900D01*
-X206958027Y-176621900D02*
-X206886598Y-176764757D01*
-X206886598Y-176764757D02*
-X206815170Y-176836185D01*
-X206815170Y-176836185D02*
-X206672312Y-176907614D01*
-X206672312Y-176907614D02*
-X206172312Y-176907614D01*
-X207672312Y-177693328D02*
-X207672312Y-176693328D01*
-X207672312Y-176979042D02*
-X207743741Y-176836185D01*
-X207743741Y-176836185D02*
-X207815170Y-176764757D01*
-X207815170Y-176764757D02*
-X207958027Y-176693328D01*
-X207958027Y-176693328D02*
-X208100884Y-176693328D01*
-X209243741Y-177693328D02*
-X209243741Y-176907614D01*
-X209243741Y-176907614D02*
-X209172312Y-176764757D01*
-X209172312Y-176764757D02*
-X209029455Y-176693328D01*
-X209029455Y-176693328D02*
-X208743741Y-176693328D01*
-X208743741Y-176693328D02*
-X208600883Y-176764757D01*
-X209243741Y-177621900D02*
-X209100883Y-177693328D01*
-X209100883Y-177693328D02*
-X208743741Y-177693328D01*
-X208743741Y-177693328D02*
-X208600883Y-177621900D01*
-X208600883Y-177621900D02*
-X208529455Y-177479042D01*
-X208529455Y-177479042D02*
-X208529455Y-177336185D01*
-X208529455Y-177336185D02*
-X208600883Y-177193328D01*
-X208600883Y-177193328D02*
-X208743741Y-177121900D01*
-X208743741Y-177121900D02*
-X209100883Y-177121900D01*
-X209100883Y-177121900D02*
-X209243741Y-177050471D01*
-X209815169Y-176693328D02*
-X210600884Y-176693328D01*
-X210600884Y-176693328D02*
-X209815169Y-177693328D01*
-X209815169Y-177693328D02*
-X210600884Y-177693328D01*
-X211172312Y-177693328D02*
-X211172312Y-176693328D01*
-X211172312Y-176193328D02*
-X211100884Y-176264757D01*
-X211100884Y-176264757D02*
-X211172312Y-176336185D01*
-X211172312Y-176336185D02*
-X211243741Y-176264757D01*
-X211243741Y-176264757D02*
-X211172312Y-176193328D01*
-X211172312Y-176193328D02*
-X211172312Y-176336185D01*
-X212100884Y-177693328D02*
-X211958027Y-177621900D01*
-X211958027Y-177621900D02*
-X211886598Y-177479042D01*
-X211886598Y-177479042D02*
-X211886598Y-176193328D01*
-D10*
-D11*
 X197002200Y-191507200D02*
 X197002200Y-194507200D01*
 D10*
@@ -3658,126 +3134,130 @@
 X261002200Y-191507200D02*
 X261002200Y-198007200D01*
 D14*
-%TO.P,U4,1,RST*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,U4,1,RST*
+G04 #@! TO.N,CHIP_PU*
 X137922000Y-76454000D03*
 D15*
-%TO.P,U4,2,3V3*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U4,2,3V3*
+G04 #@! TO.N,+3V3*
 X137922000Y-78994000D03*
 D14*
-%TO.P,U4,3,N/C*%
-%TO.N,unconnected-(U4-N{slash}C-Pad3)*%
+G04 #@! TO.P,U4,3,N/C*
+G04 #@! TO.N,unconnected-(U4-N{slash}C-Pad3)*
 X137922000Y-81534000D03*
 D16*
-%TO.P,U4,4,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U4,4,GND*
+G04 #@! TO.N,GND*
 X137922000Y-84074000D03*
 D14*
-%TO.P,U4,5,A0/GPIO0*%
-%TO.N,IO0*%
+G04 #@! TO.P,U4,5,A0/GPIO0*
+G04 #@! TO.N,IO0*
 X137922000Y-86614000D03*
-%TO.P,U4,6,A1/GPIO1*%
-%TO.N,IO1*%
+G04 #@! TO.P,U4,6,A1/GPIO1*
+G04 #@! TO.N,IO1*
 X137922000Y-89154000D03*
-%TO.P,U4,7,A2/GPIO2*%
-%TO.N,IO2*%
+G04 #@! TO.P,U4,7,A2/GPIO2*
+G04 #@! TO.N,IO2*
 X137922000Y-91694000D03*
-%TO.P,U4,8,A3/GPIO3*%
-%TO.N,IO3*%
+G04 #@! TO.P,U4,8,A3/GPIO3*
+G04 #@! TO.N,IO3*
 X137922000Y-94234000D03*
-%TO.P,U4,9,A4/GPIO4*%
-%TO.N,IO4*%
+G04 #@! TO.P,U4,9,A4/GPIO4*
+G04 #@! TO.N,IO4*
 X137922000Y-96774000D03*
-%TO.P,U4,10,A5/GPIO5*%
-%TO.N,IO5*%
+G04 #@! TO.P,U4,10,A5/GPIO5*
+G04 #@! TO.N,IO5*
 X137922000Y-99314000D03*
-%TO.P,U4,11,GPIO6*%
-%TO.N,IO6*%
+G04 #@! TO.P,U4,11,GPIO6*
+G04 #@! TO.N,IO6*
 X137922000Y-101854000D03*
-%TO.P,U4,12,GPIO7*%
-%TO.N,IO7_SDA*%
+G04 #@! TO.P,U4,12,GPIO7*
+G04 #@! TO.N,IO7_SDA*
 X137922000Y-104394000D03*
-%TO.P,U4,13,GPIO8*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,U4,13,GPIO8*
+G04 #@! TO.N,IO8_SCL*
 X137922000Y-106934000D03*
-%TO.P,U4,14,TXD/GPIO21*%
-%TO.N,IO21_TX*%
+G04 #@! TO.P,U4,14,TXD/GPIO21*
+G04 #@! TO.N,IO21_TX*
 X137922000Y-109474000D03*
-%TO.P,U4,15,RXD/GPIO20*%
-%TO.N,IO20_RX*%
+G04 #@! TO.P,U4,15,RXD/GPIO20*
+G04 #@! TO.N,IO20_RX*
 X137922000Y-112014000D03*
-%TO.P,U4,16,BOOT/GPIO9*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,U4,16,BOOT/GPIO9*
+G04 #@! TO.N,IO9_BOOT*
 X137922000Y-114554000D03*
-%TO.P,U4,17,SDA/GPIO10*%
-%TO.N,unconnected-(U4-SDA{slash}GPIO10-Pad17)*%
+G04 #@! TO.P,U4,17,SDA/GPIO10*
+G04 #@! TO.N,unconnected-(U4-SDA{slash}GPIO10-Pad17)*
 X158242000Y-114554000D03*
-%TO.P,U4,18,SCL/GPIO8*%
-%TO.N,unconnected-(U4-SCL{slash}GPIO8-Pad18)*%
+G04 #@! TO.P,U4,18,SCL/GPIO8*
+G04 #@! TO.N,unconnected-(U4-SCL{slash}GPIO8-Pad18)*
 X158242000Y-112014000D03*
-%TO.P,U4,19,USB_D+/GPIO19*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,U4,19,USB_D+/GPIO19*
+G04 #@! TO.N,USB_D+*
 X158242000Y-109474000D03*
-%TO.P,U4,20,USB_D-/GPIO18*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,U4,20,USB_D-/GPIO18*
+G04 #@! TO.N,USB_D-*
 X158242000Y-106934000D03*
-%TO.P,U4,21,SPIQ/GPIO17*%
-%TO.N,unconnected-(U4-SPIQ{slash}GPIO17-Pad21)*%
+G04 #@! TO.P,U4,21,SPIQ/GPIO17*
+G04 #@! TO.N,unconnected-(U4-SPIQ{slash}GPIO17-Pad21)*
 X158242000Y-104394000D03*
-%TO.P,U4,22,SPID/GPIO16*%
-%TO.N,unconnected-(U4-SPID{slash}GPIO16-Pad22)*%
+G04 #@! TO.P,U4,22,SPID/GPIO16*
+G04 #@! TO.N,unconnected-(U4-SPID{slash}GPIO16-Pad22)*
 X158242000Y-101854000D03*
-%TO.P,U4,23,SPICLK/GPIO15*%
-%TO.N,unconnected-(U4-SPICLK{slash}GPIO15-Pad23)*%
+G04 #@! TO.P,U4,23,SPICLK/GPIO15*
+G04 #@! TO.N,unconnected-(U4-SPICLK{slash}GPIO15-Pad23)*
 X158242000Y-99314000D03*
-%TO.P,U4,24,SPIWP/GPIO13*%
-%TO.N,unconnected-(U4-SPIWP{slash}GPIO13-Pad24)*%
+G04 #@! TO.P,U4,24,SPIWP/GPIO13*
+G04 #@! TO.N,unconnected-(U4-SPIWP{slash}GPIO13-Pad24)*
 X158242000Y-96774000D03*
-%TO.P,U4,25,SPIHD/GPIO12*%
-%TO.N,unconnected-(U4-SPIHD{slash}GPIO12-Pad25)*%
+G04 #@! TO.P,U4,25,SPIHD/GPIO12*
+G04 #@! TO.N,unconnected-(U4-SPIHD{slash}GPIO12-Pad25)*
 X158242000Y-94234000D03*
 D17*
-%TO.P,U4,26,VBUS*%
-%TO.N,VBUS*%
+G04 #@! TO.P,U4,26,VBUS*
+G04 #@! TO.N,VBUS*
 X158242000Y-91694000D03*
 D14*
-%TO.P,U4,27,ENABLE*%
-%TO.N,ENABLE*%
+G04 #@! TO.P,U4,27,ENABLE*
+G04 #@! TO.N,ENABLE*
 X158242000Y-89154000D03*
 D17*
-%TO.P,U4,28,VBAT*%
-%TO.N,+BATT*%
+G04 #@! TO.P,U4,28,VBAT*
+G04 #@! TO.N,+BATT*
 X158242000Y-86614000D03*
 D18*
-%TO.P,U4,29,BAT-*%
-%TO.N,GND*%
+G04 #@! TO.P,U4,29,BAT-*
+G04 #@! TO.N,GND*
 X158242000Y-120904000D03*
 D19*
-%TO.P,U4,30,BAT+*%
-%TO.N,+BATT*%
+G04 #@! TO.P,U4,30,BAT+*
+G04 #@! TO.N,+BATT*
 X158242000Y-118364000D03*
-%TD*%
+G04 #@! TD*
 D20*
-%TO.P,J1,S1,SHELL_GND*%
-%TO.N,Net-(J1-SHELL_GND-PadS1)*%
+G04 #@! TO.P,J1,S1,SHELL_GND*
+G04 #@! TO.N,Net-(J1-SHELL_GND-PadS1)*
 X143762000Y-121804000D03*
 D21*
-%TO.P,J1,S2,SHELL_GND*%
+G04 #@! TO.P,J1,S2,SHELL_GND*
 X143762000Y-125984000D03*
-%TO.P,J1,S3,SHELL_GND*%
+G04 #@! TO.P,J1,S3,SHELL_GND*
 X152402000Y-125984000D03*
 D20*
-%TO.P,J1,S4,SHELL_GND*%
+G04 #@! TO.P,J1,S4,SHELL_GND*
 X152402000Y-121804000D03*
-%TD*%
+G04 #@! TD*
 D22*
-%TO.P,TP2,1,1*%
-%TO.N,Net-(U2-INT2)*%
+G04 #@! TO.P,TP2,1,1*
+G04 #@! TO.N,Net-(U2-INT2)*
 X151003000Y-87249000D03*
-%TD*%
+G04 #@! TD*
 D23*
-%TO.N,GND*%
+G04 #@! TO.N,IO7_SDA*
+X147916049Y-85610752D03*
+G04 #@! TO.N,IO20_RX*
+X144142000Y-92329000D03*
+G04 #@! TO.N,GND*
 X148463000Y-108331000D03*
 X147421600Y-111760000D03*
 X147320000Y-103378000D03*
@@ -3868,7 +3348,6 @@
 X155295600Y-112572800D03*
 X150114000Y-108356400D03*
 X158496000Y-72136000D03*
-X155346400Y-90525600D03*
 X144881600Y-72390000D03*
 X158496000Y-80264000D03*
 X140716000Y-128016000D03*
@@ -3913,10 +3392,10 @@
 X139192000Y-85384000D03*
 X155244800Y-86410800D03*
 X155346400Y-81432400D03*
-X144018000Y-93980000D03*
+X144018000Y-94234000D03*
 X155448000Y-71120000D03*
 X154279600Y-89154000D03*
-X144018000Y-93091000D03*
+X144018000Y-93472000D03*
 X143205200Y-77597000D03*
 X156718000Y-84124800D03*
 X145923000Y-94996000D03*
@@ -3932,33 +3411,32 @@
 X150114000Y-103886000D03*
 X151993600Y-89103200D03*
 D24*
-%TO.N,+3V3*%
+G04 #@! TO.N,+3V3*
 X144018000Y-101600000D03*
 D23*
 X144907000Y-97791411D03*
-X148442000Y-87934000D03*
 X140004800Y-74726800D03*
 X150164800Y-92100400D03*
 X150092000Y-88784000D03*
 X151892000Y-85953600D03*
 D24*
-X145669000Y-90678000D03*
+X145669000Y-90170000D03*
 D23*
 X148945600Y-83362800D03*
 D24*
 X142240000Y-86741000D03*
 D23*
-%TO.N,+5V*%
+G04 #@! TO.N,+5V*
 X149047200Y-102133400D03*
 X151638000Y-105664000D03*
-%TO.N,CHIP_PU*%
+G04 #@! TO.N,CHIP_PU*
 X139700000Y-76454000D03*
-%TO.N,IO0*%
+G04 #@! TO.N,IO0*
 X141097000Y-84582000D03*
-%TO.N,IO1*%
+G04 #@! TO.N,IO1*
 X140694003Y-88262965D03*
 D24*
-%TO.N,VBUS*%
+G04 #@! TO.N,VBUS*
 X154178000Y-111760000D03*
 D23*
 X146050000Y-115722400D03*
@@ -3971,79 +3449,197 @@
 D24*
 X152908000Y-111760000D03*
 D23*
-%TO.N,+BATT*%
+G04 #@! TO.N,+BATT*
 X152527000Y-116078000D03*
-%TO.N,USB_D-*%
+G04 #@! TO.N,USB_D-*
 X153372000Y-84455000D03*
 X155782479Y-78566479D03*
 X156972000Y-109220000D03*
 D24*
-%TO.N,Net-(D6-A)*%
+G04 #@! TO.N,Net-(D6-A)*
 X150827000Y-118999000D03*
 X144018000Y-117983000D03*
 D23*
-%TO.N,USB_D+*%
+G04 #@! TO.N,USB_D+*
 X156464000Y-78130400D03*
 X154222000Y-84455000D03*
-%TO.N,ENABLE*%
+G04 #@! TO.N,ENABLE*
 X149402800Y-100451918D03*
 X155346400Y-89154000D03*
-%TO.N,IO9_BOOT*%
+G04 #@! TO.N,IO9_BOOT*
 X143086990Y-97637600D03*
-%TO.N,IO8_SCL*%
-X148292000Y-85984000D03*
+G04 #@! TO.N,IO8_SCL*
+X148292000Y-86233000D03*
 X149042000Y-90284000D03*
-%TO.N,Net-(U2-INT2)*%
+G04 #@! TO.N,Net-(U2-INT2)*
 X151003000Y-87249000D03*
-%TO.N,IO21_TX*%
+G04 #@! TO.N,IO21_TX*
 X142692000Y-88309700D03*
-X144642000Y-91434000D03*
+X144642000Y-91694000D03*
 X143916400Y-78130400D03*
 X145694183Y-79654183D03*
 X152442000Y-79984000D03*
-%TO.N,IO20_RX*%
+G04 #@! TO.N,IO20_RX*
 X155292000Y-76434000D03*
 X143306800Y-78943200D03*
-X144142000Y-92134000D03*
 X152501600Y-77368400D03*
 X142144977Y-88892770D03*
-%TO.N,IO6*%
+G04 #@! TO.N,IO6*
 X149606000Y-81915000D03*
-%TO.N,IO5*%
+G04 #@! TO.N,IO5*
 X148806942Y-81888365D03*
-%TO.N,IO4*%
+G04 #@! TO.N,IO4*
 X147192000Y-81999502D03*
-%TO.N,IO3*%
+G04 #@! TO.N,IO3*
 X143129000Y-76200000D03*
-%TO.N,IO2*%
+G04 #@! TO.N,IO2*
 X143992000Y-77034000D03*
 X139700000Y-91694000D03*
-%TO.N,IO10*%
+G04 #@! TO.N,IO10*
 X146812000Y-80259200D03*
 X152400000Y-82931000D03*
-%TO.N,IO7_SDA*%
-X149579918Y-82828718D03*
-X147442000Y-85984000D03*
-X147320000Y-84074000D03*
+G04 #@! TO.N,IO7_SDA*
 X147142000Y-90184000D03*
-%TD*%
+G04 #@! TD*
 D25*
-%TO.N,+3V3*%
+G04 #@! TO.N,IO8_SCL*
+X137922000Y-106934000D02*
+X139344400Y-105511600D01*
+X139344400Y-103469290D02*
+X140843000Y-101970690D01*
+X139344400Y-105511600D02*
+X139344400Y-103469290D01*
+X140843000Y-101970690D02*
+X140843000Y-94234000D01*
+X140843000Y-94234000D02*
+X143891000Y-91186000D01*
+X143891000Y-91186000D02*
+X148140000Y-91186000D01*
+X148140000Y-91186000D02*
+X149042000Y-90284000D01*
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+X154035000Y-114190000D01*
+G04 #@! TO.C,R11*
+X141207000Y-91424000D02*
+X142257000Y-91424000D01*
+X141207000Y-91964000D02*
+X141207000Y-91424000D01*
+X142257000Y-91424000D02*
+X142257000Y-91964000D01*
+X142257000Y-91964000D02*
+X141207000Y-91964000D01*
+G04 #@! TO.C,R5*
+X142130000Y-125375000D02*
+X142670000Y-125375000D01*
+X142130000Y-126425000D02*
+X142130000Y-125375000D01*
+X142670000Y-125375000D02*
+X142670000Y-126425000D01*
+X142670000Y-126425000D02*
+X142130000Y-126425000D01*
+G04 #@! TO.C,J1*
+X143292000Y-121054000D02*
+X152872000Y-121054000D01*
+X143292000Y-128584000D02*
+X143292000Y-121054000D01*
+X146332000Y-128584000D02*
+X149932000Y-128584000D01*
+X152872000Y-121054000D02*
+X152872000Y-128584000D01*
+X152872000Y-128584000D02*
+X143292000Y-128584000D01*
+G04 #@! TO.C,D9*
+X146332000Y-95786000D02*
+X146332000Y-99286000D01*
+X146332000Y-96786000D02*
+X147332000Y-95786000D01*
+X146332000Y-99286000D02*
+X149832000Y-99286000D01*
+X149832000Y-95786000D02*
+X146332000Y-95786000D01*
+X149832000Y-99286000D02*
+X149832000Y-95786000D01*
+X149582000Y-97536000D02*
+G75*
+G02*
+X146582000Y-97536000I-1500000J0D01*
+G01*
+X146582000Y-97536000D02*
+G75*
+G02*
+X149582000Y-97536000I1500000J0D01*
+G01*
+D31*
+G04 #@! TO.C,D1*
+X138792000Y-73384000D02*
+X140092000Y-73384000D01*
+X138792000Y-74284000D02*
+X138792000Y-73384000D01*
+X140092000Y-73384000D02*
+X140092000Y-74284000D01*
+X140092000Y-74284000D02*
+X138792000Y-74284000D01*
+D28*
+X140842000Y-73834000D02*
+G75*
+G02*
+X140642000Y-73834000I-100000J0D01*
+G01*
+X140642000Y-73834000D02*
+G75*
+G02*
+X140842000Y-73834000I100000J0D01*
+G01*
+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr
index 16e0398..cb30af2 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Mask.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Soldermask,Bot*%
-%TF.FilePolarity,Negative*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Soldermask,Bot*
+G04 #@! TF.FilePolarity,Negative*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -55,6 +55,10 @@
 %ADD21O,1.050000X2.100000*%
 %ADD22O,1.000000X2.000000*%
 %ADD23C,1.000000*%
+%ADD24C,0.200000*%
+%ADD25C,0.080000*%
+%ADD26C,0.120000*%
+%ADD27C,0.127000*%
 G04 APERTURE END LIST*
 D10*
 D11*
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+X150060000Y-118772000D01*
+X150060000Y-118772000D02*
+X149660000Y-118772000D01*
+X150060000Y-119072000D02*
+X149660000Y-119072000D01*
+X150310000Y-118222000D02*
+X150310000Y-119522000D01*
+X150310000Y-119522000D02*
+X149410000Y-119522000D01*
+G04 #@! TO.C,R10*
+X153653000Y-82661000D02*
+X154703000Y-82661000D01*
+X153653000Y-83201000D02*
+X153653000Y-82661000D01*
+X154703000Y-82661000D02*
+X154703000Y-83201000D01*
+X154703000Y-83201000D02*
+X153653000Y-83201000D01*
+D11*
+G04 #@! TO.C,U3*
+X141482000Y-70605000D02*
+X141482000Y-81800000D01*
+D26*
+X141482000Y-70700000D02*
+X141482000Y-65300000D01*
+D11*
+X141482000Y-81800000D02*
+X154682000Y-81800000D01*
+D26*
+X142282000Y-70600000D02*
+X141482000Y-71400000D01*
+X154682000Y-65300000D02*
+X141482000Y-65300000D01*
+D11*
+X154682000Y-70600000D02*
+X141482000Y-70605000D01*
+D26*
+X154682000Y-70700000D02*
+X154682000Y-65300000D01*
+D11*
+X154682000Y-81800000D02*
+X154682000Y-70605000D01*
+D10*
+G04 #@! TO.C,R7*
+X149944600Y-85683600D02*
+X150994600Y-85683600D01*
+X149944600Y-86223600D02*
+X149944600Y-85683600D01*
+X150994600Y-85683600D02*
+X150994600Y-86223600D01*
+X150994600Y-86223600D02*
+X149944600Y-86223600D01*
+G04 #@! TO.C,SW1*
+X140995600Y-95436000D02*
+X140995600Y-99636000D01*
+X140995600Y-99636000D02*
+X144195600Y-99636000D01*
+X141495600Y-97936000D02*
+X141495600Y-97136000D01*
+X143695600Y-97136000D02*
+X143695600Y-97936000D01*
+X144195600Y-95436000D02*
+X140995600Y-95436000D01*
+X144195600Y-99636000D02*
+X144195600Y-95436000D01*
+X141495600Y-97136000D02*
+G75*
+G02*
+X143695600Y-97136000I1100000J0D01*
+G01*
+X143695600Y-97936000D02*
+G75*
+G02*
+X141495600Y-97936000I-1100000J0D01*
+G01*
+G04 #@! TO.C,C9*
+X139323000Y-71509000D02*
+X139823000Y-71509000D01*
+X139323000Y-72509000D02*
+X139323000Y-71509000D01*
+X139823000Y-71509000D02*
+X139823000Y-72509000D01*
+X139823000Y-72509000D02*
+X139323000Y-72509000D01*
+G04 #@! TO.C,D5*
+X145854000Y-118222000D02*
+X146754000Y-118222000D01*
+X145854000Y-119522000D02*
+X145854000Y-118222000D01*
+X146104000Y-118772000D02*
+X146304000Y-119072000D01*
+X146304000Y-118772000D02*
+X146304000Y-118622000D01*
+X146304000Y-119072000D02*
+X146304000Y-119222000D01*
+X146304000Y-119072000D02*
+X146504000Y-118772000D01*
+X146504000Y-118772000D02*
+X146104000Y-118772000D01*
+X146504000Y-119072000D02*
+X146104000Y-119072000D01*
+X146754000Y-118222000D02*
+X146754000Y-119522000D01*
+X146754000Y-119522000D02*
+X145854000Y-119522000D01*
+D27*
+G04 #@! TO.C,U2*
+X146592000Y-86784000D02*
+X149592000Y-86784000D01*
+X146592000Y-89284000D02*
+X146592000Y-86784000D01*
+X149592000Y-86784000D02*
+X149592000Y-89284000D01*
+X149592000Y-89284000D02*
+X146592000Y-89284000D01*
+D24*
+X146123000Y-87184000D02*
+G75*
+G02*
+X145923000Y-87184000I-100000J0D01*
+G01*
+X145923000Y-87184000D02*
+G75*
+G02*
+X146123000Y-87184000I100000J0D01*
+G01*
+D10*
+G04 #@! TO.C,C12*
+X140847000Y-82812000D02*
+X141347000Y-82812000D01*
+X140847000Y-83812000D02*
+X140847000Y-82812000D01*
+X141347000Y-82812000D02*
+X141347000Y-83812000D01*
+X141347000Y-83812000D02*
+X140847000Y-83812000D01*
+G04 #@! TO.C,R6*
+X142130000Y-123375000D02*
+X142670000Y-123375000D01*
+X142130000Y-124425000D02*
+X142130000Y-123375000D01*
+X142670000Y-123375000D02*
+X142670000Y-124425000D01*
+X142670000Y-124425000D02*
+X142130000Y-124425000D01*
+G04 #@! TO.C,R4*
+X153530000Y-123427000D02*
+X154070000Y-123427000D01*
+X153530000Y-124477000D02*
+X153530000Y-123427000D01*
+X154070000Y-123427000D02*
+X154070000Y-124477000D01*
+X154070000Y-124477000D02*
+X153530000Y-124477000D01*
+G04 #@! TO.C,D6*
+X143118000Y-115948000D02*
+X144918000Y-115948000D01*
+X143118000Y-118748000D02*
+X143118000Y-115948000D01*
+X143618000Y-117598000D02*
+X144018000Y-116998000D01*
+X144018000Y-116598000D02*
+X144018000Y-116998000D01*
+X144018000Y-116998000D02*
+X143468000Y-116998000D01*
+X144018000Y-116998000D02*
+X144418000Y-117598000D01*
+X144018000Y-116998000D02*
+X144568000Y-116998000D01*
+X144018000Y-117598000D02*
+X144018000Y-118098000D01*
+X144418000Y-117598000D02*
+X143618000Y-117598000D01*
+X144918000Y-115948000D02*
+X144918000Y-118748000D01*
+X144918000Y-118748000D02*
+X143118000Y-118748000D01*
+G04 #@! TO.C,C4*
+X151794400Y-86723600D02*
+X152294400Y-86723600D01*
+X151794400Y-87723600D02*
+X151794400Y-86723600D01*
+X152294400Y-86723600D02*
+X152294400Y-87723600D01*
+X152294400Y-87723600D02*
+X151794400Y-87723600D01*
+G04 #@! TO.C,R18*
+X148066000Y-83853800D02*
+X148606000Y-83853800D01*
+X148066000Y-84903800D02*
+X148066000Y-83853800D01*
+X148606000Y-83853800D02*
+X148606000Y-84903800D01*
+X148606000Y-84903800D02*
+X148066000Y-84903800D01*
+G04 #@! TO.C,R17*
+X149691600Y-83853800D02*
+X150231600Y-83853800D01*
+X149691600Y-84903800D02*
+X149691600Y-83853800D01*
+X150231600Y-83853800D02*
+X150231600Y-84903800D01*
+X150231600Y-84903800D02*
+X149691600Y-84903800D01*
+D27*
+G04 #@! TO.C,U1*
+X147132800Y-92434000D02*
+X147132800Y-90434000D01*
+X149132800Y-90434000D02*
+X147132800Y-90434000D01*
+X149132800Y-92434000D02*
+X147132800Y-92434000D01*
+X149132800Y-92434000D02*
+X149132800Y-90434000D01*
+D24*
+X150192800Y-91934000D02*
+G75*
+G02*
+X149992800Y-91934000I-100000J0D01*
+G01*
+X149992800Y-91934000D02*
+G75*
+G02*
+X150192800Y-91934000I100000J0D01*
+G01*
+D10*
+G04 #@! TO.C,SW2*
+X152070000Y-95436000D02*
+X152070000Y-99636000D01*
+X152070000Y-99636000D02*
+X155270000Y-99636000D01*
+X152570000Y-97936000D02*
+X152570000Y-97136000D01*
+X154770000Y-97136000D02*
+X154770000Y-97936000D01*
+X155270000Y-95436000D02*
+X152070000Y-95436000D01*
+X155270000Y-99636000D02*
+X155270000Y-95436000D01*
+X152570000Y-97136000D02*
+G75*
+G02*
+X154770000Y-97136000I1100000J0D01*
+G01*
+X154770000Y-97936000D02*
+G75*
+G02*
+X152570000Y-97936000I-1100000J0D01*
+G01*
+G04 #@! TO.C,C11*
+X138307000Y-71509000D02*
+X138807000Y-71509000D01*
+X138307000Y-72509000D02*
+X138307000Y-71509000D01*
+X138807000Y-71509000D02*
+X138807000Y-72509000D01*
+X138807000Y-72509000D02*
+X138307000Y-72509000D01*
+G04 #@! TO.C,R8*
+X140446000Y-75421000D02*
+X140986000Y-75421000D01*
+X140446000Y-76471000D02*
+X140446000Y-75421000D01*
+X140986000Y-75421000D02*
+X140986000Y-76471000D01*
+X140986000Y-76471000D02*
+X140446000Y-76471000D01*
+G04 #@! TO.C,R2*
+X151900400Y-101076000D02*
+X152950400Y-101076000D01*
+X151900400Y-101616000D02*
+X151900400Y-101076000D01*
+X152950400Y-101076000D02*
+X152950400Y-101616000D01*
+X152950400Y-101616000D02*
+X151900400Y-101616000D01*
+G04 #@! TO.C,D3*
+X142094000Y-112357000D02*
+X142094000Y-113957000D01*
+X142094000Y-113957000D02*
+X142894000Y-113957000D01*
+X142594000Y-112357000D02*
+X142094000Y-112357000D01*
+X142894000Y-112657000D02*
+X142594000Y-112357000D01*
+X142894000Y-113957000D02*
+X142894000Y-112657000D01*
+G04 #@! TO.C,C6*
+X152635000Y-102578000D02*
+X153435000Y-102578000D01*
+X152635000Y-104178000D02*
+X152635000Y-102578000D01*
+X153435000Y-102578000D02*
+X153435000Y-104178000D01*
+X153435000Y-104178000D02*
+X152635000Y-104178000D01*
+G04 #@! TO.C,C15*
+X146774000Y-109328000D02*
+X148374000Y-109328000D01*
+X146774000Y-110128000D02*
+X146774000Y-109328000D01*
+X148374000Y-109328000D02*
+X148374000Y-110128000D01*
+X148374000Y-110128000D02*
+X146774000Y-110128000D01*
+G04 #@! TO.C,U6*
+X145997000Y-112357000D02*
+X148897000Y-112357000D01*
+X145997000Y-113557000D02*
+X145997000Y-112357000D01*
+X146397000Y-113957000D02*
+X145997000Y-113557000D01*
+X148897000Y-112357000D02*
+X148897000Y-113957000D01*
+X148897000Y-113957000D02*
+X146397000Y-113957000D01*
+G04 #@! TO.C,C5*
+X150003000Y-106182000D02*
+X152003000Y-106182000D01*
+X150003000Y-107432000D02*
+X150003000Y-106182000D01*
+X152003000Y-106182000D02*
+X152003000Y-107432000D01*
+X152003000Y-107432000D02*
+X150003000Y-107432000D01*
+G04 #@! TO.C,R9*
+X144840200Y-110904800D02*
+X145380200Y-110904800D01*
+X144840200Y-111954800D02*
+X144840200Y-110904800D01*
+X145380200Y-110904800D02*
+X145380200Y-111954800D01*
+X145380200Y-111954800D02*
+X144840200Y-111954800D01*
+G04 #@! TO.C,Q1*
+X150442000Y-113015000D02*
+X153017000Y-113015000D01*
+X150442000Y-114315000D02*
+X150442000Y-113015000D01*
+X153017000Y-113015000D02*
+X153342000Y-113340000D01*
+X153342000Y-113340000D02*
+X153342000Y-114315000D01*
+X153342000Y-114315000D02*
+X150442000Y-114315000D01*
+G04 #@! TO.C,R1*
+X148014200Y-101076000D02*
+X149064200Y-101076000D01*
+X148014200Y-101616000D02*
+X148014200Y-101076000D01*
+X149064200Y-101076000D02*
+X149064200Y-101616000D01*
+X149064200Y-101616000D02*
+X148014200Y-101616000D01*
+G04 #@! TO.C,C7*
+X143907000Y-102753000D02*
+X145907000Y-102753000D01*
+X143907000Y-104003000D02*
+X143907000Y-102753000D01*
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+X145907000Y-104003000D01*
+X145907000Y-104003000D02*
+X143907000Y-104003000D01*
+G04 #@! TO.C,R3*
+X149970000Y-101076000D02*
+X151020000Y-101076000D01*
+X149970000Y-101616000D02*
+X149970000Y-101076000D01*
+X151020000Y-101076000D02*
+X151020000Y-101616000D01*
+X151020000Y-101616000D02*
+X149970000Y-101616000D01*
+G04 #@! TO.C,U5*
+X149314000Y-102836000D02*
+X149714000Y-102436000D01*
+X149314000Y-105336000D02*
+X149314000Y-102836000D01*
+X149714000Y-102436000D02*
+X150914000Y-102436000D01*
+X150914000Y-102436000D02*
+X150914000Y-105336000D01*
+X150914000Y-105336000D02*
+X149314000Y-105336000D01*
+G04 #@! TO.C,R19*
+X150758400Y-83853800D02*
+X151298400Y-83853800D01*
+X150758400Y-84903800D02*
+X150758400Y-83853800D01*
+X151298400Y-83853800D02*
+X151298400Y-84903800D01*
+X151298400Y-84903800D02*
+X150758400Y-84903800D01*
+G04 #@! TO.C,L1*
+X143161000Y-104680000D02*
+X147161000Y-104680000D01*
+X143161000Y-108680000D02*
+X143161000Y-104680000D01*
+X147161000Y-108680000D02*
+X143161000Y-108680000D01*
+X147161000Y-108680000D02*
+X147161000Y-104680000D01*
+G04 #@! TO.C,D4*
+X150365000Y-108828000D02*
+X153165000Y-108828000D01*
+X150365000Y-110628000D02*
+X150365000Y-108828000D01*
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+X151015000Y-109728000D01*
+X151515000Y-110128000D02*
+X151515000Y-109328000D01*
+X152115000Y-109728000D02*
+X151515000Y-110128000D01*
+X152115000Y-109728000D02*
+X152115000Y-109178000D01*
+X152115000Y-109728000D02*
+X152115000Y-110278000D01*
+X152515000Y-109728000D02*
+X152115000Y-109728000D01*
+X153165000Y-108828000D02*
+X153165000Y-110628000D01*
+X153165000Y-110628000D02*
+X150365000Y-110628000D01*
+G04 #@! TO.C,R14*
+X144001000Y-113903000D02*
+X145051000Y-113903000D01*
+X144001000Y-114443000D02*
+X144001000Y-113903000D01*
+X145051000Y-113903000D02*
+X145051000Y-114443000D01*
+X145051000Y-114443000D02*
+X144001000Y-114443000D01*
+G04 #@! TO.C,R15*
+X154035000Y-113140000D02*
+X154575000Y-113140000D01*
+X154035000Y-114190000D02*
+X154035000Y-113140000D01*
+X154575000Y-113140000D02*
+X154575000Y-114190000D01*
+X154575000Y-114190000D02*
+X154035000Y-114190000D01*
+G04 #@! TO.C,R11*
+X141207000Y-91424000D02*
+X142257000Y-91424000D01*
+X141207000Y-91964000D02*
+X141207000Y-91424000D01*
+X142257000Y-91424000D02*
+X142257000Y-91964000D01*
+X142257000Y-91964000D02*
+X141207000Y-91964000D01*
+G04 #@! TO.C,R5*
+X142130000Y-125375000D02*
+X142670000Y-125375000D01*
+X142130000Y-126425000D02*
+X142130000Y-125375000D01*
+X142670000Y-125375000D02*
+X142670000Y-126425000D01*
+X142670000Y-126425000D02*
+X142130000Y-126425000D01*
+G04 #@! TO.C,J1*
+X143292000Y-121054000D02*
+X152872000Y-121054000D01*
+X143292000Y-128584000D02*
+X143292000Y-121054000D01*
+X146332000Y-128584000D02*
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+X152872000Y-121054000D02*
+X152872000Y-128584000D01*
+X152872000Y-128584000D02*
+X143292000Y-128584000D01*
+G04 #@! TO.C,D9*
+X146332000Y-95786000D02*
+X146332000Y-99286000D01*
+X146332000Y-96786000D02*
+X147332000Y-95786000D01*
+X146332000Y-99286000D02*
+X149832000Y-99286000D01*
+X149832000Y-95786000D02*
+X146332000Y-95786000D01*
+X149832000Y-99286000D02*
+X149832000Y-95786000D01*
+X149582000Y-97536000D02*
+G75*
+G02*
+X146582000Y-97536000I-1500000J0D01*
+G01*
+X146582000Y-97536000D02*
+G75*
+G02*
+X149582000Y-97536000I1500000J0D01*
+G01*
+D27*
+G04 #@! TO.C,D1*
+X138792000Y-73384000D02*
+X140092000Y-73384000D01*
+X138792000Y-74284000D02*
+X138792000Y-73384000D01*
+X140092000Y-73384000D02*
+X140092000Y-74284000D01*
+X140092000Y-74284000D02*
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+D24*
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+G75*
+G02*
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+G01*
+X140642000Y-73834000D02*
+G75*
+G02*
+X140842000Y-73834000I100000J0D01*
+G01*
+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr
index 5608542..b3384d4 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Paste.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Paste,Bot*%
-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Paste,Bot*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
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+X140847000Y-82812000D01*
+X141347000Y-82812000D02*
+X141347000Y-83812000D01*
+X141347000Y-83812000D02*
+X140847000Y-83812000D01*
+G04 #@! TO.C,R6*
+X142130000Y-123375000D02*
+X142670000Y-123375000D01*
+X142130000Y-124425000D02*
+X142130000Y-123375000D01*
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+X142670000Y-124425000D01*
+X142670000Y-124425000D02*
+X142130000Y-124425000D01*
+G04 #@! TO.C,R4*
+X153530000Y-123427000D02*
+X154070000Y-123427000D01*
+X153530000Y-124477000D02*
+X153530000Y-123427000D01*
+X154070000Y-123427000D02*
+X154070000Y-124477000D01*
+X154070000Y-124477000D02*
+X153530000Y-124477000D01*
+G04 #@! TO.C,D6*
+X143118000Y-115948000D02*
+X144918000Y-115948000D01*
+X143118000Y-118748000D02*
+X143118000Y-115948000D01*
+X143618000Y-117598000D02*
+X144018000Y-116998000D01*
+X144018000Y-116598000D02*
+X144018000Y-116998000D01*
+X144018000Y-116998000D02*
+X143468000Y-116998000D01*
+X144018000Y-116998000D02*
+X144418000Y-117598000D01*
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+X144568000Y-116998000D01*
+X144018000Y-117598000D02*
+X144018000Y-118098000D01*
+X144418000Y-117598000D02*
+X143618000Y-117598000D01*
+X144918000Y-115948000D02*
+X144918000Y-118748000D01*
+X144918000Y-118748000D02*
+X143118000Y-118748000D01*
+G04 #@! TO.C,C4*
+X151794400Y-86723600D02*
+X152294400Y-86723600D01*
+X151794400Y-87723600D02*
+X151794400Y-86723600D01*
+X152294400Y-86723600D02*
+X152294400Y-87723600D01*
+X152294400Y-87723600D02*
+X151794400Y-87723600D01*
+G04 #@! TO.C,R18*
+X148066000Y-83853800D02*
+X148606000Y-83853800D01*
+X148066000Y-84903800D02*
+X148066000Y-83853800D01*
+X148606000Y-83853800D02*
+X148606000Y-84903800D01*
+X148606000Y-84903800D02*
+X148066000Y-84903800D01*
+G04 #@! TO.C,R17*
+X149691600Y-83853800D02*
+X150231600Y-83853800D01*
+X149691600Y-84903800D02*
+X149691600Y-83853800D01*
+X150231600Y-83853800D02*
+X150231600Y-84903800D01*
+X150231600Y-84903800D02*
+X149691600Y-84903800D01*
+D17*
+G04 #@! TO.C,U1*
+X147132800Y-92434000D02*
+X147132800Y-90434000D01*
+X149132800Y-90434000D02*
+X147132800Y-90434000D01*
+X149132800Y-92434000D02*
+X147132800Y-92434000D01*
+X149132800Y-92434000D02*
+X149132800Y-90434000D01*
+D14*
+X150192800Y-91934000D02*
+G75*
+G02*
+X149992800Y-91934000I-100000J0D01*
+G01*
+X149992800Y-91934000D02*
+G75*
+G02*
+X150192800Y-91934000I100000J0D01*
+G01*
+D10*
+G04 #@! TO.C,SW2*
+X152070000Y-95436000D02*
+X152070000Y-99636000D01*
+X152070000Y-99636000D02*
+X155270000Y-99636000D01*
+X152570000Y-97936000D02*
+X152570000Y-97136000D01*
+X154770000Y-97136000D02*
+X154770000Y-97936000D01*
+X155270000Y-95436000D02*
+X152070000Y-95436000D01*
+X155270000Y-99636000D02*
+X155270000Y-95436000D01*
+X152570000Y-97136000D02*
+G75*
+G02*
+X154770000Y-97136000I1100000J0D01*
+G01*
+X154770000Y-97936000D02*
+G75*
+G02*
+X152570000Y-97936000I-1100000J0D01*
+G01*
+G04 #@! TO.C,C11*
+X138307000Y-71509000D02*
+X138807000Y-71509000D01*
+X138307000Y-72509000D02*
+X138307000Y-71509000D01*
+X138807000Y-71509000D02*
+X138807000Y-72509000D01*
+X138807000Y-72509000D02*
+X138307000Y-72509000D01*
+G04 #@! TO.C,R8*
+X140446000Y-75421000D02*
+X140986000Y-75421000D01*
+X140446000Y-76471000D02*
+X140446000Y-75421000D01*
+X140986000Y-75421000D02*
+X140986000Y-76471000D01*
+X140986000Y-76471000D02*
+X140446000Y-76471000D01*
+G04 #@! TO.C,R2*
+X151900400Y-101076000D02*
+X152950400Y-101076000D01*
+X151900400Y-101616000D02*
+X151900400Y-101076000D01*
+X152950400Y-101076000D02*
+X152950400Y-101616000D01*
+X152950400Y-101616000D02*
+X151900400Y-101616000D01*
+G04 #@! TO.C,D3*
+X142094000Y-112357000D02*
+X142094000Y-113957000D01*
+X142094000Y-113957000D02*
+X142894000Y-113957000D01*
+X142594000Y-112357000D02*
+X142094000Y-112357000D01*
+X142894000Y-112657000D02*
+X142594000Y-112357000D01*
+X142894000Y-113957000D02*
+X142894000Y-112657000D01*
+G04 #@! TO.C,C6*
+X152635000Y-102578000D02*
+X153435000Y-102578000D01*
+X152635000Y-104178000D02*
+X152635000Y-102578000D01*
+X153435000Y-102578000D02*
+X153435000Y-104178000D01*
+X153435000Y-104178000D02*
+X152635000Y-104178000D01*
+G04 #@! TO.C,C15*
+X146774000Y-109328000D02*
+X148374000Y-109328000D01*
+X146774000Y-110128000D02*
+X146774000Y-109328000D01*
+X148374000Y-109328000D02*
+X148374000Y-110128000D01*
+X148374000Y-110128000D02*
+X146774000Y-110128000D01*
+G04 #@! TO.C,U6*
+X145997000Y-112357000D02*
+X148897000Y-112357000D01*
+X145997000Y-113557000D02*
+X145997000Y-112357000D01*
+X146397000Y-113957000D02*
+X145997000Y-113557000D01*
+X148897000Y-112357000D02*
+X148897000Y-113957000D01*
+X148897000Y-113957000D02*
+X146397000Y-113957000D01*
+G04 #@! TO.C,C5*
+X150003000Y-106182000D02*
+X152003000Y-106182000D01*
+X150003000Y-107432000D02*
+X150003000Y-106182000D01*
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+X152003000Y-107432000D01*
+X152003000Y-107432000D02*
+X150003000Y-107432000D01*
+G04 #@! TO.C,R9*
+X144840200Y-110904800D02*
+X145380200Y-110904800D01*
+X144840200Y-111954800D02*
+X144840200Y-110904800D01*
+X145380200Y-110904800D02*
+X145380200Y-111954800D01*
+X145380200Y-111954800D02*
+X144840200Y-111954800D01*
+G04 #@! TO.C,Q1*
+X150442000Y-113015000D02*
+X153017000Y-113015000D01*
+X150442000Y-114315000D02*
+X150442000Y-113015000D01*
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+X153342000Y-114315000D01*
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+G04 #@! TO.C,R1*
+X148014200Y-101076000D02*
+X149064200Y-101076000D01*
+X148014200Y-101616000D02*
+X148014200Y-101076000D01*
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+X149064200Y-101616000D01*
+X149064200Y-101616000D02*
+X148014200Y-101616000D01*
+G04 #@! TO.C,C7*
+X143907000Y-102753000D02*
+X145907000Y-102753000D01*
+X143907000Y-104003000D02*
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+X149970000Y-101076000D02*
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+X149970000Y-101616000D02*
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+X151020000Y-101616000D01*
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+X149970000Y-101616000D01*
+G04 #@! TO.C,U5*
+X149314000Y-102836000D02*
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+X149314000Y-105336000D02*
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+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr
index 2b37638..426c889 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-B_Silkscreen.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Legend,Bot*%
-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Legend,Bot*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -20,8 +20,11 @@
 %ADD16C,0.500000*%
 %ADD17C,0.700000*%
 %ADD18C,0.250000*%
-%ADD19C,0.120000*%
-%ADD20C,0.000000*%
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+%ADD21C,0.000000*%
+%ADD22C,0.080000*%
+%ADD23C,0.127000*%
 G04 APERTURE END LIST*
 D10*
 D11*
@@ -828,123 +831,93 @@
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+X145907000Y-102753000D01*
+X143907000Y-104003000D02*
+X143907000Y-102753000D01*
+X145907000Y-102753000D02*
+X145907000Y-104003000D01*
+X145907000Y-104003000D02*
+X143907000Y-104003000D01*
+G04 #@! TO.C,R3*
+X149970000Y-101076000D02*
+X151020000Y-101076000D01*
+X149970000Y-101616000D02*
+X149970000Y-101076000D01*
+X151020000Y-101076000D02*
+X151020000Y-101616000D01*
+X151020000Y-101616000D02*
+X149970000Y-101616000D01*
+G04 #@! TO.C,U5*
+X149314000Y-102836000D02*
+X149714000Y-102436000D01*
+X149314000Y-105336000D02*
+X149314000Y-102836000D01*
+X149714000Y-102436000D02*
+X150914000Y-102436000D01*
+X150914000Y-102436000D02*
+X150914000Y-105336000D01*
+X150914000Y-105336000D02*
+X149314000Y-105336000D01*
+G04 #@! TO.C,R19*
+X150758400Y-83853800D02*
+X151298400Y-83853800D01*
+X150758400Y-84903800D02*
+X150758400Y-83853800D01*
+X151298400Y-83853800D02*
+X151298400Y-84903800D01*
+X151298400Y-84903800D02*
+X150758400Y-84903800D01*
+G04 #@! TO.C,L1*
+X143161000Y-104680000D02*
+X147161000Y-104680000D01*
+X143161000Y-108680000D02*
+X143161000Y-104680000D01*
+X147161000Y-108680000D02*
+X143161000Y-108680000D01*
+X147161000Y-108680000D02*
+X147161000Y-104680000D01*
+G04 #@! TO.C,D4*
+X150365000Y-108828000D02*
+X153165000Y-108828000D01*
+X150365000Y-110628000D02*
+X150365000Y-108828000D01*
+X151515000Y-109328000D02*
+X152115000Y-109728000D01*
+X151515000Y-109728000D02*
+X151015000Y-109728000D01*
+X151515000Y-110128000D02*
+X151515000Y-109328000D01*
+X152115000Y-109728000D02*
+X151515000Y-110128000D01*
+X152115000Y-109728000D02*
+X152115000Y-109178000D01*
+X152115000Y-109728000D02*
+X152115000Y-110278000D01*
+X152515000Y-109728000D02*
+X152115000Y-109728000D01*
+X153165000Y-108828000D02*
+X153165000Y-110628000D01*
+X153165000Y-110628000D02*
+X150365000Y-110628000D01*
+G04 #@! TO.C,R14*
+X144001000Y-113903000D02*
+X145051000Y-113903000D01*
+X144001000Y-114443000D02*
+X144001000Y-113903000D01*
+X145051000Y-113903000D02*
+X145051000Y-114443000D01*
+X145051000Y-114443000D02*
+X144001000Y-114443000D01*
+G04 #@! TO.C,R15*
+X154035000Y-113140000D02*
+X154575000Y-113140000D01*
+X154035000Y-114190000D02*
+X154035000Y-113140000D01*
+X154575000Y-113140000D02*
+X154575000Y-114190000D01*
+X154575000Y-114190000D02*
+X154035000Y-114190000D01*
+G04 #@! TO.C,R11*
+X141207000Y-91424000D02*
+X142257000Y-91424000D01*
+X141207000Y-91964000D02*
+X141207000Y-91424000D01*
+X142257000Y-91424000D02*
+X142257000Y-91964000D01*
+X142257000Y-91964000D02*
+X141207000Y-91964000D01*
+G04 #@! TO.C,R5*
+X142130000Y-125375000D02*
+X142670000Y-125375000D01*
+X142130000Y-126425000D02*
+X142130000Y-125375000D01*
+X142670000Y-125375000D02*
+X142670000Y-126425000D01*
+X142670000Y-126425000D02*
+X142130000Y-126425000D01*
+G04 #@! TO.C,J1*
+X143292000Y-121054000D02*
+X152872000Y-121054000D01*
+X143292000Y-128584000D02*
+X143292000Y-121054000D01*
+X146332000Y-128584000D02*
+X149932000Y-128584000D01*
+X152872000Y-121054000D02*
+X152872000Y-128584000D01*
+X152872000Y-128584000D02*
+X143292000Y-128584000D01*
+G04 #@! TO.C,D9*
+X146332000Y-95786000D02*
+X146332000Y-99286000D01*
+X146332000Y-96786000D02*
+X147332000Y-95786000D01*
+X146332000Y-99286000D02*
+X149832000Y-99286000D01*
+X149832000Y-95786000D02*
+X146332000Y-95786000D01*
+X149832000Y-99286000D02*
+X149832000Y-95786000D01*
+X149582000Y-97536000D02*
+G75*
+G02*
+X146582000Y-97536000I-1500000J0D01*
+G01*
+X146582000Y-97536000D02*
+G75*
+G02*
+X149582000Y-97536000I1500000J0D01*
+G01*
+D23*
+G04 #@! TO.C,D1*
+X138792000Y-73384000D02*
+X140092000Y-73384000D01*
+X138792000Y-74284000D02*
+X138792000Y-73384000D01*
+X140092000Y-73384000D02*
+X140092000Y-74284000D01*
+X140092000Y-74284000D02*
+X138792000Y-74284000D01*
+D15*
+X140842000Y-73834000D02*
+G75*
+G02*
+X140642000Y-73834000I-100000J0D01*
+G01*
+X140642000Y-73834000D02*
+G75*
+G02*
+X140842000Y-73834000I100000J0D01*
+G01*
+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr
index 5e32462..36db785 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-Edge_Cuts.gbr
@@ -1,11 +1,11 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Profile,NP*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Profile,NP*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -14,9 +14,13 @@
 %ADD11C,0.150000*%
 %ADD12C,0.300000*%
 %ADD13C,0.400000*%
-%TA.AperFunction,Profile*%
+G04 #@! TA.AperFunction,Profile*
 %ADD14C,0.050000*%
-%TD*%
+G04 #@! TD*
+%ADD15C,0.200000*%
+%ADD16C,0.080000*%
+%ADD17C,0.120000*%
+%ADD18C,0.127000*%
 G04 APERTURE END LIST*
 D10*
 D11*
@@ -823,123 +827,93 @@
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@@ -948,13 +922,45 @@
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 D10*
 D11*
 X177002200Y-194507200D02*
@@ -1231,46 +1237,12 @@
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 X197029455Y-196450471D02*
 X197029455Y-196593328D01*
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+X146332000Y-96786000D02*
+X147332000Y-95786000D01*
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 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr
index 800aa3b..fcf2a96 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Cu.gbr
@@ -1,12 +1,12 @@
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-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
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-%TF.FileFunction,Copper,L1,Top*%
-%TF.FilePolarity,Positive*%
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+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Copper,L1,Top*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
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 %LPD*%
 G01*
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 %ADD12C,0.300000*%
 %ADD13C,0.400000*%
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-X208743741Y-177121900D02*
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-X209815169Y-177693328D02*
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-X211886598Y-177479042D01*
-X211886598Y-177479042D02*
-X211886598Y-176193328D01*
-D10*
-D11*
 X197002200Y-191507200D02*
 X197002200Y-194507200D01*
 D10*
@@ -3767,7 +3243,7 @@
 X261002200Y-191507200D02*
 X261002200Y-198007200D01*
 D14*
-%TO.C,G\u002A\u002A\u002A*%
+G04 #@! TO.C,G\u002A\u002A\u002A*
 X138956621Y-119637182D02*
 X138979852Y-119638721D01*
 X139000314Y-119641487D01*
@@ -3835,7 +3311,7 @@
 X138909383Y-119637872D01*
 X138932505Y-119636892D01*
 X138956621Y-119637182D01*
-%TA.AperFunction,EtchedComponent*%
+G04 #@! TA.AperFunction,EtchedComponent*
 G36*
 X138956621Y-119637182D02*
 G01*
@@ -3906,7 +3382,7 @@
 X138932505Y-119636892D01*
 X138956621Y-119637182D01*
 G37*
-%TD.AperFunction*%
+G04 #@! TD.AperFunction*
 X139806518Y-117686867D02*
 X139837636Y-117687746D01*
 X139869987Y-117689345D01*
@@ -3997,7 +3473,7 @@
 X139751126Y-117687303D01*
 X139777420Y-117686717D01*
 X139806518Y-117686867D01*
-%TA.AperFunction,EtchedComponent*%
+G04 #@! TA.AperFunction,EtchedComponent*
 G36*
 X139806518Y-117686867D02*
 G01*
@@ -4091,7 +3567,7 @@
 X139777420Y-117686717D01*
 X139806518Y-117686867D01*
 G37*
-%TD.AperFunction*%
+G04 #@! TD.AperFunction*
 X139228260Y-117844186D02*
 X139345213Y-117864580D01*
 X139460233Y-117891386D01*
@@ -4207,7 +3683,7 @@
 X139167764Y-117844416D01*
 X139181547Y-117837384D01*
 X139228260Y-117844186D01*
-%TA.AperFunction,EtchedComponent*%
+G04 #@! TA.AperFunction,EtchedComponent*
 G36*
 X139228260Y-117844186D02*
 G01*
@@ -4326,7 +3802,7 @@
 X139181547Y-117837384D01*
 X139228260Y-117844186D01*
 G37*
-%TD.AperFunction*%
+G04 #@! TD.AperFunction*
 X138688743Y-117910120D02*
 X138692187Y-117911730D01*
 X138697545Y-117915718D01*
@@ -4509,7 +3985,7 @@
 X138680072Y-117912001D01*
 X138684748Y-117909745D01*
 X138688743Y-117910120D01*
-%TA.AperFunction,EtchedComponent*%
+G04 #@! TA.AperFunction,EtchedComponent*
 G36*
 X138688743Y-117910120D02*
 G01*
@@ -4695,7 +4171,7 @@
 X138684748Y-117909745D01*
 X138688743Y-117910120D01*
 G37*
-%TD.AperFunction*%
+G04 #@! TD.AperFunction*
 X139002198Y-118411080D02*
 X139034556Y-118411800D01*
 X139066270Y-118413183D01*
@@ -4975,7 +4451,7 @@
 X138940468Y-118411663D01*
 X138970425Y-118411032D01*
 X139002198Y-118411080D01*
-%TA.AperFunction,EtchedComponent*%
+G04 #@! TA.AperFunction,EtchedComponent*
 G36*
 X139002198Y-118411080D02*
 G01*
@@ -5258,7 +4734,7 @@
 X138970425Y-118411032D01*
 X139002198Y-118411080D01*
 G37*
-%TD.AperFunction*%
+G04 #@! TD.AperFunction*
 X139744085Y-117084686D02*
 X139746607Y-117119060D01*
 X139753752Y-117151546D01*
@@ -6708,7 +6184,7 @@
 X139622106Y-117058440D01*
 X139744026Y-117058440D01*
 X139744085Y-117084686D01*
-%TA.AperFunction,EtchedComponent*%
+G04 #@! TA.AperFunction,EtchedComponent*
 G36*
 X139744085Y-117084686D02*
 G01*
@@ -8161,329 +7637,329 @@
 X139744026Y-117058440D01*
 X139744085Y-117084686D01*
 G37*
-%TD.AperFunction*%
-%TD*%
+G04 #@! TD.AperFunction*
+G04 #@! TD*
 D15*
-%TO.P,D2,1,K*%
-%TO.N,GND*%
+G04 #@! TO.P,D2,1,K*
+G04 #@! TO.N,GND*
 X157505500Y-82931000D03*
-%TO.P,D2,2,A*%
-%TO.N,Net-(D2-A)*%
+G04 #@! TO.P,D2,2,A*
+G04 #@! TO.N,Net-(D2-A)*
 X155930500Y-82931000D03*
-%TD*%
+G04 #@! TD*
 D16*
-%TO.P,U4,1,RST*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,U4,1,RST*
+G04 #@! TO.N,CHIP_PU*
 X137922000Y-76454000D03*
 D17*
-%TO.P,U4,2,3V3*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U4,2,3V3*
+G04 #@! TO.N,+3V3*
 X137922000Y-78994000D03*
 D16*
-%TO.P,U4,3,N/C*%
-%TO.N,unconnected-(U4-N{slash}C-Pad3)*%
+G04 #@! TO.P,U4,3,N/C*
+G04 #@! TO.N,unconnected-(U4-N{slash}C-Pad3)*
 X137922000Y-81534000D03*
 D18*
-%TO.P,U4,4,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U4,4,GND*
+G04 #@! TO.N,GND*
 X137922000Y-84074000D03*
 D16*
-%TO.P,U4,5,A0/GPIO0*%
-%TO.N,IO0*%
+G04 #@! TO.P,U4,5,A0/GPIO0*
+G04 #@! TO.N,IO0*
 X137922000Y-86614000D03*
-%TO.P,U4,6,A1/GPIO1*%
-%TO.N,IO1*%
+G04 #@! TO.P,U4,6,A1/GPIO1*
+G04 #@! TO.N,IO1*
 X137922000Y-89154000D03*
-%TO.P,U4,7,A2/GPIO2*%
-%TO.N,IO2*%
+G04 #@! TO.P,U4,7,A2/GPIO2*
+G04 #@! TO.N,IO2*
 X137922000Y-91694000D03*
-%TO.P,U4,8,A3/GPIO3*%
-%TO.N,IO3*%
+G04 #@! TO.P,U4,8,A3/GPIO3*
+G04 #@! TO.N,IO3*
 X137922000Y-94234000D03*
-%TO.P,U4,9,A4/GPIO4*%
-%TO.N,IO4*%
+G04 #@! TO.P,U4,9,A4/GPIO4*
+G04 #@! TO.N,IO4*
 X137922000Y-96774000D03*
-%TO.P,U4,10,A5/GPIO5*%
-%TO.N,IO5*%
+G04 #@! TO.P,U4,10,A5/GPIO5*
+G04 #@! TO.N,IO5*
 X137922000Y-99314000D03*
-%TO.P,U4,11,GPIO6*%
-%TO.N,IO6*%
+G04 #@! TO.P,U4,11,GPIO6*
+G04 #@! TO.N,IO6*
 X137922000Y-101854000D03*
-%TO.P,U4,12,GPIO7*%
-%TO.N,IO7_SDA*%
+G04 #@! TO.P,U4,12,GPIO7*
+G04 #@! TO.N,IO7_SDA*
 X137922000Y-104394000D03*
-%TO.P,U4,13,GPIO8*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,U4,13,GPIO8*
+G04 #@! TO.N,IO8_SCL*
 X137922000Y-106934000D03*
-%TO.P,U4,14,TXD/GPIO21*%
-%TO.N,IO21_TX*%
+G04 #@! TO.P,U4,14,TXD/GPIO21*
+G04 #@! TO.N,IO21_TX*
 X137922000Y-109474000D03*
-%TO.P,U4,15,RXD/GPIO20*%
-%TO.N,IO20_RX*%
+G04 #@! TO.P,U4,15,RXD/GPIO20*
+G04 #@! TO.N,IO20_RX*
 X137922000Y-112014000D03*
-%TO.P,U4,16,BOOT/GPIO9*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,U4,16,BOOT/GPIO9*
+G04 #@! TO.N,IO9_BOOT*
 X137922000Y-114554000D03*
-%TO.P,U4,17,SDA/GPIO10*%
-%TO.N,unconnected-(U4-SDA{slash}GPIO10-Pad17)*%
+G04 #@! TO.P,U4,17,SDA/GPIO10*
+G04 #@! TO.N,unconnected-(U4-SDA{slash}GPIO10-Pad17)*
 X158242000Y-114554000D03*
-%TO.P,U4,18,SCL/GPIO8*%
-%TO.N,unconnected-(U4-SCL{slash}GPIO8-Pad18)*%
+G04 #@! TO.P,U4,18,SCL/GPIO8*
+G04 #@! TO.N,unconnected-(U4-SCL{slash}GPIO8-Pad18)*
 X158242000Y-112014000D03*
-%TO.P,U4,19,USB_D+/GPIO19*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,U4,19,USB_D+/GPIO19*
+G04 #@! TO.N,USB_D+*
 X158242000Y-109474000D03*
-%TO.P,U4,20,USB_D-/GPIO18*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,U4,20,USB_D-/GPIO18*
+G04 #@! TO.N,USB_D-*
 X158242000Y-106934000D03*
-%TO.P,U4,21,SPIQ/GPIO17*%
-%TO.N,unconnected-(U4-SPIQ{slash}GPIO17-Pad21)*%
+G04 #@! TO.P,U4,21,SPIQ/GPIO17*
+G04 #@! TO.N,unconnected-(U4-SPIQ{slash}GPIO17-Pad21)*
 X158242000Y-104394000D03*
-%TO.P,U4,22,SPID/GPIO16*%
-%TO.N,unconnected-(U4-SPID{slash}GPIO16-Pad22)*%
+G04 #@! TO.P,U4,22,SPID/GPIO16*
+G04 #@! TO.N,unconnected-(U4-SPID{slash}GPIO16-Pad22)*
 X158242000Y-101854000D03*
-%TO.P,U4,23,SPICLK/GPIO15*%
-%TO.N,unconnected-(U4-SPICLK{slash}GPIO15-Pad23)*%
+G04 #@! TO.P,U4,23,SPICLK/GPIO15*
+G04 #@! TO.N,unconnected-(U4-SPICLK{slash}GPIO15-Pad23)*
 X158242000Y-99314000D03*
-%TO.P,U4,24,SPIWP/GPIO13*%
-%TO.N,unconnected-(U4-SPIWP{slash}GPIO13-Pad24)*%
+G04 #@! TO.P,U4,24,SPIWP/GPIO13*
+G04 #@! TO.N,unconnected-(U4-SPIWP{slash}GPIO13-Pad24)*
 X158242000Y-96774000D03*
-%TO.P,U4,25,SPIHD/GPIO12*%
-%TO.N,unconnected-(U4-SPIHD{slash}GPIO12-Pad25)*%
+G04 #@! TO.P,U4,25,SPIHD/GPIO12*
+G04 #@! TO.N,unconnected-(U4-SPIHD{slash}GPIO12-Pad25)*
 X158242000Y-94234000D03*
 D19*
-%TO.P,U4,26,VBUS*%
-%TO.N,VBUS*%
+G04 #@! TO.P,U4,26,VBUS*
+G04 #@! TO.N,VBUS*
 X158242000Y-91694000D03*
 D16*
-%TO.P,U4,27,ENABLE*%
-%TO.N,ENABLE*%
+G04 #@! TO.P,U4,27,ENABLE*
+G04 #@! TO.N,ENABLE*
 X158242000Y-89154000D03*
 D19*
-%TO.P,U4,28,VBAT*%
-%TO.N,+BATT*%
+G04 #@! TO.P,U4,28,VBAT*
+G04 #@! TO.N,+BATT*
 X158242000Y-86614000D03*
 D20*
-%TO.P,U4,29,BAT-*%
-%TO.N,GND*%
+G04 #@! TO.P,U4,29,BAT-*
+G04 #@! TO.N,GND*
 X158242000Y-120904000D03*
 D21*
-%TO.P,U4,30,BAT+*%
-%TO.N,+BATT*%
+G04 #@! TO.P,U4,30,BAT+*
+G04 #@! TO.N,+BATT*
 X158242000Y-118364000D03*
-%TD*%
+G04 #@! TD*
 D22*
-%TO.P,Y1,1,1*%
-%TO.N,IO0*%
+G04 #@! TO.P,Y1,1,1*
+G04 #@! TO.N,IO0*
 X142387000Y-83312000D03*
-%TO.P,Y1,2,2*%
-%TO.N,IO1*%
+G04 #@! TO.P,Y1,2,2*
+G04 #@! TO.N,IO1*
 X144887000Y-83312000D03*
-%TD*%
+G04 #@! TD*
 D23*
-%TO.P,C3,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C3,1*
+G04 #@! TO.N,+3V3*
 X150368000Y-91107200D03*
-%TO.P,C3,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C3,2*
+G04 #@! TO.N,GND*
 X150368000Y-90147200D03*
-%TD*%
-%TO.P,C13,1*%
-%TO.N,IO1*%
+G04 #@! TD*
+G04 #@! TO.P,C13,1*
+G04 #@! TO.N,IO1*
 X146177000Y-83792000D03*
-%TO.P,C13,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C13,2*
+G04 #@! TO.N,GND*
 X146177000Y-82832000D03*
-%TD*%
-%TO.P,C1,1*%
-%TO.N,+3V3*%
+G04 #@! TD*
+G04 #@! TO.P,C1,1*
+G04 #@! TO.N,+3V3*
 X151434800Y-91107200D03*
-%TO.P,C1,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C1,2*
+G04 #@! TO.N,GND*
 X151434800Y-90147200D03*
-%TD*%
+G04 #@! TD*
 D24*
-%TO.P,C14,1*%
-%TO.N,GND*%
+G04 #@! TO.P,C14,1*
+G04 #@! TO.N,GND*
 X151079200Y-93144400D03*
-%TO.P,C14,2*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,C14,2*
+G04 #@! TO.N,IO9_BOOT*
 X151079200Y-94104400D03*
-%TD*%
+G04 #@! TD*
 D25*
-%TO.P,R12,1*%
-%TO.N,IO0*%
+G04 #@! TO.P,R12,1*
+G04 #@! TO.N,IO0*
 X143132000Y-85034000D03*
-%TO.P,R12,2*%
-%TO.N,IO1*%
+G04 #@! TO.P,R12,2*
+G04 #@! TO.N,IO1*
 X144152000Y-85034000D03*
-%TD*%
+G04 #@! TD*
 D26*
-%TO.P,C16,1*%
-%TO.N,+BATT*%
+G04 #@! TO.P,C16,1*
+G04 #@! TO.N,+BATT*
 X148857000Y-116000000D03*
-%TO.P,C16,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C16,2*
+G04 #@! TO.N,GND*
 X147307000Y-116000000D03*
-%TD*%
+G04 #@! TD*
 D24*
-%TO.P,C2,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C2,1*
+G04 #@! TO.N,+3V3*
 X151028400Y-88115200D03*
-%TO.P,C2,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C2,2*
+G04 #@! TO.N,GND*
 X151028400Y-89075200D03*
-%TD*%
+G04 #@! TD*
 D27*
-%TO.P,D8,1,A1*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,D8,1,A1*
+G04 #@! TO.N,USB_D+*
 X148082000Y-119572000D03*
-%TO.P,D8,2,A2*%
-%TO.N,GND*%
+G04 #@! TO.P,D8,2,A2*
+G04 #@! TO.N,GND*
 X148082000Y-118172000D03*
-%TD*%
+G04 #@! TD*
 D23*
-%TO.P,C8,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C8,1*
+G04 #@! TO.N,+3V3*
 X140589000Y-72489000D03*
-%TO.P,C8,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C8,2*
+G04 #@! TO.N,GND*
 X140589000Y-71529000D03*
-%TD*%
+G04 #@! TD*
 D24*
-%TO.P,C10,1*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,C10,1*
+G04 #@! TO.N,CHIP_PU*
 X140716000Y-77371000D03*
-%TO.P,C10,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C10,2*
+G04 #@! TO.N,GND*
 X140716000Y-78331000D03*
-%TD*%
+G04 #@! TD*
 D27*
-%TO.P,D7,1,A1*%
-%TO.N,Net-(D6-A)*%
+G04 #@! TO.P,D7,1,A1*
+G04 #@! TO.N,Net-(D6-A)*
 X149860000Y-119572000D03*
-%TO.P,D7,2,A2*%
-%TO.N,GND*%
+G04 #@! TO.P,D7,2,A2*
+G04 #@! TO.N,GND*
 X149860000Y-118172000D03*
-%TD*%
+G04 #@! TD*
 D25*
-%TO.P,R10,1*%
-%TO.N,IO10*%
+G04 #@! TO.P,R10,1*
+G04 #@! TO.N,IO10*
 X153668000Y-82931000D03*
-%TO.P,R10,2*%
-%TO.N,Net-(D2-A)*%
+G04 #@! TO.P,R10,2*
+G04 #@! TO.N,Net-(D2-A)*
 X154688000Y-82931000D03*
-%TD*%
+G04 #@! TD*
 D28*
-%TO.P,U3,1,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U3,1,GND*
+G04 #@! TO.N,GND*
 X142182000Y-72200000D03*
-%TO.P,U3,2,GND*%
+G04 #@! TO.P,U3,2,GND*
 X142182000Y-73000000D03*
-%TO.P,U3,3,3V3*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U3,3,3V3*
+G04 #@! TO.N,+3V3*
 X142182000Y-73800000D03*
-%TO.P,U3,4,NC*%
-%TO.N,unconnected-(U3-NC-Pad4)*%
+G04 #@! TO.P,U3,4,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad4)*
 X142182000Y-74600000D03*
-%TO.P,U3,5,GPIO2/ADC1_CH2*%
-%TO.N,IO2*%
+G04 #@! TO.P,U3,5,GPIO2/ADC1_CH2*
+G04 #@! TO.N,IO2*
 X142182000Y-75400000D03*
-%TO.P,U3,6,GPIO3/ADC1_CH3*%
-%TO.N,IO3*%
+G04 #@! TO.P,U3,6,GPIO3/ADC1_CH3*
+G04 #@! TO.N,IO3*
 X142182000Y-76200000D03*
-%TO.P,U3,7,NC*%
-%TO.N,unconnected-(U3-NC-Pad7)*%
+G04 #@! TO.P,U3,7,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad7)*
 X142182000Y-77000000D03*
-%TO.P,U3,8,EN/CHIP_PU*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,U3,8,EN/CHIP_PU*
+G04 #@! TO.N,CHIP_PU*
 X142182000Y-77800000D03*
-%TO.P,U3,9,NC*%
-%TO.N,unconnected-(U3-NC-Pad9)*%
+G04 #@! TO.P,U3,9,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad9)*
 X142182000Y-78600000D03*
-%TO.P,U3,10,NC*%
-%TO.N,unconnected-(U3-NC-Pad10)*%
+G04 #@! TO.P,U3,10,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad10)*
 X142182000Y-79400000D03*
-%TO.P,U3,11,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U3,11,GND*
+G04 #@! TO.N,GND*
 X142182000Y-80200000D03*
 D29*
-%TO.P,U3,12,GPIO0/ADC1_CH0/XTAL_32K_P*%
-%TO.N,IO0*%
+G04 #@! TO.P,U3,12,GPIO0/ADC1_CH0/XTAL_32K_P*
+G04 #@! TO.N,IO0*
 X143282000Y-81100000D03*
-%TO.P,U3,13,GPIO1/ADC1_CH1/XTAL_32K_N*%
-%TO.N,IO1*%
+G04 #@! TO.P,U3,13,GPIO1/ADC1_CH1/XTAL_32K_N*
+G04 #@! TO.N,IO1*
 X144082000Y-81100000D03*
-%TO.P,U3,14,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U3,14,GND*
+G04 #@! TO.N,GND*
 X144882000Y-81100000D03*
-%TO.P,U3,15,NC*%
-%TO.N,unconnected-(U3-NC-Pad15)*%
+G04 #@! TO.P,U3,15,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad15)*
 X145682000Y-81100000D03*
-%TO.P,U3,16,GPIO10*%
-%TO.N,IO10*%
+G04 #@! TO.P,U3,16,GPIO10*
+G04 #@! TO.N,IO10*
 X146482000Y-81100000D03*
-%TO.P,U3,17,NC*%
-%TO.N,unconnected-(U3-NC-Pad17)*%
+G04 #@! TO.P,U3,17,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad17)*
 X147282000Y-81100000D03*
-%TO.P,U3,18,GPIO4/ADC1_CH4*%
-%TO.N,IO4*%
+G04 #@! TO.P,U3,18,GPIO4/ADC1_CH4*
+G04 #@! TO.N,IO4*
 X148082000Y-81100000D03*
-%TO.P,U3,19,GPIO5/ADC2_CH0*%
-%TO.N,IO5*%
+G04 #@! TO.P,U3,19,GPIO5/ADC2_CH0*
+G04 #@! TO.N,IO5*
 X148882000Y-81100000D03*
-%TO.P,U3,20,GPIO6*%
-%TO.N,IO6*%
+G04 #@! TO.P,U3,20,GPIO6*
+G04 #@! TO.N,IO6*
 X149682000Y-81100000D03*
-%TO.P,U3,21,GPIO7*%
-%TO.N,IO7_SDA*%
+G04 #@! TO.P,U3,21,GPIO7*
+G04 #@! TO.N,IO7_SDA*
 X150482000Y-81100000D03*
-%TO.P,U3,22,GPIO8*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,U3,22,GPIO8*
+G04 #@! TO.N,IO8_SCL*
 X151282000Y-81100000D03*
-%TO.P,U3,23,GPIO9*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,U3,23,GPIO9*
+G04 #@! TO.N,IO9_BOOT*
 X152082000Y-81100000D03*
-%TO.P,U3,24,NC*%
-%TO.N,unconnected-(U3-NC-Pad24)*%
+G04 #@! TO.P,U3,24,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad24)*
 X152882000Y-81100000D03*
 D28*
-%TO.P,U3,25,NC*%
-%TO.N,unconnected-(U3-NC-Pad25)*%
+G04 #@! TO.P,U3,25,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad25)*
 X153982000Y-80200000D03*
-%TO.P,U3,26,GPIO18/USB_D-*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,U3,26,GPIO18/USB_D-*
+G04 #@! TO.N,USB_D-*
 X153982000Y-79400000D03*
-%TO.P,U3,27,GPIO19/USB_D+*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,U3,27,GPIO19/USB_D+*
+G04 #@! TO.N,USB_D+*
 X153982000Y-78600000D03*
-%TO.P,U3,28,NC*%
-%TO.N,unconnected-(U3-NC-Pad28)*%
+G04 #@! TO.P,U3,28,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad28)*
 X153982000Y-77800000D03*
-%TO.P,U3,29,NC*%
-%TO.N,unconnected-(U3-NC-Pad29)*%
+G04 #@! TO.P,U3,29,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad29)*
 X153982000Y-77000000D03*
-%TO.P,U3,30,GPIO20/U0RXD*%
-%TO.N,IO20_RX*%
+G04 #@! TO.P,U3,30,GPIO20/U0RXD*
+G04 #@! TO.N,IO20_RX*
 X153982000Y-76200000D03*
-%TO.P,U3,31,GPIO21/U0TXD*%
-%TO.N,IO21_TX*%
+G04 #@! TO.P,U3,31,GPIO21/U0TXD*
+G04 #@! TO.N,IO21_TX*
 X153982000Y-75400000D03*
-%TO.P,U3,32,NC*%
-%TO.N,unconnected-(U3-NC-Pad32)*%
+G04 #@! TO.P,U3,32,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad32)*
 X153982000Y-74600000D03*
-%TO.P,U3,33,NC*%
-%TO.N,unconnected-(U3-NC-Pad33)*%
+G04 #@! TO.P,U3,33,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad33)*
 X153982000Y-73800000D03*
-%TO.P,U3,34,NC*%
-%TO.N,unconnected-(U3-NC-Pad34)*%
+G04 #@! TO.P,U3,34,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad34)*
 X153982000Y-73000000D03*
-%TO.P,U3,35,NC*%
-%TO.N,unconnected-(U3-NC-Pad35)*%
+G04 #@! TO.P,U3,35,NC*
+G04 #@! TO.N,unconnected-(U3-NC-Pad35)*
 X153982000Y-72200000D03*
 D30*
-%TO.P,U3,36,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U3,36,GND*
+G04 #@! TO.N,GND*
 X142132000Y-71250000D03*
 X142132000Y-81150000D03*
 D29*
@@ -8519,435 +7995,439 @@
 D30*
 X154032000Y-71250000D03*
 X154032000Y-81150000D03*
-%TD*%
+G04 #@! TD*
 D25*
-%TO.P,R7,1*%
-%TO.N,Net-(U2-AP_CS)*%
+G04 #@! TO.P,R7,1*
+G04 #@! TO.N,Net-(U2-AP_CS)*
 X149959600Y-85953600D03*
-%TO.P,R7,2*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R7,2*
+G04 #@! TO.N,+3V3*
 X150979600Y-85953600D03*
-%TD*%
+G04 #@! TD*
 D33*
-%TO.P,SW1,1,1*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,SW1,1,1*
+G04 #@! TO.N,CHIP_PU*
 X141520600Y-99611000D03*
 X141520600Y-95461000D03*
-%TO.P,SW1,2,2*%
-%TO.N,GND*%
+G04 #@! TO.P,SW1,2,2*
+G04 #@! TO.N,GND*
 X143670600Y-99611000D03*
 X143670600Y-95461000D03*
-%TD*%
+G04 #@! TD*
 D23*
-%TO.P,C9,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C9,1*
+G04 #@! TO.N,+3V3*
 X139573000Y-72489000D03*
-%TO.P,C9,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C9,2*
+G04 #@! TO.N,GND*
 X139573000Y-71529000D03*
-%TD*%
+G04 #@! TD*
 D27*
-%TO.P,D5,1,A1*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,D5,1,A1*
+G04 #@! TO.N,USB_D-*
 X146304000Y-119572000D03*
-%TO.P,D5,2,A2*%
-%TO.N,GND*%
+G04 #@! TO.P,D5,2,A2*
+G04 #@! TO.N,GND*
 X146304000Y-118172000D03*
-%TD*%
+G04 #@! TD*
 D34*
-%TO.P,U2,1,AP_SDO/AP_AD0*%
-%TO.N,GND*%
+G04 #@! TO.P,U2,1,AP_SDO/AP_AD0*
+G04 #@! TO.N,GND*
 X146929500Y-87284000D03*
-%TO.P,U2,2,RESV_1*%
-%TO.N,unconnected-(U2-RESV_1-Pad2)*%
+G04 #@! TO.P,U2,2,RESV_1*
+G04 #@! TO.N,unconnected-(U2-RESV_1-Pad2)*
 X146929500Y-87784000D03*
-%TO.P,U2,3,RESV_2*%
-%TO.N,unconnected-(U2-RESV_2-Pad3)*%
+G04 #@! TO.P,U2,3,RESV_2*
+G04 #@! TO.N,unconnected-(U2-RESV_2-Pad3)*
 X146929500Y-88284000D03*
-%TO.P,U2,4,INT1/INT*%
-%TO.N,unconnected-(U2-INT1{slash}INT-Pad4)*%
+G04 #@! TO.P,U2,4,INT1/INT*
+G04 #@! TO.N,unconnected-(U2-INT1{slash}INT-Pad4)*
 X146929500Y-88784000D03*
 D35*
-%TO.P,U2,5,VDDIO*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U2,5,VDDIO*
+G04 #@! TO.N,+3V3*
 X147592000Y-88946500D03*
-%TO.P,U2,6,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U2,6,GND*
+G04 #@! TO.N,GND*
 X148092000Y-88946500D03*
-%TO.P,U2,7,FSYNC*%
+G04 #@! TO.P,U2,7,FSYNC*
 X148592000Y-88946500D03*
 D34*
-%TO.P,U2,8,VDD*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U2,8,VDD*
+G04 #@! TO.N,+3V3*
 X149254500Y-88784000D03*
-%TO.P,U2,9,INT2*%
-%TO.N,Net-(U2-INT2)*%
+G04 #@! TO.P,U2,9,INT2*
+G04 #@! TO.N,Net-(U2-INT2)*
 X149254500Y-88284000D03*
-%TO.P,U2,10,RESV_3*%
-%TO.N,unconnected-(U2-RESV_3-Pad10)*%
+G04 #@! TO.P,U2,10,RESV_3*
+G04 #@! TO.N,unconnected-(U2-RESV_3-Pad10)*
 X149254500Y-87784000D03*
-%TO.P,U2,11,RESV_4*%
-%TO.N,unconnected-(U2-RESV_4-Pad11)*%
+G04 #@! TO.P,U2,11,RESV_4*
+G04 #@! TO.N,unconnected-(U2-RESV_4-Pad11)*
 X149254500Y-87284000D03*
 D35*
-%TO.P,U2,12,AP_CS*%
-%TO.N,Net-(U2-AP_CS)*%
+G04 #@! TO.P,U2,12,AP_CS*
+G04 #@! TO.N,Net-(U2-AP_CS)*
 X148592000Y-87121500D03*
-%TO.P,U2,13,AP_SCL/AP_SCLK*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,U2,13,AP_SCL/AP_SCLK*
+G04 #@! TO.N,IO8_SCL*
 X148092000Y-87121500D03*
-%TO.P,U2,14,AP_SDA/AP_SDIO/AP_SDI*%
-%TO.N,IO7_SDA*%
+G04 #@! TO.P,U2,14,AP_SDA/AP_SDIO/AP_SDI*
+G04 #@! TO.N,IO7_SDA*
 X147592000Y-87121500D03*
-%TD*%
+G04 #@! TD*
 D23*
-%TO.P,C12,1*%
-%TO.N,IO0*%
+G04 #@! TO.P,C12,1*
+G04 #@! TO.N,IO0*
 X141097000Y-83792000D03*
-%TO.P,C12,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C12,2*
+G04 #@! TO.N,GND*
 X141097000Y-82832000D03*
-%TD*%
+G04 #@! TD*
 D36*
-%TO.P,R6,1*%
-%TO.N,Net-(J1-CC1)*%
+G04 #@! TO.P,R6,1*
+G04 #@! TO.N,Net-(J1-CC1)*
 X142400000Y-123390000D03*
-%TO.P,R6,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R6,2*
+G04 #@! TO.N,GND*
 X142400000Y-124410000D03*
-%TD*%
-%TO.P,R4,1*%
-%TO.N,Net-(J1-CC2)*%
+G04 #@! TD*
+G04 #@! TO.P,R4,1*
+G04 #@! TO.N,Net-(J1-CC2)*
 X153800000Y-123442000D03*
-%TO.P,R4,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R4,2*
+G04 #@! TO.N,GND*
 X153800000Y-124462000D03*
-%TD*%
+G04 #@! TD*
 D37*
-%TO.P,D6,1,K*%
-%TO.N,VBUS*%
+G04 #@! TO.P,D6,1,K*
+G04 #@! TO.N,VBUS*
 X144018000Y-115698000D03*
-%TO.P,D6,2,A*%
-%TO.N,Net-(D6-A)*%
+G04 #@! TO.P,D6,2,A*
+G04 #@! TO.N,Net-(D6-A)*
 X144018000Y-118998000D03*
-%TD*%
+G04 #@! TD*
 D24*
-%TO.P,C4,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C4,1*
+G04 #@! TO.N,+3V3*
 X152044400Y-86743600D03*
-%TO.P,C4,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C4,2*
+G04 #@! TO.N,GND*
 X152044400Y-87703600D03*
-%TD*%
+G04 #@! TD*
 D36*
-%TO.P,R18,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R18,1*
+G04 #@! TO.N,+3V3*
 X148336000Y-83868800D03*
-%TO.P,R18,2*%
-%TO.N,IO7_SDA*%
+G04 #@! TO.P,R18,2*
+G04 #@! TO.N,IO7_SDA*
 X148336000Y-84888800D03*
-%TD*%
+G04 #@! TD*
 D38*
-%TO.P,R17,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R17,1*
+G04 #@! TO.N,+3V3*
 X149961600Y-84888800D03*
-%TO.P,R17,2*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,R17,2*
+G04 #@! TO.N,IO8_SCL*
 X149961600Y-83868800D03*
-%TD*%
+G04 #@! TD*
 D39*
-%TO.P,U1,1,VDD*%
-%TO.N,+3V3*%
+G04 #@! TO.P,U1,1,VDD*
+G04 #@! TO.N,+3V3*
 X149102800Y-91934000D03*
-%TO.P,U1,2,SCL*%
-%TO.N,IO8_SCL*%
+G04 #@! TO.P,U1,2,SCL*
+G04 #@! TO.N,IO8_SCL*
 X149102800Y-90934000D03*
-%TO.P,U1,3,SDA*%
-%TO.N,IO7_SDA*%
+G04 #@! TO.P,U1,3,SDA*
+G04 #@! TO.N,IO7_SDA*
 X147162800Y-90934000D03*
-%TO.P,U1,4,VSS*%
-%TO.N,GND*%
+G04 #@! TO.P,U1,4,VSS*
+G04 #@! TO.N,GND*
 X147162800Y-91934000D03*
 D40*
-%TO.P,U1,5,EXP*%
+G04 #@! TO.P,U1,5,EXP*
 X148132800Y-91434000D03*
-%TD*%
+G04 #@! TD*
 D33*
-%TO.P,SW2,1,1*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,SW2,1,1*
+G04 #@! TO.N,IO9_BOOT*
 X152595000Y-99611000D03*
 X152595000Y-95461000D03*
-%TO.P,SW2,2,2*%
-%TO.N,GND*%
+G04 #@! TO.P,SW2,2,2*
+G04 #@! TO.N,GND*
 X154745000Y-99611000D03*
 X154745000Y-95461000D03*
-%TD*%
+G04 #@! TD*
 D23*
-%TO.P,C11,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C11,1*
+G04 #@! TO.N,+3V3*
 X138557000Y-72489000D03*
-%TO.P,C11,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C11,2*
+G04 #@! TO.N,GND*
 X138557000Y-71529000D03*
-%TD*%
+G04 #@! TD*
 D36*
-%TO.P,R8,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R8,1*
+G04 #@! TO.N,+3V3*
 X140716000Y-75436000D03*
-%TO.P,R8,2*%
-%TO.N,CHIP_PU*%
+G04 #@! TO.P,R8,2*
+G04 #@! TO.N,CHIP_PU*
 X140716000Y-76456000D03*
-%TD*%
+G04 #@! TD*
 D41*
-%TO.P,R2,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R2,1*
+G04 #@! TO.N,+3V3*
 X152935400Y-101346000D03*
-%TO.P,R2,2*%
-%TO.N,Net-(U5-FB)*%
+G04 #@! TO.P,R2,2*
+G04 #@! TO.N,Net-(U5-FB)*
 X151915400Y-101346000D03*
-%TD*%
+G04 #@! TD*
 D42*
-%TO.P,D3,1,K*%
-%TO.N,Net-(D3-K)*%
+G04 #@! TO.P,D3,1,K*
+G04 #@! TO.N,Net-(D3-K)*
 X142494000Y-112369500D03*
-%TO.P,D3,2,A*%
-%TO.N,VBUS*%
+G04 #@! TO.P,D3,2,A*
+G04 #@! TO.N,VBUS*
 X142494000Y-113944500D03*
-%TD*%
+G04 #@! TD*
 D43*
-%TO.P,C6,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C6,1*
+G04 #@! TO.N,+3V3*
 X153035000Y-102603000D03*
-%TO.P,C6,2*%
-%TO.N,Net-(U5-FB)*%
+G04 #@! TO.P,C6,2*
+G04 #@! TO.N,Net-(U5-FB)*
 X153035000Y-104153000D03*
-%TD*%
+G04 #@! TD*
 D44*
-%TO.P,C15,1*%
-%TO.N,GND*%
+G04 #@! TO.P,C15,1*
+G04 #@! TO.N,GND*
 X146799000Y-109728000D03*
-%TO.P,C15,2*%
-%TO.N,VBUS*%
+G04 #@! TO.P,C15,2*
+G04 #@! TO.N,VBUS*
 X148349000Y-109728000D03*
-%TD*%
+G04 #@! TD*
 D45*
-%TO.P,U6,1,STAT*%
-%TO.N,Net-(U6-STAT)*%
+G04 #@! TO.P,U6,1,STAT*
+G04 #@! TO.N,Net-(U6-STAT)*
 X146497000Y-114294500D03*
-%TO.P,U6,2,VSS*%
-%TO.N,GND*%
+G04 #@! TO.P,U6,2,VSS*
+G04 #@! TO.N,GND*
 X147447000Y-114294500D03*
-%TO.P,U6,3,VBAT*%
-%TO.N,+BATT*%
+G04 #@! TO.P,U6,3,VBAT*
+G04 #@! TO.N,+BATT*
 X148397000Y-114294500D03*
-%TO.P,U6,4,VDD*%
-%TO.N,VBUS*%
+G04 #@! TO.P,U6,4,VDD*
+G04 #@! TO.N,VBUS*
 X148397000Y-112019500D03*
-%TO.P,U6,5,PROG*%
-%TO.N,Net-(U6-PROG)*%
+G04 #@! TO.P,U6,5,PROG*
+G04 #@! TO.N,Net-(U6-PROG)*
 X146497000Y-112019500D03*
-%TD*%
+G04 #@! TD*
 D46*
-%TO.P,C5,1*%
-%TO.N,+5V*%
+G04 #@! TO.P,C5,1*
+G04 #@! TO.N,+5V*
 X151953000Y-106807000D03*
-%TO.P,C5,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C5,2*
+G04 #@! TO.N,GND*
 X150053000Y-106807000D03*
-%TD*%
+G04 #@! TD*
 D36*
-%TO.P,R9,1*%
-%TO.N,GND*%
+G04 #@! TO.P,R9,1*
+G04 #@! TO.N,GND*
 X145110200Y-110919800D03*
-%TO.P,R9,2*%
-%TO.N,Net-(U6-PROG)*%
+G04 #@! TO.P,R9,2*
+G04 #@! TO.N,Net-(U6-PROG)*
 X145110200Y-111939800D03*
-%TD*%
+G04 #@! TD*
 D47*
-%TO.P,Q1,1,G*%
-%TO.N,VBUS*%
+G04 #@! TO.P,Q1,1,G*
+G04 #@! TO.N,VBUS*
 X152842000Y-112727500D03*
-%TO.P,Q1,2,S*%
-%TO.N,+5V*%
+G04 #@! TO.P,Q1,2,S*
+G04 #@! TO.N,+5V*
 X150942000Y-112727500D03*
-%TO.P,Q1,3,D*%
-%TO.N,+BATT*%
+G04 #@! TO.P,Q1,3,D*
+G04 #@! TO.N,+BATT*
 X151892000Y-114602500D03*
-%TD*%
+G04 #@! TD*
 D41*
-%TO.P,R1,1*%
-%TO.N,+5V*%
+G04 #@! TO.P,R1,1*
+G04 #@! TO.N,+5V*
 X149049200Y-101346000D03*
-%TO.P,R1,2*%
-%TO.N,ENABLE*%
+G04 #@! TO.P,R1,2*
+G04 #@! TO.N,ENABLE*
 X148029200Y-101346000D03*
-%TD*%
+G04 #@! TD*
 D48*
-%TO.P,C7,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,C7,1*
+G04 #@! TO.N,+3V3*
 X143957000Y-103378000D03*
-%TO.P,C7,2*%
-%TO.N,GND*%
+G04 #@! TO.P,C7,2*
+G04 #@! TO.N,GND*
 X145857000Y-103378000D03*
-%TD*%
+G04 #@! TD*
 D41*
-%TO.P,R3,1*%
-%TO.N,Net-(U5-FB)*%
+G04 #@! TO.P,R3,1*
+G04 #@! TO.N,Net-(U5-FB)*
 X151005000Y-101346000D03*
-%TO.P,R3,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R3,2*
+G04 #@! TO.N,GND*
 X149985000Y-101346000D03*
-%TD*%
+G04 #@! TD*
 D49*
-%TO.P,U5,1,EN*%
-%TO.N,ENABLE*%
+G04 #@! TO.P,U5,1,EN*
+G04 #@! TO.N,ENABLE*
 X148976500Y-102936000D03*
-%TO.P,U5,2,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,U5,2,GND*
+G04 #@! TO.N,GND*
 X148976500Y-103886000D03*
-%TO.P,U5,3,LX*%
-%TO.N,/Buck_Coil*%
+G04 #@! TO.P,U5,3,LX*
+G04 #@! TO.N,/Buck_Coil*
 X148976500Y-104836000D03*
-%TO.P,U5,4,IN*%
-%TO.N,+5V*%
+G04 #@! TO.P,U5,4,IN*
+G04 #@! TO.N,+5V*
 X151251500Y-104836000D03*
-%TO.P,U5,5,FB*%
-%TO.N,Net-(U5-FB)*%
+G04 #@! TO.P,U5,5,FB*
+G04 #@! TO.N,Net-(U5-FB)*
 X151251500Y-102936000D03*
-%TD*%
+G04 #@! TD*
 D38*
-%TO.P,R19,1*%
-%TO.N,+3V3*%
+G04 #@! TO.P,R19,1*
+G04 #@! TO.N,+3V3*
 X151028400Y-84888800D03*
-%TO.P,R19,2*%
-%TO.N,IO9_BOOT*%
+G04 #@! TO.P,R19,2*
+G04 #@! TO.N,IO9_BOOT*
 X151028400Y-83868800D03*
-%TD*%
+G04 #@! TD*
 D50*
-%TO.P,L1,1*%
-%TO.N,/Buck_Coil*%
+G04 #@! TO.P,L1,1*
+G04 #@! TO.N,/Buck_Coil*
 X146686000Y-106680000D03*
-%TO.P,L1,2*%
-%TO.N,+3V3*%
+G04 #@! TO.P,L1,2*
+G04 #@! TO.N,+3V3*
 X143636000Y-106680000D03*
-%TD*%
+G04 #@! TD*
 D51*
-%TO.P,D4,1,K*%
-%TO.N,+5V*%
+G04 #@! TO.P,D4,1,K*
+G04 #@! TO.N,+5V*
 X153415000Y-109728000D03*
-%TO.P,D4,2,A*%
-%TO.N,VBUS*%
+G04 #@! TO.P,D4,2,A*
+G04 #@! TO.N,VBUS*
 X150115000Y-109728000D03*
-%TD*%
+G04 #@! TD*
 D41*
-%TO.P,R14,1*%
-%TO.N,Net-(U6-STAT)*%
+G04 #@! TO.P,R14,1*
+G04 #@! TO.N,Net-(U6-STAT)*
 X145036000Y-114173000D03*
-%TO.P,R14,2*%
-%TO.N,Net-(D3-K)*%
+G04 #@! TO.P,R14,2*
+G04 #@! TO.N,Net-(D3-K)*
 X144016000Y-114173000D03*
-%TD*%
+G04 #@! TD*
 D36*
-%TO.P,R15,1*%
-%TO.N,VBUS*%
+G04 #@! TO.P,R15,1*
+G04 #@! TO.N,VBUS*
 X154305000Y-113155000D03*
-%TO.P,R15,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R15,2*
+G04 #@! TO.N,GND*
 X154305000Y-114175000D03*
-%TD*%
+G04 #@! TD*
 D25*
-%TO.P,R11,1*%
-%TO.N,IO2*%
+G04 #@! TO.P,R11,1*
+G04 #@! TO.N,IO2*
 X141222000Y-91694000D03*
-%TO.P,R11,2*%
-%TO.N,Net-(D9-DIN)*%
+G04 #@! TO.P,R11,2*
+G04 #@! TO.N,Net-(D9-DIN)*
 X142242000Y-91694000D03*
-%TD*%
+G04 #@! TD*
 D38*
-%TO.P,R5,1*%
-%TO.N,Net-(J1-SHELL_GND-PadS1)*%
+G04 #@! TO.P,R5,1*
+G04 #@! TO.N,Net-(J1-SHELL_GND-PadS1)*
 X142400000Y-126410000D03*
-%TO.P,R5,2*%
-%TO.N,GND*%
+G04 #@! TO.P,R5,2*
+G04 #@! TO.N,GND*
 X142400000Y-125390000D03*
-%TD*%
+G04 #@! TD*
 D52*
-%TO.P,J1,A1_B12,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,J1,A1_B12,GND*
+G04 #@! TO.N,GND*
 X144882000Y-121229000D03*
-%TO.P,J1,A4_B9,VBUS*%
-%TO.N,Net-(D6-A)*%
+G04 #@! TO.P,J1,A4_B9,VBUS*
+G04 #@! TO.N,Net-(D6-A)*
 X145682000Y-121229000D03*
 D53*
-%TO.P,J1,A5,CC1*%
-%TO.N,Net-(J1-CC1)*%
+G04 #@! TO.P,J1,A5,CC1*
+G04 #@! TO.N,Net-(J1-CC1)*
 X146832000Y-121229000D03*
-%TO.P,J1,A6,DP1*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,J1,A6,DP1*
+G04 #@! TO.N,USB_D+*
 X147832000Y-121229000D03*
-%TO.P,J1,A7,DN1*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,J1,A7,DN1*
+G04 #@! TO.N,USB_D-*
 X148332000Y-121229000D03*
-%TO.P,J1,A8,SBU1*%
-%TO.N,unconnected-(J1-SBU1-PadA8)*%
+G04 #@! TO.P,J1,A8,SBU1*
+G04 #@! TO.N,unconnected-(J1-SBU1-PadA8)*
 X149332000Y-121229000D03*
 D52*
-%TO.P,J1,B1_A12,GND*%
-%TO.N,GND*%
+G04 #@! TO.P,J1,B1_A12,GND*
+G04 #@! TO.N,GND*
 X151282000Y-121229000D03*
-%TO.P,J1,B4_A9,VBUS*%
-%TO.N,Net-(D6-A)*%
+G04 #@! TO.P,J1,B4_A9,VBUS*
+G04 #@! TO.N,Net-(D6-A)*
 X150482000Y-121229000D03*
 D53*
-%TO.P,J1,B5,CC2*%
-%TO.N,Net-(J1-CC2)*%
+G04 #@! TO.P,J1,B5,CC2*
+G04 #@! TO.N,Net-(J1-CC2)*
 X149832000Y-121229000D03*
-%TO.P,J1,B6,DP2*%
-%TO.N,USB_D+*%
+G04 #@! TO.P,J1,B6,DP2*
+G04 #@! TO.N,USB_D+*
 X148832000Y-121229000D03*
-%TO.P,J1,B7,DN2*%
-%TO.N,USB_D-*%
+G04 #@! TO.P,J1,B7,DN2*
+G04 #@! TO.N,USB_D-*
 X147332000Y-121229000D03*
-%TO.P,J1,B8,SBU2*%
-%TO.N,unconnected-(J1-SBU2-PadB8)*%
+G04 #@! TO.P,J1,B8,SBU2*
+G04 #@! TO.N,unconnected-(J1-SBU2-PadB8)*
 X146332000Y-121229000D03*
 D54*
-%TO.P,J1,S1,SHELL_GND*%
-%TO.N,Net-(J1-SHELL_GND-PadS1)*%
+G04 #@! TO.P,J1,S1,SHELL_GND*
+G04 #@! TO.N,Net-(J1-SHELL_GND-PadS1)*
 X143762000Y-121804000D03*
 D55*
-%TO.P,J1,S2,SHELL_GND*%
+G04 #@! TO.P,J1,S2,SHELL_GND*
 X143762000Y-125984000D03*
-%TO.P,J1,S3,SHELL_GND*%
+G04 #@! TO.P,J1,S3,SHELL_GND*
 X152402000Y-125984000D03*
 D54*
-%TO.P,J1,S4,SHELL_GND*%
+G04 #@! TO.P,J1,S4,SHELL_GND*
 X152402000Y-121804000D03*
-%TD*%
+G04 #@! TD*
 D56*
-%TO.P,D9,1,VDD*%
-%TO.N,+3V3*%
+G04 #@! TO.P,D9,1,VDD*
+G04 #@! TO.N,+3V3*
 X149832000Y-98411000D03*
-%TO.P,D9,2,DOUT*%
-%TO.N,unconnected-(D9-DOUT-Pad2)*%
+G04 #@! TO.P,D9,2,DOUT*
+G04 #@! TO.N,unconnected-(D9-DOUT-Pad2)*
 X149832000Y-96661000D03*
-%TO.P,D9,3,VSS*%
-%TO.N,GND*%
+G04 #@! TO.P,D9,3,VSS*
+G04 #@! TO.N,GND*
 X146332000Y-96661000D03*
-%TO.P,D9,4,DIN*%
-%TO.N,Net-(D9-DIN)*%
+G04 #@! TO.P,D9,4,DIN*
+G04 #@! TO.N,Net-(D9-DIN)*
 X146332000Y-98411000D03*
-%TD*%
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 G01*
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 G37*
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 G36*
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 G01*
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+X148897000Y-112357000D01*
+X145997000Y-113557000D02*
+X145997000Y-112357000D01*
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+X148897000Y-113957000D01*
+X148897000Y-113957000D02*
+X146397000Y-113957000D01*
+G04 #@! TO.C,C5*
+X150003000Y-106182000D02*
+X152003000Y-106182000D01*
+X150003000Y-107432000D02*
+X150003000Y-106182000D01*
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+X152003000Y-107432000D01*
+X152003000Y-107432000D02*
+X150003000Y-107432000D01*
+G04 #@! TO.C,R9*
+X144840200Y-110904800D02*
+X145380200Y-110904800D01*
+X144840200Y-111954800D02*
+X144840200Y-110904800D01*
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+X145380200Y-111954800D01*
+X145380200Y-111954800D02*
+X144840200Y-111954800D01*
+G04 #@! TO.C,Q1*
+X150442000Y-113015000D02*
+X153017000Y-113015000D01*
+X150442000Y-114315000D02*
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+G04 #@! TO.C,R1*
+X148014200Y-101076000D02*
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+X148014200Y-101616000D02*
+X148014200Y-101076000D01*
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+X149064200Y-101616000D01*
+X149064200Y-101616000D02*
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+G04 #@! TO.C,C7*
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+G04 #@! TO.C,D4*
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+G04 #@! TO.C,R14*
+X144001000Y-113903000D02*
+X145051000Y-113903000D01*
+X144001000Y-114443000D02*
+X144001000Y-113903000D01*
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+G04 #@! TO.C,R15*
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+G04 #@! TO.C,R11*
+X141207000Y-91424000D02*
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+X141207000Y-91964000D02*
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+G04 #@! TO.C,R5*
+X142130000Y-125375000D02*
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+G04 #@! TO.C,J1*
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+G04 #@! TO.C,D9*
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+G04 #@! TO.C,D1*
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+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Fab.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Fab.gbr
index c814c7f..873b9b4 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Fab.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Fab.gbr
@@ -1,11 +1,11 @@
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+G04 #@! TF.SameCoordinates,Original*
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 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
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 X134033579Y-126381496D01*
 X134620000Y-127508000D02*
 X135206421Y-126381496D01*
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 X161163000Y-114554000D02*
 X161163000Y-118364000D01*
 X161163000Y-114554000D02*
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 X161749421Y-115680504D01*
 X161163000Y-114554000D02*
 X160576579Y-115680504D01*
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-X165686421Y-124857496D01*
 D11*
 X146748666Y-76654819D02*
 X146415333Y-76178628D01*
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 X149156285Y-128107878D02*
 X149308666Y-128107878D01*
 D10*
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 X155918000Y-82531000D02*
 X155918000Y-83331000D01*
 X155918000Y-83331000D02*
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 X157518000Y-83031000D02*
 X157518000Y-82531000D01*
 D16*
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 X136652000Y-127889000D01*
 X137287000Y-128524000D02*
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 X158768051Y-125984000I1796051J0D01*
 G01*
 D10*
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 X142037000Y-82562000D01*
 X145237000Y-82562000D02*
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 X142037000Y-84062000D01*
 X145237000Y-84062000D02*
 X145237000Y-82562000D01*
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 X150118000Y-90127200D02*
 X150618000Y-90127200D01*
 X150118000Y-91127200D02*
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 X150618000Y-91127200D01*
 X150618000Y-91127200D02*
 X150118000Y-91127200D01*
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 X145927000Y-82812000D02*
 X146427000Y-82812000D01*
 X145927000Y-83812000D02*
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 X146427000Y-83812000D01*
 X146427000Y-83812000D02*
 X145927000Y-83812000D01*
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 X151184800Y-90127200D02*
 X151684800Y-90127200D01*
 X151184800Y-91127200D02*
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 X151684800Y-91127200D01*
 X151684800Y-91127200D02*
 X151184800Y-91127200D01*
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 X150829200Y-93124400D02*
 X151329200Y-93124400D01*
 X150829200Y-94124400D02*
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 X151329200Y-94124400D01*
 X151329200Y-94124400D02*
 X150829200Y-94124400D01*
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 X143117000Y-84764000D02*
 X144167000Y-84764000D01*
 X143117000Y-85304000D02*
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 X144167000Y-85304000D01*
 X144167000Y-85304000D02*
 X143117000Y-85304000D01*
-%TO.C,C16*%
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 X147282000Y-115600000D02*
 X148882000Y-115600000D01*
 X147282000Y-116400000D02*
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 X148882000Y-116400000D01*
 X148882000Y-116400000D02*
 X147282000Y-116400000D01*
-%TO.C,C2*%
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 X150778400Y-88095200D02*
 X151278400Y-88095200D01*
 X150778400Y-89095200D02*
@@ -10420,7 +9478,7 @@
 X151278400Y-89095200D01*
 X151278400Y-89095200D02*
 X150778400Y-89095200D01*
-%TO.C,D8*%
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 X147632000Y-118222000D02*
 X148532000Y-118222000D01*
 X147632000Y-119522000D02*
@@ -10441,7 +9499,7 @@
 X148532000Y-119522000D01*
 X148532000Y-119522000D02*
 X147632000Y-119522000D01*
-%TO.C,C8*%
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 X140339000Y-71509000D02*
 X140839000Y-71509000D01*
 X140339000Y-72509000D02*
@@ -10450,7 +9508,7 @@
 X140839000Y-72509000D01*
 X140839000Y-72509000D02*
 X140339000Y-72509000D01*
-%TO.C,C10*%
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 X140466000Y-77351000D02*
 X140966000Y-77351000D01*
 X140466000Y-78351000D02*
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 X140966000Y-78351000D01*
 X140966000Y-78351000D02*
 X140466000Y-78351000D01*
-%TO.C,D7*%
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 X149410000Y-118222000D02*
 X150310000Y-118222000D01*
 X149410000Y-119522000D02*
@@ -10480,7 +9538,7 @@
 X150310000Y-119522000D01*
 X150310000Y-119522000D02*
 X149410000Y-119522000D01*
-%TO.C,R10*%
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 X153653000Y-83201000D02*
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 X154703000Y-83201000D02*
 X153653000Y-83201000D01*
 D11*
-%TO.C,U3*%
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 X141482000Y-70605000D02*
 X141482000Y-81800000D01*
 D16*
@@ -10514,7 +9572,7 @@
 X154682000Y-81800000D02*
 X154682000Y-70605000D01*
 D10*
-%TO.C,R7*%
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 X149944600Y-85683600D02*
 X150994600Y-85683600D01*
 X149944600Y-86223600D02*
@@ -10523,7 +9581,7 @@
 X150994600Y-86223600D01*
 X150994600Y-86223600D02*
 X149944600Y-86223600D01*
-%TO.C,SW1*%
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 X140995600Y-95436000D02*
 X140995600Y-99636000D01*
 X140995600Y-99636000D02*
@@ -10546,7 +9604,7 @@
 G02*
 X141495600Y-97936000I-1100000J0D01*
 G01*
-%TO.C,C9*%
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 X139323000Y-71509000D02*
 X139823000Y-71509000D01*
 X139323000Y-72509000D02*
@@ -10555,7 +9613,7 @@
 X139823000Y-72509000D01*
 X139823000Y-72509000D02*
 X139323000Y-72509000D01*
-%TO.C,D5*%
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 X145854000Y-118222000D02*
 X146754000Y-118222000D01*
 X145854000Y-119522000D02*
@@ -10577,7 +9635,7 @@
 X146754000Y-119522000D02*
 X145854000Y-119522000D01*
 D17*
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 X146592000Y-86784000D02*
 X149592000Y-86784000D01*
 X146592000Y-89284000D02*
@@ -10598,7 +9656,7 @@
 X146123000Y-87184000I100000J0D01*
 G01*
 D10*
-%TO.C,C12*%
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 X140847000Y-82812000D02*
 X141347000Y-82812000D01*
 X140847000Y-83812000D02*
@@ -10607,7 +9665,7 @@
 X141347000Y-83812000D01*
 X141347000Y-83812000D02*
 X140847000Y-83812000D01*
-%TO.C,R6*%
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 X142130000Y-123375000D02*
 X142670000Y-123375000D01*
 X142130000Y-124425000D02*
@@ -10616,7 +9674,7 @@
 X142670000Y-124425000D01*
 X142670000Y-124425000D02*
 X142130000Y-124425000D01*
-%TO.C,R4*%
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 X153530000Y-123427000D02*
 X154070000Y-123427000D01*
 X153530000Y-124477000D02*
@@ -10625,7 +9683,7 @@
 X154070000Y-124477000D01*
 X154070000Y-124477000D02*
 X153530000Y-124477000D01*
-%TO.C,D6*%
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 X143118000Y-115948000D02*
 X144918000Y-115948000D01*
 X143118000Y-118748000D02*
@@ -10648,7 +9706,7 @@
 X144918000Y-118748000D01*
 X144918000Y-118748000D02*
 X143118000Y-118748000D01*
-%TO.C,C4*%
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 X151794400Y-86723600D02*
 X152294400Y-86723600D01*
 X151794400Y-87723600D02*
@@ -10657,7 +9715,7 @@
 X152294400Y-87723600D01*
 X152294400Y-87723600D02*
 X151794400Y-87723600D01*
-%TO.C,R18*%
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 X148066000Y-83853800D02*
 X148606000Y-83853800D01*
 X148066000Y-84903800D02*
@@ -10666,7 +9724,7 @@
 X148606000Y-84903800D01*
 X148606000Y-84903800D02*
 X148066000Y-84903800D01*
-%TO.C,R17*%
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 X149691600Y-83853800D02*
 X150231600Y-83853800D01*
 X149691600Y-84903800D02*
@@ -10676,7 +9734,7 @@
 X150231600Y-84903800D02*
 X149691600Y-84903800D01*
 D17*
-%TO.C,U1*%
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 X147132800Y-92434000D02*
 X147132800Y-90434000D01*
 X149132800Y-90434000D02*
@@ -10697,7 +9755,7 @@
 X150192800Y-91934000I100000J0D01*
 G01*
 D10*
-%TO.C,SW2*%
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 X152070000Y-95436000D02*
 X152070000Y-99636000D01*
 X152070000Y-99636000D02*
@@ -10720,7 +9778,7 @@
 G02*
 X152570000Y-97936000I-1100000J0D01*
 G01*
-%TO.C,C11*%
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 X138307000Y-71509000D02*
 X138807000Y-71509000D01*
 X138307000Y-72509000D02*
@@ -10729,7 +9787,7 @@
 X138807000Y-72509000D01*
 X138807000Y-72509000D02*
 X138307000Y-72509000D01*
-%TO.C,R8*%
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 X140446000Y-75421000D02*
 X140986000Y-75421000D01*
 X140446000Y-76471000D02*
@@ -10738,7 +9796,7 @@
 X140986000Y-76471000D01*
 X140986000Y-76471000D02*
 X140446000Y-76471000D01*
-%TO.C,R2*%
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 X151900400Y-101076000D02*
 X152950400Y-101076000D01*
 X151900400Y-101616000D02*
@@ -10747,7 +9805,7 @@
 X152950400Y-101616000D01*
 X152950400Y-101616000D02*
 X151900400Y-101616000D01*
-%TO.C,D3*%
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 X142094000Y-112357000D02*
 X142094000Y-113957000D01*
 X142094000Y-113957000D02*
@@ -10758,7 +9816,7 @@
 X142594000Y-112357000D01*
 X142894000Y-113957000D02*
 X142894000Y-112657000D01*
-%TO.C,C6*%
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 X152635000Y-102578000D02*
 X153435000Y-102578000D01*
 X152635000Y-104178000D02*
@@ -10767,7 +9825,7 @@
 X153435000Y-104178000D01*
 X153435000Y-104178000D02*
 X152635000Y-104178000D01*
-%TO.C,C15*%
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 X146774000Y-109328000D02*
 X148374000Y-109328000D01*
 X146774000Y-110128000D02*
@@ -10776,7 +9834,7 @@
 X148374000Y-110128000D01*
 X148374000Y-110128000D02*
 X146774000Y-110128000D01*
-%TO.C,U6*%
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 X145997000Y-112357000D02*
 X148897000Y-112357000D01*
 X145997000Y-113557000D02*
@@ -10787,7 +9845,7 @@
 X148897000Y-113957000D01*
 X148897000Y-113957000D02*
 X146397000Y-113957000D01*
-%TO.C,C5*%
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 X150003000Y-106182000D02*
 X152003000Y-106182000D01*
 X150003000Y-107432000D02*
@@ -10796,7 +9854,7 @@
 X152003000Y-107432000D01*
 X152003000Y-107432000D02*
 X150003000Y-107432000D01*
-%TO.C,R9*%
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 X144840200Y-110904800D02*
 X145380200Y-110904800D01*
 X144840200Y-111954800D02*
@@ -10805,7 +9863,7 @@
 X145380200Y-111954800D01*
 X145380200Y-111954800D02*
 X144840200Y-111954800D01*
-%TO.C,Q1*%
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 X150442000Y-113015000D02*
 X153017000Y-113015000D01*
 X150442000Y-114315000D02*
@@ -10816,7 +9874,7 @@
 X153342000Y-114315000D01*
 X153342000Y-114315000D02*
 X150442000Y-114315000D01*
-%TO.C,R1*%
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 X148014200Y-101076000D02*
 X149064200Y-101076000D01*
 X148014200Y-101616000D02*
@@ -10825,7 +9883,7 @@
 X149064200Y-101616000D01*
 X149064200Y-101616000D02*
 X148014200Y-101616000D01*
-%TO.C,C7*%
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 X143907000Y-102753000D02*
 X145907000Y-102753000D01*
 X143907000Y-104003000D02*
@@ -10834,7 +9892,7 @@
 X145907000Y-104003000D01*
 X145907000Y-104003000D02*
 X143907000Y-104003000D01*
-%TO.C,R3*%
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 X149970000Y-101076000D02*
 X151020000Y-101076000D01*
 X149970000Y-101616000D02*
@@ -10843,7 +9901,7 @@
 X151020000Y-101616000D01*
 X151020000Y-101616000D02*
 X149970000Y-101616000D01*
-%TO.C,U5*%
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 X149314000Y-102836000D02*
 X149714000Y-102436000D01*
 X149314000Y-105336000D02*
@@ -10854,7 +9912,7 @@
 X150914000Y-105336000D01*
 X150914000Y-105336000D02*
 X149314000Y-105336000D01*
-%TO.C,R19*%
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 X150758400Y-83853800D02*
 X151298400Y-83853800D01*
 X150758400Y-84903800D02*
@@ -10863,7 +9921,7 @@
 X151298400Y-84903800D01*
 X151298400Y-84903800D02*
 X150758400Y-84903800D01*
-%TO.C,L1*%
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 X143161000Y-104680000D02*
 X147161000Y-104680000D01*
 X143161000Y-108680000D02*
@@ -10872,7 +9930,7 @@
 X143161000Y-108680000D01*
 X147161000Y-108680000D02*
 X147161000Y-104680000D01*
-%TO.C,D4*%
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 X150365000Y-108828000D02*
 X153165000Y-108828000D01*
 X150365000Y-110628000D02*
@@ -10895,7 +9953,7 @@
 X153165000Y-110628000D01*
 X153165000Y-110628000D02*
 X150365000Y-110628000D01*
-%TO.C,R14*%
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 X144001000Y-113903000D02*
 X145051000Y-113903000D01*
 X144001000Y-114443000D02*
@@ -10904,7 +9962,7 @@
 X145051000Y-114443000D01*
 X145051000Y-114443000D02*
 X144001000Y-114443000D01*
-%TO.C,R15*%
+G04 #@! TO.C,R15*
 X154035000Y-113140000D02*
 X154575000Y-113140000D01*
 X154035000Y-114190000D02*
@@ -10913,7 +9971,7 @@
 X154575000Y-114190000D01*
 X154575000Y-114190000D02*
 X154035000Y-114190000D01*
-%TO.C,R11*%
+G04 #@! TO.C,R11*
 X141207000Y-91424000D02*
 X142257000Y-91424000D01*
 X141207000Y-91964000D02*
@@ -10922,7 +9980,7 @@
 X142257000Y-91964000D01*
 X142257000Y-91964000D02*
 X141207000Y-91964000D01*
-%TO.C,R5*%
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 X142130000Y-125375000D02*
 X142670000Y-125375000D01*
 X142130000Y-126425000D02*
@@ -10931,7 +9989,7 @@
 X142670000Y-126425000D01*
 X142670000Y-126425000D02*
 X142130000Y-126425000D01*
-%TO.C,J1*%
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 X143292000Y-121054000D02*
 X152872000Y-121054000D01*
 X143292000Y-128584000D02*
@@ -10942,7 +10000,7 @@
 X152872000Y-128584000D01*
 X152872000Y-128584000D02*
 X143292000Y-128584000D01*
-%TO.C,D9*%
+G04 #@! TO.C,D9*
 X146332000Y-95786000D02*
 X146332000Y-99286000D01*
 X146332000Y-96786000D02*
@@ -10964,7 +10022,7 @@
 X149582000Y-97536000I1500000J0D01*
 G01*
 D17*
-%TO.C,D1*%
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 X138792000Y-73384000D02*
 X140092000Y-73384000D01*
 X138792000Y-74284000D02*
@@ -10984,5 +10042,5 @@
 G02*
 X140842000Y-73834000I100000J0D01*
 G01*
-%TD*%
+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr
index fb697a4..7383883 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Mask.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Soldermask,Top*%
-%TF.FilePolarity,Negative*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Soldermask,Top*
+G04 #@! TF.FilePolarity,Negative*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
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+X143907000Y-104003000D02*
+X143907000Y-102753000D01*
+X145907000Y-102753000D02*
+X145907000Y-104003000D01*
+X145907000Y-104003000D02*
+X143907000Y-104003000D01*
+G04 #@! TO.C,R3*
+X149970000Y-101076000D02*
+X151020000Y-101076000D01*
+X149970000Y-101616000D02*
+X149970000Y-101076000D01*
+X151020000Y-101076000D02*
+X151020000Y-101616000D01*
+X151020000Y-101616000D02*
+X149970000Y-101616000D01*
+G04 #@! TO.C,U5*
+X149314000Y-102836000D02*
+X149714000Y-102436000D01*
+X149314000Y-105336000D02*
+X149314000Y-102836000D01*
+X149714000Y-102436000D02*
+X150914000Y-102436000D01*
+X150914000Y-102436000D02*
+X150914000Y-105336000D01*
+X150914000Y-105336000D02*
+X149314000Y-105336000D01*
+G04 #@! TO.C,R19*
+X150758400Y-83853800D02*
+X151298400Y-83853800D01*
+X150758400Y-84903800D02*
+X150758400Y-83853800D01*
+X151298400Y-83853800D02*
+X151298400Y-84903800D01*
+X151298400Y-84903800D02*
+X150758400Y-84903800D01*
+G04 #@! TO.C,L1*
+X143161000Y-104680000D02*
+X147161000Y-104680000D01*
+X143161000Y-108680000D02*
+X143161000Y-104680000D01*
+X147161000Y-108680000D02*
+X143161000Y-108680000D01*
+X147161000Y-108680000D02*
+X147161000Y-104680000D01*
+G04 #@! TO.C,D4*
+X150365000Y-108828000D02*
+X153165000Y-108828000D01*
+X150365000Y-110628000D02*
+X150365000Y-108828000D01*
+X151515000Y-109328000D02*
+X152115000Y-109728000D01*
+X151515000Y-109728000D02*
+X151015000Y-109728000D01*
+X151515000Y-110128000D02*
+X151515000Y-109328000D01*
+X152115000Y-109728000D02*
+X151515000Y-110128000D01*
+X152115000Y-109728000D02*
+X152115000Y-109178000D01*
+X152115000Y-109728000D02*
+X152115000Y-110278000D01*
+X152515000Y-109728000D02*
+X152115000Y-109728000D01*
+X153165000Y-108828000D02*
+X153165000Y-110628000D01*
+X153165000Y-110628000D02*
+X150365000Y-110628000D01*
+G04 #@! TO.C,R14*
+X144001000Y-113903000D02*
+X145051000Y-113903000D01*
+X144001000Y-114443000D02*
+X144001000Y-113903000D01*
+X145051000Y-113903000D02*
+X145051000Y-114443000D01*
+X145051000Y-114443000D02*
+X144001000Y-114443000D01*
+G04 #@! TO.C,R15*
+X154035000Y-113140000D02*
+X154575000Y-113140000D01*
+X154035000Y-114190000D02*
+X154035000Y-113140000D01*
+X154575000Y-113140000D02*
+X154575000Y-114190000D01*
+X154575000Y-114190000D02*
+X154035000Y-114190000D01*
+G04 #@! TO.C,R11*
+X141207000Y-91424000D02*
+X142257000Y-91424000D01*
+X141207000Y-91964000D02*
+X141207000Y-91424000D01*
+X142257000Y-91424000D02*
+X142257000Y-91964000D01*
+X142257000Y-91964000D02*
+X141207000Y-91964000D01*
+G04 #@! TO.C,R5*
+X142130000Y-125375000D02*
+X142670000Y-125375000D01*
+X142130000Y-126425000D02*
+X142130000Y-125375000D01*
+X142670000Y-125375000D02*
+X142670000Y-126425000D01*
+X142670000Y-126425000D02*
+X142130000Y-126425000D01*
+G04 #@! TO.C,J1*
+X143292000Y-121054000D02*
+X152872000Y-121054000D01*
+X143292000Y-128584000D02*
+X143292000Y-121054000D01*
+X146332000Y-128584000D02*
+X149932000Y-128584000D01*
+X152872000Y-121054000D02*
+X152872000Y-128584000D01*
+X152872000Y-128584000D02*
+X143292000Y-128584000D01*
+G04 #@! TO.C,D9*
+X146332000Y-95786000D02*
+X146332000Y-99286000D01*
+X146332000Y-96786000D02*
+X147332000Y-95786000D01*
+X146332000Y-99286000D02*
+X149832000Y-99286000D01*
+X149832000Y-95786000D02*
+X146332000Y-95786000D01*
+X149832000Y-99286000D02*
+X149832000Y-95786000D01*
+X149582000Y-97536000D02*
+G75*
+G02*
+X146582000Y-97536000I-1500000J0D01*
+G01*
+X146582000Y-97536000D02*
+G75*
+G02*
+X149582000Y-97536000I1500000J0D01*
+G01*
+D59*
+G04 #@! TO.C,D1*
+X138792000Y-73384000D02*
+X140092000Y-73384000D01*
+X138792000Y-74284000D02*
+X138792000Y-73384000D01*
+X140092000Y-73384000D02*
+X140092000Y-74284000D01*
+X140092000Y-74284000D02*
+X138792000Y-74284000D01*
+D14*
+X140842000Y-73834000D02*
+G75*
+G02*
+X140642000Y-73834000I-100000J0D01*
+G01*
+X140642000Y-73834000D02*
+G75*
+G02*
+X140842000Y-73834000I100000J0D01*
+G01*
+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr
index f36df87..8ec3a4b 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Paste.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
-%TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,1.3a*%
-%TF.SameCoordinates,Original*%
-%TF.FileFunction,Paste,Top*%
-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Paste,Top*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -70,6 +70,10 @@
 %ADD46R,0.600000X1.150000*%
 %ADD47R,0.300000X1.150000*%
 %ADD48R,1.600000X0.850000*%
+%ADD49C,0.200000*%
+%ADD50C,0.080000*%
+%ADD51C,0.120000*%
+%ADD52C,0.127000*%
 G04 APERTURE END LIST*
 D10*
 D11*
@@ -876,123 +880,93 @@
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 D10*
 D11*
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@@ -1284,46 +1290,12 @@
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 D10*
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+X143118000Y-118748000D01*
+G04 #@! TO.C,C4*
+X151794400Y-86723600D02*
+X152294400Y-86723600D01*
+X151794400Y-87723600D02*
+X151794400Y-86723600D01*
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+X152294400Y-87723600D01*
+X152294400Y-87723600D02*
+X151794400Y-87723600D01*
+G04 #@! TO.C,R18*
+X148066000Y-83853800D02*
+X148606000Y-83853800D01*
+X148066000Y-84903800D02*
+X148066000Y-83853800D01*
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+X148606000Y-84903800D02*
+X148066000Y-84903800D01*
+G04 #@! TO.C,R17*
+X149691600Y-83853800D02*
+X150231600Y-83853800D01*
+X149691600Y-84903800D02*
+X149691600Y-83853800D01*
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+X150231600Y-84903800D01*
+X150231600Y-84903800D02*
+X149691600Y-84903800D01*
+D52*
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+X147132800Y-92434000D02*
+X147132800Y-90434000D01*
+X149132800Y-90434000D02*
+X147132800Y-90434000D01*
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+D49*
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+G75*
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+X150192800Y-91934000I100000J0D01*
+G01*
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+X152070000Y-95436000D02*
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+X152070000Y-99636000D02*
+X155270000Y-99636000D01*
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+G75*
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+X154770000Y-97136000I1100000J0D01*
+G01*
+X154770000Y-97936000D02*
+G75*
+G02*
+X152570000Y-97936000I-1100000J0D01*
+G01*
+G04 #@! TO.C,C11*
+X138307000Y-71509000D02*
+X138807000Y-71509000D01*
+X138307000Y-72509000D02*
+X138307000Y-71509000D01*
+X138807000Y-71509000D02*
+X138807000Y-72509000D01*
+X138807000Y-72509000D02*
+X138307000Y-72509000D01*
+G04 #@! TO.C,R8*
+X140446000Y-75421000D02*
+X140986000Y-75421000D01*
+X140446000Y-76471000D02*
+X140446000Y-75421000D01*
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+X140986000Y-76471000D01*
+X140986000Y-76471000D02*
+X140446000Y-76471000D01*
+G04 #@! TO.C,R2*
+X151900400Y-101076000D02*
+X152950400Y-101076000D01*
+X151900400Y-101616000D02*
+X151900400Y-101076000D01*
+X152950400Y-101076000D02*
+X152950400Y-101616000D01*
+X152950400Y-101616000D02*
+X151900400Y-101616000D01*
+G04 #@! TO.C,D3*
+X142094000Y-112357000D02*
+X142094000Y-113957000D01*
+X142094000Y-113957000D02*
+X142894000Y-113957000D01*
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+X142594000Y-112357000D01*
+X142894000Y-113957000D02*
+X142894000Y-112657000D01*
+G04 #@! TO.C,C6*
+X152635000Y-102578000D02*
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+X152635000Y-104178000D02*
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+X146774000Y-109328000D02*
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+X148014200Y-101076000D02*
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 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr b/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr
index f889602..166d529 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-F_Silkscreen.gbr
@@ -1,12 +1,12 @@
-%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*%
-%TF.CreationDate,2025-06-10T12:23:54+01:00*%
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-%TF.FilePolarity,Positive*%
+G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,9.0.4*
+G04 #@! TF.CreationDate,2025-10-29T12:13:26+08:00*
+G04 #@! TF.ProjectId,esp-rust-board,6573702d-7275-4737-942d-626f6172642e,2.0*
+G04 #@! TF.SameCoordinates,Original*
+G04 #@! TF.FileFunction,Legend,Top*
+G04 #@! TF.FilePolarity,Positive*
 %FSLAX46Y46*%
 G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
-G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-10 12:23:54*
+G04 Created by KiCad (PCBNEW 9.0.4) date 2025-10-29 12:13:26*
 %MOMM*%
 %LPD*%
 G01*
@@ -21,6 +21,7 @@
 %ADD17C,0.120000*%
 %ADD18C,0.127000*%
 %ADD19C,0.000000*%
+%ADD20C,0.080000*%
 G04 APERTURE END LIST*
 D10*
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+X146332000Y-99286000D02*
+X149832000Y-99286000D01*
+X149832000Y-95786000D02*
+X146332000Y-95786000D01*
+X149832000Y-99286000D02*
+X149832000Y-95786000D01*
+X149582000Y-97536000D02*
+G75*
+G02*
+X146582000Y-97536000I-1500000J0D01*
+G01*
+X146582000Y-97536000D02*
+G75*
+G02*
+X149582000Y-97536000I1500000J0D01*
+G01*
+D18*
+G04 #@! TO.C,D1*
+X138792000Y-73384000D02*
+X140092000Y-73384000D01*
+X138792000Y-74284000D02*
+X138792000Y-73384000D01*
+X140092000Y-73384000D02*
+X140092000Y-74284000D01*
+X140092000Y-74284000D02*
+X138792000Y-74284000D01*
+D14*
+X140842000Y-73834000D02*
+G75*
+G02*
+X140642000Y-73834000I-100000J0D01*
+G01*
+X140642000Y-73834000D02*
+G75*
+G02*
+X140842000Y-73834000I100000J0D01*
+G01*
+G04 #@! TD*
 M02*
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl b/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl
index 2707d5d..73959a5 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-NPTH.drl
@@ -1,8 +1,8 @@
 M48
-; DRILL file {KiCad 9.0.0} date 2025-06-10T12:23:51+0100
+; DRILL file {KiCad 9.0.4} date 2025-10-29T12:13:31+0800
 ; FORMAT={-:-/ absolute / inch / decimal}
-; #@! TF.CreationDate,2025-06-10T12:23:51+01:00
-; #@! TF.GenerationSoftware,Kicad,Pcbnew,9.0.0
+; #@! TF.CreationDate,2025-10-29T12:13:31+08:00
+; #@! TF.GenerationSoftware,Kicad,Pcbnew,9.0.4
 ; #@! TF.FileFunction,NonPlated,1,2,NPTH
 FMAT,2
 INCH
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl b/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl
index 447b278..d781974 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-PTH.drl
@@ -1,8 +1,8 @@
 M48
-; DRILL file {KiCad 9.0.0} date 2025-06-10T12:23:51+0100
+; DRILL file {KiCad 9.0.4} date 2025-10-29T12:13:31+0800
 ; FORMAT={-:-/ absolute / inch / decimal}
-; #@! TF.CreationDate,2025-06-10T12:23:51+01:00
-; #@! TF.GenerationSoftware,Kicad,Pcbnew,9.0.0
+; #@! TF.CreationDate,2025-10-29T12:13:31+08:00
+; #@! TF.GenerationSoftware,Kicad,Pcbnew,9.0.4
 ; #@! TF.FileFunction,Plated,1,2,PTH
 FMAT,2
 INCH
@@ -76,13 +76,13 @@
 X5.66Y-5.04
 X5.666Y-3.076
 X5.669Y-3.0328
-X5.67Y-3.665
-X5.67Y-3.7
+X5.67Y-3.68
+X5.67Y-3.71
 X5.67Y-4.408
 X5.672Y-2.85
-X5.6749Y-3.6273
+X5.6749Y-3.635
 X5.6837Y-4.7297
-X5.6946Y-3.5998
+X5.6946Y-3.61
 X5.704Y-2.85
 X5.705Y-3.8501
 X5.71Y-4.46
@@ -108,16 +108,14 @@
 X5.793Y-3.5506
 X5.795Y-3.2283
 X5.8Y-2.85
-X5.8Y-3.31
 X5.8Y-4.07
 X5.804Y-4.4
 X5.804Y-4.455
-X5.8048Y-3.3852
 X5.805Y-3.915
+X5.8235Y-3.3705
 X5.83Y-4.624
 X5.832Y-2.85
-X5.8383Y-3.3852
-X5.8442Y-3.462
+X5.8383Y-3.395
 X5.845Y-4.175
 X5.845Y-4.205
 X5.845Y-4.235
@@ -133,7 +131,6 @@
 X5.869Y-3.04
 X5.869Y-3.116
 X5.882Y-3.9548
-X5.889Y-3.261
 X5.89Y-3.225
 X5.896Y-2.85
 X5.905Y-3.74
@@ -186,7 +183,6 @@
 X6.114Y-4.432
 X6.116Y-3.206
 X6.116Y-3.51
-X6.116Y-3.564
 X6.12Y-2.8
 X6.12Y-5.04
 X6.1332Y-3.0932
@@ -220,7 +216,7 @@
 X5.6Y-3.415
 X5.67Y-4.0
 X5.67Y-4.645
-X5.735Y-3.57
+X5.735Y-3.55
 X5.88Y-4.41
 X5.88Y-4.455
 X5.9381Y-4.685
diff --git a/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob b/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob
index 53f3d83..5d576e9 100644
--- a/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob
+++ b/hardware/esp-rust-board/gerber/esp-rust-board-job.gbrjob
@@ -3,15 +3,15 @@
     "GenerationSoftware": {
       "Vendor": "KiCad",
       "Application": "Pcbnew",
-      "Version": "9.0.0"
+      "Version": "9.0.4"
     },
-    "CreationDate": "2025-06-10T12:23:54+01:00"
+    "CreationDate": "2025-10-29T12:13:26+08:00"
   },
   "GeneralSpecs": {
     "ProjectId": {
       "Name": "esp-rust-board",
       "GUID": "6573702d-7275-4737-942d-626f6172642e",
-      "Revision": "1.3a"
+      "Revision": "2.0"
     },
     "Size": {
       "X": 22.91,
diff --git a/hardware/esp-rust-board/schematic/esp-rust-board.pdf b/hardware/esp-rust-board/schematic/esp-rust-board.pdf
index f667c69..8b291d8 100644
--- a/hardware/esp-rust-board/schematic/esp-rust-board.pdf
+++ b/hardware/esp-rust-board/schematic/esp-rust-board.pdf
Binary files differ