diff --git a/res/ChoppingKinky.svg b/res/ChoppingKinky.svg
index 9bda74c..4f17f35 100644
--- a/res/ChoppingKinky.svg
+++ b/res/ChoppingKinky.svg
@@ -5,7 +5,6 @@
    xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
    xmlns:svg="http://www.w3.org/2000/svg"
    xmlns="http://www.w3.org/2000/svg"
-   xmlns:xlink="http://www.w3.org/1999/xlink"
    xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
    xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
    width="40.639999mm"
@@ -175,6 +174,24 @@
          d="M 5.77,0 -2.88,5 V -5 Z"
          id="path2142-7" />
     </marker>
+    <inkscape:path-effect
+       is_visible="true"
+       id="path-effect17624-2-8-1"
+       effect="spiro"
+       lpeversion="0" />
+    <inkscape:path-effect
+       is_visible="true"
+       id="path-effect4400"
+       effect="spiro"
+       lpeversion="0" />
+    <clipPath
+       clipPathUnits="userSpaceOnUse"
+       id="clipPath11862-7-8">
+      <path
+         d="m 56.96872,10.53113 h 11.4738 v 15.10449 h -11.4738 z"
+         id="path11864-3-4"
+         inkscape:connector-curvature="0" />
+    </clipPath>
   </defs>
   <sodipodi:namedview
      id="base"
@@ -183,16 +200,16 @@
      borderopacity="1.0"
      inkscape:pageopacity="0.0"
      inkscape:pageshadow="2"
-     inkscape:zoom="1.4"
-     inkscape:cx="29.483058"
-     inkscape:cy="248.47786"
+     inkscape:zoom="3.959798"
+     inkscape:cx="49.653495"
+     inkscape:cy="180.06948"
      inkscape:document-units="mm"
-     inkscape:current-layer="layer1"
+     inkscape:current-layer="layer2"
      showgrid="false"
      viewbox-width="209.8"
      inkscape:window-width="2560"
      inkscape:window-height="1361"
-     inkscape:window-x="-9"
+     inkscape:window-x="2551"
      inkscape:window-y="-9"
      inkscape:window-maximized="1"
      inkscape:document-rotation="0"
@@ -205,667 +222,727 @@
         <dc:format>image/svg+xml</dc:format>
         <dc:type
            rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
-        <dc:title />
+        <dc:title></dc:title>
       </cc:Work>
     </rdf:RDF>
   </metadata>
   <g
-     inkscape:label="graphics"
      inkscape:groupmode="layer"
-     id="layer1"
-     transform="translate(0,-168.5)"
+     id="layer4"
+     inkscape:label="alt"
      style="display:inline">
+    <path
+       style="display:inline;fill:#171717;fill-opacity:1;stroke:none;stroke-width:0.28271;enable-background:new"
+       d="M -0.01935172,0 V 128.5 H 40.620649 V 0 Z"
+       id="path6268" />
+    <path
+       sodipodi:open="true"
+       sodipodi:end="4.5413897"
+       sodipodi:start="4.9089687"
+       sodipodi:ry="18.926979"
+       sodipodi:rx="18.911144"
+       sodipodi:cy="56.316525"
+       sodipodi:cx="25.795078"
+       id="path48155"
+       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.45;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;enable-background:new"
+       sodipodi:type="arc"
+       sodipodi:arc-type="arc"
+       d="M 29.488729,37.754072 A 18.911144,18.926979 0 0 1 44.602694,58.294278 18.911144,18.926979 0 0 1 25.553207,75.241955 18.911144,18.926979 0 0 1 6.9430717,57.812173 18.911144,18.926979 0 0 1 22.577023,37.665591" />
+    <path
+       sodipodi:end="1.3732414"
+       sodipodi:start="1.7420025"
+       sodipodi:type="arc"
+       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.45;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;enable-background:new"
+       id="path48157"
+       sodipodi:cx="25.795078"
+       sodipodi:cy="28.207306"
+       sodipodi:rx="18.911144"
+       sodipodi:ry="18.926979"
+       sodipodi:open="true"
+       sodipodi:arc-type="arc"
+       d="M 22.573167,46.857572 A 18.911144,18.926979 0 0 1 6.9429393,26.713329 18.911144,18.926979 0 0 1 25.545943,9.2819693 18.911144,18.926979 0 0 1 44.601347,26.216759 18.911144,18.926979 0 0 1 29.506814,46.766144" />
+    <path
+       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.282222px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new"
+       d="m 13.171046,42.257073 h 5.872733"
+       id="path48737"
+       inkscape:connector-curvature="0" />
+    <g
+       aria-label="CHOPPING
+KINKY"
+       transform="scale(0.99759887,1.0024069)"
+       id="text24582"
+       style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:3.38667px;line-height:0%;font-family:NanumGothic;-inkscape-font-specification:NanumGothic;text-align:center;letter-spacing:-0.01902px;word-spacing:0px;text-anchor:middle;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
+      <path
+         d="M 14.132624,3.8239445 Q 14.012799,3.7928787 13.910725,3.7263092 13.808652,3.6553016 13.733207,3.5621043 13.662199,3.4644689 13.622257,3.3490817 13.582316,3.2336945 13.582316,3.1049933 V 1.5960835 q 0,-0.1242632 0.03994,-0.2396504 0.03994,-0.1198252 0.11095,-0.2130226 0.07545,-0.097635 0.177518,-0.16420487 0.102074,-0.0710075 0.221899,-0.10207331 0.248526,-0.0665695 0.479301,0.0310658 0.230774,0.0931974 0.359475,0.31509589 0.04882,0.075445 0.02219,0.1597669 -0.02219,0.084321 -0.09763,0.1331391 -0.07545,0.04438 -0.159767,0.02219 -0.08432,-0.026628 -0.133139,-0.1020733 -0.05326,-0.093197 -0.155329,-0.1331391 -0.09764,-0.04438 -0.204147,-0.013314 -0.102073,0.026628 -0.168643,0.1153873 -0.06657,0.084321 -0.06657,0.1908327 v 1.5089098 q 0,0.1109493 0.06657,0.1952707 0.06657,0.084322 0.168643,0.1153873 0.106511,0.026628 0.204147,-0.013314 0.102073,-0.04438 0.155329,-0.137577 0.04882,-0.075445 0.133139,-0.097635 0.08432,-0.026628 0.159767,0.017752 0.07544,0.048818 0.09763,0.1331391 0.02663,0.084321 -0.02219,0.1597669 -0.128701,0.2218985 -0.359475,0.3150959 -0.230775,0.097635 -0.479301,0.031066 z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2565" />
+      <path
+         d="m 16.390275,1.0635271 q 0,-0.0887594 0.06213,-0.15089102 0.06213,-0.0621316 0.150891,-0.0621316 0.08876,0 0.150891,0.0621316 0.06213,0.0621316 0.06213,0.15089102 v 2.5740227 q 0,0.088759 -0.06213,0.1508909 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.1508909 V 2.5191813 h -0.639068 v 1.1183685 q 0,0.088759 -0.06213,0.1508909 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.1508909 V 1.0635271 q 0,-0.0887594 0.06213,-0.15089102 0.06213,-0.0621316 0.150891,-0.0621316 0.08876,0 0.150891,0.0621316 0.06213,0.0621316 0.06213,0.15089102 v 1.029609 h 0.639068 v -1.029609 z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2567" />
+      <path
+         d="m 17.951166,3.8505723 q -0.155329,0 -0.292906,-0.057694 Q 17.525121,3.7351851 17.423048,3.6331118 17.320975,3.5310385 17.263281,3.3978994 17.205587,3.2603223 17.205587,3.1049933 V 1.5960835 q 0,-0.155329 0.05769,-0.2884681 0.05769,-0.137577 0.159767,-0.2396504 0.102073,-0.10207328 0.235212,-0.15976689 0.137577,-0.0576936 0.292906,-0.0576936 0.155329,0 0.288468,0.0576936 0.137577,0.0576936 0.239651,0.15976689 0.102073,0.1020734 0.159767,0.2396504 0.05769,0.1331391 0.05769,0.2884681 v 1.5089098 q 0,0.155329 -0.05769,0.2929061 -0.05769,0.1331391 -0.159767,0.2352124 -0.102074,0.1020733 -0.239651,0.1597669 -0.133139,0.057694 -0.288468,0.057694 z m 0,-2.5740227 q -0.133139,0 -0.226336,0.093197 -0.0932,0.093197 -0.0932,0.2263365 v 1.5089098 q 0,0.1331391 0.0932,0.2263365 0.0932,0.093197 0.226336,0.093197 0.133139,0 0.226337,-0.093197 0.0932,-0.093197 0.0932,-0.2263365 V 1.5960835 q 0,-0.1331391 -0.0932,-0.2263365 -0.0932,-0.093197 -0.226337,-0.093197 z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2569" />
+      <path
+         d="m 19.086012,1.0812789 q 0,-0.0887594 0.06213,-0.15089094 0.06213,-0.0621316 0.150891,-0.0621316 h 0.532557 q 0.155329,0 0.288468,0.0576936 0.137577,0.0576936 0.23965,0.15976691 0.102073,0.1020733 0.159767,0.2396504 0.05769,0.1331391 0.05769,0.2884681 v 0.2485263 q 0,0.155329 -0.05769,0.292906 -0.05769,0.1331391 -0.159767,0.2352124 -0.102073,0.1020734 -0.23965,0.159767 -0.133139,0.057694 -0.288468,0.057694 h -0.319534 v 1.0296091 q 0,0.088759 -0.06213,0.1508909 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.1508909 V 1.0812789 Z m 1.065113,0.5325565 q 0,-0.1331391 -0.0932,-0.2263365 -0.0932,-0.093197 -0.226336,-0.093197 h -0.319534 v 0.887594 h 0.319534 q 0.133139,0 0.226336,-0.093197 0.0932,-0.093197 0.0932,-0.2263365 V 1.6138354 Z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2571" />
+      <path
+         d="m 20.842178,1.0812789 q 0,-0.0887594 0.06213,-0.15089094 0.06213,-0.0621316 0.150891,-0.0621316 h 0.532556 q 0.155329,0 0.288468,0.0576936 0.137577,0.0576936 0.239651,0.15976691 0.102073,0.1020733 0.159767,0.2396504 0.05769,0.1331391 0.05769,0.2884681 v 0.2485263 q 0,0.155329 -0.05769,0.292906 -0.05769,0.1331391 -0.159767,0.2352124 -0.102074,0.1020734 -0.239651,0.159767 -0.133139,0.057694 -0.288468,0.057694 h -0.319534 v 1.0296091 q 0,0.088759 -0.06213,0.1508909 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.1508909 V 1.0812789 Z m 1.065113,0.5325565 q 0,-0.1331391 -0.0932,-0.2263365 -0.0932,-0.093197 -0.226337,-0.093197 h -0.319534 v 0.887594 h 0.319534 q 0.133139,0 0.226337,-0.093197 0.0932,-0.093197 0.0932,-0.2263365 V 1.6138354 Z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2573" />
+      <path
+         d="m 22.811367,3.8505723 q -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.1508909 V 1.0635271 q 0,-0.0887594 0.06213,-0.15089102 0.06213,-0.0621316 0.150891,-0.0621316 0.08876,0 0.150891,0.0621316 0.06213,0.0621316 0.06213,0.15089102 v 2.5740227 q 0,0.088759 -0.06213,0.1508909 -0.06213,0.062132 -0.150891,0.062132 z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2575" />
+      <path
+         d="m 24.971386,3.8461344 q -0.07545,0.017752 -0.142015,-0.017752 -0.06657,-0.031066 -0.09764,-0.097635 Q 24.598596,3.446717 24.452143,3.149373 24.32788,2.8964087 24.176989,2.5901888 24.030536,2.2839689 23.892959,1.9955008 v 1.642049 q 0,0.088759 -0.06213,0.1508909 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.1508909 V 1.0635271 q 0,-0.0754455 0.04438,-0.13313914 0.04438,-0.0576936 0.119825,-0.0754455 0.07544,-0.0177519 0.137577,0.0177519 0.06657,0.0310658 0.102073,0.0976353 0.133139,0.28403011 0.279592,0.58137411 0.124264,0.2529643 0.270717,0.5591842 0.146453,0.30622 0.288468,0.594688 V 1.0635271 q 0,-0.0887594 0.06213,-0.15089102 0.06213,-0.0621316 0.150891,-0.0621316 0.08876,0 0.150891,0.0621316 0.06213,0.0621316 0.06213,0.15089102 v 2.5740227 q 0,0.075446 -0.04882,0.1331391 -0.04438,0.057694 -0.115387,0.075445 z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2577" />
+      <path
+         d="m 26.802997,2.1818955 q 0.08876,0 0.150891,0.062132 0.06213,0.062132 0.06213,0.150891 v 0.7100752 q 0,0.155329 -0.05769,0.2929061 -0.05769,0.1331391 -0.159767,0.2352124 -0.102073,0.1020733 -0.23965,0.1597669 -0.13314,0.057694 -0.288468,0.057694 -0.155329,0 -0.292907,-0.057694 Q 25.844395,3.7351851 25.742322,3.6331118 25.644687,3.5310385 25.582555,3.3978994 25.524862,3.2603223 25.524862,3.1049933 V 1.5960835 q 0,-0.1242632 0.03994,-0.2396504 0.03994,-0.1198252 0.11095,-0.2130226 0.07544,-0.097635 0.177518,-0.16420487 0.102074,-0.0710075 0.226337,-0.10207331 0.119825,-0.0310658 0.244088,-0.0221898 0.124263,0.004438 0.235213,0.0532556 0.110949,0.0443797 0.204146,0.12426319 0.0932,0.079883 0.155329,0.1908327 0.04438,0.075445 0.01775,0.1597669 -0.02219,0.084321 -0.09764,0.1331391 -0.07545,0.04438 -0.159767,0.02219 -0.08432,-0.026628 -0.128701,-0.1020733 -0.05769,-0.093197 -0.159767,-0.1331391 -0.09764,-0.04438 -0.199709,-0.013314 -0.106511,0.026628 -0.173081,0.1153873 -0.06657,0.084321 -0.06657,0.1908327 v 1.5089098 q 0,0.1331391 0.0932,0.2263365 0.09764,0.093197 0.226337,0.093197 0.133139,0 0.226336,-0.093197 0.0932,-0.093197 0.0932,-0.2263365 V 2.6079407 H 26.3592 q -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.150891 0,-0.088759 0.06213,-0.150891 0.06213,-0.062132 0.150891,-0.062132 h 0.443797 z"
+         style="font-weight:600;font-size:4.43797px;line-height:94%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2579" />
+      <path
+         d="m 17.84244,7.2056777 q 0.0355,0.079884 0.0044,0.1642049 -0.02663,0.084321 -0.106511,0.1198252 -0.07988,0.039942 -0.164205,0.00888 -0.07988,-0.026628 -0.119825,-0.1065112 L 16.874963,6.1805066 16.70632,6.4112811 v 0.887594 q 0,0.088759 -0.06213,0.150891 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.150891 V 4.7248524 q 0,-0.088759 0.06213,-0.150891 0.06213,-0.062132 0.150891,-0.062132 0.08876,0 0.150891,0.062132 0.06213,0.062132 0.06213,0.150891 V 5.679016 l 0.767769,-1.0784268 q 0.05326,-0.071008 0.137577,-0.084321 0.08876,-0.013314 0.159767,0.035504 0.07545,0.048818 0.08876,0.137577 0.01331,0.084322 -0.03994,0.159767 l -0.665696,0.9364117 z"
+         style="font-weight:600;font-size:4.43797px;line-height:71%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2581" />
+      <path
+         d="m 18.342661,7.5118977 q -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.150891 V 4.7248524 q 0,-0.088759 0.06213,-0.150891 0.06213,-0.062132 0.150891,-0.062132 0.08876,0 0.150891,0.062132 0.06213,0.062132 0.06213,0.150891 v 2.5740227 q 0,0.088759 -0.06213,0.150891 -0.06213,0.062132 -0.150891,0.062132 z"
+         style="font-weight:600;font-size:4.43797px;line-height:71%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2583" />
+      <path
+         d="m 20.502679,7.5074597 q -0.07545,0.017752 -0.142015,-0.017752 -0.06657,-0.031066 -0.09764,-0.097635 Q 20.12989,7.1080424 19.983437,6.8106984 19.859173,6.5577341 19.708282,6.2515141 19.561829,5.9452942 19.424252,5.6568261 v 1.642049 q 0,0.088759 -0.06213,0.150891 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.150891 V 4.7248524 q 0,-0.075445 0.04438,-0.1331391 0.04438,-0.057694 0.119825,-0.075446 0.07545,-0.017752 0.137577,0.017752 0.06657,0.031066 0.102073,0.097635 0.13314,0.2840301 0.279593,0.5813741 0.124263,0.2529643 0.270716,0.5591843 0.146453,0.3062199 0.288468,0.594688 v -1.642049 q 0,-0.088759 0.06213,-0.150891 0.06213,-0.062132 0.150891,-0.062132 0.08876,0 0.150891,0.062132 0.06213,0.062132 0.06213,0.150891 v 2.5740227 q 0,0.075445 -0.04882,0.1331391 -0.04438,0.057694 -0.115387,0.075445 z"
+         style="font-weight:600;font-size:4.43797px;line-height:71%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2585" />
+      <path
+         d="m 22.671576,7.2056777 q 0.0355,0.079884 0.0044,0.1642049 -0.02663,0.084321 -0.106511,0.1198252 -0.07988,0.039942 -0.164205,0.00888 -0.07988,-0.026628 -0.119825,-0.1065112 L 21.704099,6.1805066 21.535456,6.4112811 v 0.887594 q 0,0.088759 -0.06213,0.150891 -0.06213,0.062132 -0.150891,0.062132 -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.150891 V 4.7248524 q 0,-0.088759 0.06213,-0.150891 0.06213,-0.062132 0.150891,-0.062132 0.08876,0 0.150891,0.062132 0.06213,0.062132 0.06213,0.150891 V 5.679016 l 0.767769,-1.0784268 q 0.05326,-0.071008 0.137577,-0.084321 0.08876,-0.013314 0.159767,0.035504 0.07544,0.048818 0.08876,0.137577 0.01331,0.084322 -0.03994,0.159767 l -0.665696,0.9364117 z"
+         style="font-weight:600;font-size:4.43797px;line-height:71%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2587" />
+      <path
+         d="m 23.620032,7.5118977 q -0.08876,0 -0.150891,-0.062132 -0.06213,-0.062132 -0.06213,-0.150891 V 6.0163017 l -0.599126,-1.193814 q -0.03994,-0.079883 -0.01331,-0.1642049 0.03107,-0.084321 0.11095,-0.1242631 0.07544,-0.039942 0.159766,-0.00888 0.08432,0.026628 0.124264,0.1065113 l 0.146453,0.2929061 q 0.06213,0.1287011 0.137577,0.2795921 0.07544,0.150891 0.146453,0.288468 0.06657,-0.137577 0.142015,-0.288468 0.07988,-0.150891 0.142015,-0.2795921 L 24.050515,4.631655 q 0.03994,-0.079883 0.124263,-0.1065113 0.08432,-0.031066 0.159767,0.00888 0.07988,0.039942 0.106511,0.1242631 0.03107,0.084321 -0.0089,0.1642049 l -0.599126,1.193814 v 1.2825734 q 0,0.088759 -0.06213,0.150891 -0.06213,0.062132 -0.150891,0.062132 z"
+         style="font-weight:600;font-size:4.43797px;line-height:71%;font-family:Miso;-inkscape-font-specification:Miso;text-align:center;text-anchor:middle;fill:#ffffff;stroke-width:0.282222"
+         id="path2589" />
+    </g>
+    <text
+       id="text6368"
+       y="122.58993"
+       x="13.034549"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0144043px;word-spacing:0px;display:inline;fill:#000000;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new"
+       xml:space="preserve"><tspan
+         style="font-size:3.36098px;line-height:1.25;fill:#000000;fill-opacity:1;stroke-width:0.282222"
+         y="122.58993"
+         x="13.034549"
+         id="tspan6370"
+         sodipodi:role="line"> </tspan></text>
     <text
        xml:space="preserve"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583"
-       x="34.20583"
-       y="258.58313"
-       id="text3339-3-3-4"><tspan
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:normal;font-size:3.38667px;line-height:0%;font-family:Nyet;-inkscape-font-specification:'Nyet Bold';letter-spacing:0px;word-spacing:0px;display:inline;fill:#000000;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new"
+       x="10.027257"
+       y="104.84864"
+       id="text10885"><tspan
          sodipodi:role="line"
-         id="tspan3337-20-8-7"
-         x="34.20583"
-         y="258.58313"
-         style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583">x1</tspan></text>
-    <rect
-       style="display:inline;opacity:1;vector-effect:none;fill:#171717;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.225598;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:10;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:0.25098;paint-order:normal"
-       id="rect6809"
-       width="40.639999"
-       height="128.5"
-       x="-0.0026493941"
-       y="168.20767" />
+         id="tspan10887"
+         x="10.027257"
+         y="104.84864"
+         style="font-size:4.51555px;line-height:1.25;stroke-width:0.282222"> </tspan></text>
     <g
-       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:24px;line-height:125%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.06px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none"
-       id="text4395"
-       transform="matrix(0.22082888,0,0,0.22082888,-0.02643294,196.6583)" />
-    <g
-       transform="matrix(0.22082888,0,0,0.22082888,-0.02643294,196.97129)"
-       style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:16px;line-height:125%;font-family:Nasalization;-inkscape-font-specification:Nasalization;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none"
-       id="text20106" />
-    <g
-       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:14px;line-height:125%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.06px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none"
-       id="flowRoot7367"
-       transform="matrix(0.22082888,0,0,0.22082888,-0.02643294,196.6583)" />
-    <g
-       transform="matrix(0.22082888,0,0,0.22082888,-0.02643294,196.97129)"
-       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:14px;line-height:125%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none"
-       id="text10240" />
-    <g
-       style="display:inline;fill:#ffffff;fill-opacity:1"
-       transform="matrix(0.22082888,0,0,0.22082888,-9.150994,238.98246)"
-       id="g4020" />
+       aria-label="IN A"
+       id="text48159"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
+      <path
+         d="m 1.7883122,22.267741 q -0.079022,0 -0.1343377,-0.05532 -0.055316,-0.05532 -0.055316,-0.134337 v -2.291644 q 0,-0.07902 0.055316,-0.134338 0.055316,-0.05532 0.1343377,-0.05532 0.079022,0 0.1343378,0.05532 0.055316,0.05532 0.055316,0.134338 v 2.291644 q 0,0.07902 -0.055316,0.134337 -0.055316,0.05532 -0.1343378,0.05532 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2592" />
+      <path
+         d="m 3.7113693,22.26379 q -0.067169,0.0158 -0.1264355,-0.01581 -0.059267,-0.02766 -0.086924,-0.08692 Q 3.3794761,21.90819 3.2490895,21.643466 3.1384584,21.418252 3.0041207,21.145626 2.873734,20.872999 2.7512496,20.616177 v 1.461911 q 0,0.07902 -0.055315,0.134337 -0.055316,0.05532 -0.1343377,0.05532 -0.079022,0 -0.1343378,-0.05532 -0.055315,-0.05532 -0.055315,-0.134337 v -2.291644 q 0,-0.06717 0.039511,-0.118533 0.039511,-0.05137 0.1066799,-0.06717 0.067169,-0.01581 0.1224845,0.0158 0.059267,0.02766 0.090876,0.08693 0.1185333,0.252871 0.2489199,0.517595 0.1106311,0.225213 0.2410177,0.49784 0.1303866,0.272627 0.2568222,0.529449 v -1.461911 q 0,-0.07902 0.055316,-0.134338 0.055315,-0.05532 0.1343377,-0.05532 0.079022,0 0.1343378,0.05532 0.055316,0.05532 0.055316,0.134338 v 2.291644 q 0,0.06717 -0.043462,0.118533 -0.039511,0.05136 -0.1027289,0.06717 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2594" />
+      <path
+         d="m 6.455129,22.026723 q 0.019755,0.07902 -0.019756,0.146191 -0.03556,0.06717 -0.110631,0.08693 -0.079022,0.01975 -0.1461911,-0.01976 -0.067169,-0.03556 -0.086924,-0.110631 -0.015804,-0.04741 -0.031609,-0.114582 -0.015804,-0.05532 -0.039511,-0.130387 -0.019755,-0.07902 -0.043462,-0.169897 H 5.305356 q -0.027658,0.09088 -0.047413,0.169897 -0.019756,0.07507 -0.03556,0.130387 -0.015804,0.06717 -0.031609,0.114582 -0.019755,0.07507 -0.086924,0.110631 -0.067169,0.03951 -0.1461911,0.01976 -0.075071,-0.01976 -0.1145821,-0.08693 -0.03556,-0.06717 -0.015804,-0.146191 L 5.4594493,19.73508 q 0.015804,-0.06322 0.063218,-0.09878 0.051364,-0.03951 0.1185333,-0.03951 0.067169,0 0.1145821,0.03951 0.051365,0.03556 0.067169,0.09878 z M 5.8703647,21.335279 Q 5.8150492,21.129821 5.7557825,20.91251 5.6965159,20.695199 5.6412004,20.501595 5.5858848,20.695199 5.5266182,20.91251 5.4673515,21.129821 5.412036,21.335279 Z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2596" />
+    </g>
     <g
-       transform="matrix(0.21044669,0,0,0.21044669,8.4105999,262.0743)"
-       style="display:inline;fill:#ffffff;fill-opacity:1"
-       id="g4022">
+       style="display:inline;enable-background:new"
+       inkscape:export-ydpi="599.91437"
+       inkscape:export-xdpi="599.91437"
+       inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+       inkscape:label="Capa 1"
+       id="g48163"
+       transform="matrix(0.43088303,0,0,0.43088303,-352.38195,-214.57795)">
       <g
-         style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         transform="matrix(0.13464872,0,0,0.13464872,13.343659,124.45446)"
-         id="g4024">
+         id="g48165"
+         transform="matrix(1.4349548,0,0,1.4349548,-259.63944,-278.07628)">
         <g
-           style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-           id="g4026">
+           id="g48167"
+           style="fill:#ffffff">
+          <path
+             inkscape:transform-center-y="-26.485113"
+             inkscape:connector-curvature="0"
+             d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
+             style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+             id="path48169" />
+          <path
+             id="path48171"
+             style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+             d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
+             inkscape:connector-curvature="0"
+             inkscape:transform-center-y="-26.485113" />
           <g
-             transform="matrix(3.9378779,0,0,3.9378779,-915.87232,-430.93356)"
-             style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-             id="g4028">
+             id="g48173">
             <path
-               inkscape:connector-curvature="0"
-               id="path4030"
-               transform="matrix(1.8859732,0,0,1.8859732,0.85262838,-680.65549)"
-               d="m 124.94531,438.29297 v 13.33594 h 13.73047 v -10.96094 h -9.22461 v -2.2832 z m 4.50586,5.60351 h 4.8711 v 1.67383 h -0.73047 v -1.1875 h -1.1875 v 1.2793 h -0.24414 l -2.00782,-1.37109 v 1.31054 h -0.70117 z m 4.08008,2.76954 h 0.82227 V 448.25 h -4.9336 v -1.52344 h 0.73242 v 1.2793 l 2.03907,-1.30859 h 0.30468 v 1.21679 h 1.03516 z"
-               style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
-            <path
-               inkscape:connector-curvature="0"
-               style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-               d="m 275.94323,156.57767 h -10.33552 v -6.1439 h 21.01557 v 5.2826 l -5.11034,5.16777 5.11034,5.16776 -0.1148,5.16777 h -20.90073 v -6.48842 h 10.04843 l -3.90454,-3.84711 z"
-               id="path4036" />
+               sodipodi:type="arc"
+               style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.708035px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new"
+               id="path48175"
+               sodipodi:cx="133.29521"
+               sodipodi:cy="219.52234"
+               sodipodi:rx="23.963184"
+               sodipodi:ry="23.963184"
+               transform="matrix(-0.76288877,0,0,0.76296138,894.69404,408.97765)"
+               sodipodi:start="2.0832953"
+               sodipodi:end="1.0646776"
+               sodipodi:open="true"
+               sodipodi:arc-type="arc"
+               d="m 121.5447,240.40678 a 23.963184,23.963184 0 0 1 -11.42049,-26.99498 23.963184,23.963184 0 0 1 23.24745,-17.85252 23.963184,23.963184 0 0 1 23.13307,18.00048 23.963184,23.963184 0 0 1 -11.5925,26.92156" />
             <path
-               inkscape:connector-curvature="0"
-               style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-               d="m 289.78136,171.16225 h 7.3497 v -5.97164 h 3.21551 l 4.4213,-4.30647 -4.36389,-4.36389 h 10.45036 v -6.08648 h -21.01556 v 5.22518 l 4.93809,5.05293 h -4.99551 z"
-               id="path4038" />
+               id="path48177"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               d="m 783.50246,591.28185 c 0.53135,-0.30675 1.21085,-0.12468 1.51765,0.40665 0.30678,0.53139 0.1247,1.21092 -0.40666,1.51766 -0.53138,0.30682 -1.21087,0.12475 -1.51764,-0.40665 -0.3068,-0.53132 -0.12473,-1.21084 0.40665,-1.51766"
+               inkscape:connector-curvature="0" />
             <path
-               inkscape:connector-curvature="0"
-               id="path4040"
-               transform="matrix(1.8859732,0,0,1.8859732,0.85262838,-680.65549)"
-               d="m 168.72656,440.63867 -5.35937,4.6875 v 6.36328 l 3.86719,-0.0293 v -1.67578 h 3.4707 v 1.70507 h 3.80469 v -11.05078 z m 1.85742,3.25781 v 2.70899 h -3.22851 z"
-               style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
+               id="path48179"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               d="m 800.94671,592.24398 c 3e-5,-0.61363 0.49753,-1.11113 1.11117,-1.11116 0.61369,3e-5 1.11122,0.49755 1.11119,1.11119 2e-5,0.61369 -0.49748,1.11119 -1.11117,1.11116 -0.61364,3e-5 -1.11116,-0.49749 -1.11119,-1.11119"
+               inkscape:connector-curvature="0" />
             <path
+               id="path48181"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
                inkscape:connector-curvature="0"
-               style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-               d="m 333.07573,150.43377 h 21.07299 v 8.55552 h -7.34971 v -2.41162 h -6.43099 v 8.15358 h 13.7807 v 6.54583 h -21.07299 z"
-               id="path4044" />
-            <path
-               inkscape:connector-curvature="0"
-               id="path4046"
-               transform="matrix(1.8859732,0,0,1.8859732,0.85262838,-680.65549)"
-               d="m 192.62305,440.68359 v 0.91016 l -3.71094,0.0195 v 9.07227 h 3.68359 v 1.0039 h 3.77539 v -1.0039 h 3.73047 v -9.0918 h -3.7207 v -0.91016 z m 0.18359,3.75977 h 3.39063 v 3.32812 h -3.39063 z"
-               style="fill:#ffffff;fill-opacity:1;stroke:#000000;stroke-width:0;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
+               inkscape:transform-center-y="-26.485113" />
           </g>
         </g>
       </g>
-      <g
-         style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:14px;line-height:125%;font-family:'Red October';-inkscape-font-specification:'Red October';letter-spacing:0px;word-spacing:0px;fill:#ffffff;fill-opacity:1;stroke:none"
-         id="flowRoot4050" />
-      <g
-         style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:14px;line-height:125%;font-family:'Red October';-inkscape-font-specification:'Red October';letter-spacing:0px;word-spacing:0px;fill:#ffffff;fill-opacity:1;stroke:none"
-         id="text4058" />
-    </g>
-    <g
-       id="g2279"
-       transform="translate(3.4020398,-2.2569063)" />
-    <text
-       xml:space="preserve"
-       style="font-style:normal;font-weight:normal;font-size:3.52777px;line-height:1.25;font-family:sans-serif;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;stroke-width:0.264583"
-       x="44.738617"
-       y="261.77707"
-       id="text2283"><tspan
-         sodipodi:role="line"
-         id="tspan2281"
-         x="44.738617"
-         y="261.77707"
-         style="stroke-width:0.264583" /></text>
-    <g
-       id="path1995"
-       style="opacity:1">
-      <path
-         style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-         d="m 12.982422,203.43945 v 14.55274 h 0.265625 v -14.55274 z"
-         id="path3037" />
-      <g
-         id="g3019">
-        <g
-           id="path3029"
-           style="opacity:1">
-          <path
-             style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.106pt;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-             d="m 13.115319,218.60288 -0.53,-0.9169 h 1.06 z"
-             id="path3033" />
-          <path
-             style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-             d="m 12.462891,217.61523 0.652343,1.12891 0.06055,-0.10547 0.591797,-1.02344 z m 0.24414,0.14063 h 0.816407 l -0.408204,0.70703 z"
-             id="path3035" />
-        </g>
-        <g
-           id="path3021"
-           style="opacity:1">
-          <path
-             style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.106pt;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-             d="m 13.115319,202.82756 0.53,0.9169 h -1.06 z"
-             id="path3025" />
-          <path
-             style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-             d="m 13.115234,202.68555 -0.06055,0.10742 -0.591797,1.02148 h 1.304687 z m 0,0.2832 0.408204,0.70508 h -0.816407 z"
-             id="path3027" />
-        </g>
-      </g>
     </g>
     <g
-       id="path1995-3"
-       style="opacity:1">
-      <path
-         style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-         d="m 13.123047,210.60547 v 0.26562 h 5.386719 v -0.26562 z"
-         id="path3063" />
+       transform="matrix(0.43088303,0,0,0.43088303,-352.38195,-173.80898)"
+       id="g48183"
+       inkscape:label="Capa 1"
+       inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+       inkscape:export-xdpi="599.91437"
+       inkscape:export-ydpi="599.91437"
+       style="display:inline;enable-background:new">
       <g
-         id="g3053">
+         transform="matrix(1.4349548,0,0,1.4349548,-259.63944,-278.07628)"
+         id="g48185">
         <g
-           id="path3055"
-           style="opacity:1">
-          <path
-             style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.212pt;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-             d="m 18.557968,210.73884 1.8338,-1.06 v 2.12 z"
-             id="path3059" />
-          <path
-             style="color:#000000;font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:medium;line-height:normal;font-family:sans-serif;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration:none;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000000;letter-spacing:normal;word-spacing:normal;text-transform:none;writing-mode:lr-tb;direction:ltr;text-orientation:mixed;dominant-baseline:auto;baseline-shift:baseline;text-anchor:start;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;clip-rule:nonzero;display:inline;overflow:visible;visibility:visible;isolation:auto;mix-blend-mode:normal;color-interpolation:sRGB;color-interpolation-filters:linearRGB;solid-color:#000000;solid-opacity:1;vector-effect:none;fill:#ffffff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;color-rendering:auto;image-rendering:auto;shape-rendering:auto;text-rendering:auto;enable-background:accumulate;stop-color:#000000;stop-opacity:1"
-             d="m 20.533203,209.43359 -2.257812,1.30469 0.210937,0.12305 2.046875,1.18164 z M 20.25,209.92383 v 1.6289 l -1.410156,-0.81445 z"
-             id="path3061" />
+           style="fill:#ffffff"
+           id="g48187">
+          <g
+             id="g48189">
+            <path
+               sodipodi:open="true"
+               sodipodi:end="1.0646776"
+               sodipodi:start="2.0832953"
+               transform="matrix(-0.76288877,0,0,0.76296138,894.69404,408.97765)"
+               sodipodi:ry="23.963184"
+               sodipodi:rx="23.963184"
+               sodipodi:cy="219.52234"
+               sodipodi:cx="133.29521"
+               id="path48191"
+               style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.708035px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new"
+               sodipodi:type="arc"
+               sodipodi:arc-type="arc"
+               d="m 121.5447,240.40678 a 23.963184,23.963184 0 0 1 -11.42049,-26.99498 23.963184,23.963184 0 0 1 23.24745,-17.85252 23.963184,23.963184 0 0 1 23.13307,18.00048 23.963184,23.963184 0 0 1 -11.5925,26.92156" />
+            <path
+               inkscape:connector-curvature="0"
+               d="m 783.50246,591.28185 c 0.53135,-0.30675 1.21085,-0.12468 1.51765,0.40665 0.30678,0.53139 0.1247,1.21092 -0.40666,1.51766 -0.53138,0.30682 -1.21087,0.12475 -1.51764,-0.40665 -0.3068,-0.53132 -0.12473,-1.21084 0.40665,-1.51766"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               id="path48193" />
+            <path
+               inkscape:connector-curvature="0"
+               d="m 800.94671,592.24398 c 3e-5,-0.61363 0.49753,-1.11113 1.11117,-1.11116 0.61369,3e-5 1.11122,0.49755 1.11119,1.11119 2e-5,0.61369 -0.49748,1.11119 -1.11117,1.11116 -0.61364,3e-5 -1.11116,-0.49749 -1.11119,-1.11119"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               id="path48195" />
+          </g>
         </g>
       </g>
     </g>
-    <path
-       style="fill:none;stroke:#ffffff;stroke-width:0.508244;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-       d="m 26.080574,203.13158 v 15.57293"
-       id="path2805" />
-    <path
-       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.4;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none"
-       id="path1971-9-9"
-       sodipodi:type="arc"
-       sodipodi:cx="25.872017"
-       sodipodi:cy="196.75371"
-       sodipodi:rx="18.849567"
-       sodipodi:ry="18.849567"
-       sodipodi:start="1.743092"
-       sodipodi:end="1.3649057"
-       sodipodi:arc-type="arc"
-       d="M 22.640363,215.32418 A 18.849567,18.849567 0 0 1 7.0793929,195.28965 18.849567,18.849567 0 0 1 25.555407,177.9068 18.849567,18.849567 0 0 1 44.604861,194.65925 18.849567,18.849567 0 0 1 29.725605,215.20516"
-       sodipodi:open="true" />
-    <path
-       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.4;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none"
-       id="path1971-9-9-0"
-       sodipodi:type="arc"
-       sodipodi:cx="25.800879"
-       sodipodi:cy="-224.72467"
-       sodipodi:rx="18.849567"
-       sodipodi:ry="18.849567"
-       sodipodi:start="1.743092"
-       sodipodi:end="1.3649057"
-       sodipodi:arc-type="arc"
-       sodipodi:open="true"
-       d="m 22.569224,-206.15419 a 18.849567,18.849567 0 0 1 -15.5609695,-20.03454 18.849567,18.849567 0 0 1 18.4760135,-17.38285 18.849567,18.849567 0 0 1 19.049455,16.75246 18.849567,18.849567 0 0 1 -14.879257,20.5459"
-       transform="scale(1,-1)" />
-    <g
-       id="g2895">
-      <path
-         style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.4;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none"
-         id="path1971-9"
-         sodipodi:type="arc"
-         sodipodi:cx="26.121109"
-         sodipodi:cy="190.46033"
-         sodipodi:rx="11.293078"
-         sodipodi:ry="11.293078"
-         sodipodi:start="2.0754271"
-         sodipodi:end="1.0435458"
-         sodipodi:open="true"
-         sodipodi:arc-type="arc"
-         d="m 20.661083,200.34576 a 11.293078,11.293078 0 0 1 -5.491247,-12.64283 11.293078,11.293078 0 0 1 10.823552,-8.53496 11.293078,11.293078 0 0 1 11.013827,8.28797 11.293078,11.293078 0 0 1 -5.20389,12.7638" />
-      <circle
-         style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.5;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829"
-         cx="20.476879"
-         cy="200.25496"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.5;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0"
-         cx="31.752312"
-         cy="200.33849"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.5;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0-0"
-         cx="26.077217"
-         cy="179.18307"
-         r="0.71828687" />
-    </g>
-    <g
-       id="g2895-0"
-       style="display:inline"
-       transform="translate(0,40.812569)">
-      <path
-         style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.4;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none"
-         id="path1971-9-4"
-         sodipodi:type="arc"
-         sodipodi:cx="26.121109"
-         sodipodi:cy="190.46033"
-         sodipodi:rx="11.293078"
-         sodipodi:ry="11.293078"
-         sodipodi:start="2.0754271"
-         sodipodi:end="1.0435458"
-         sodipodi:open="true"
-         sodipodi:arc-type="arc"
-         d="m 20.661083,200.34576 a 11.293078,11.293078 0 0 1 -5.491247,-12.64283 11.293078,11.293078 0 0 1 10.823552,-8.53496 11.293078,11.293078 0 0 1 11.013827,8.28797 11.293078,11.293078 0 0 1 -5.20389,12.7638" />
-      <circle
-         style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.5;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-5"
-         cx="20.476879"
-         cy="200.25496"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.5;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0-2"
-         cx="31.752312"
-         cy="200.33849"
-         r="0.71828687" />
-    </g>
-    <g
-       id="g2895-9"
-       style="display:inline;stroke-width:1.00701;stroke-miterlimit:4;stroke-dasharray:none"
-       transform="matrix(0.49652168,0,0,0.49652168,-2.6647727,157.22943)">
-      <path
-         style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.402802;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none"
-         id="path1971-9-1"
-         sodipodi:type="arc"
-         sodipodi:cx="26.121109"
-         sodipodi:cy="190.46033"
-         sodipodi:rx="11.293078"
-         sodipodi:ry="11.293078"
-         sodipodi:start="2.0754271"
-         sodipodi:end="1.0435458"
-         sodipodi:open="true"
-         sodipodi:arc-type="arc"
-         d="m 20.661083,200.34576 a 11.293078,11.293078 0 0 1 -5.491247,-12.64283 11.293078,11.293078 0 0 1 10.823552,-8.53496 11.293078,11.293078 0 0 1 11.013827,8.28797 11.293078,11.293078 0 0 1 -5.20389,12.7638" />
-      <circle
-         style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.00701;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-3"
-         cx="20.476879"
-         cy="200.25496"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.00701;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0-4"
-         cx="31.752312"
-         cy="200.33849"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.00701;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0-0-3"
-         cx="26.077217"
-         cy="179.18307"
-         r="0.71828687" />
-    </g>
-    <g
-       id="g2895-9-3"
-       style="display:inline;stroke-width:1.00701;stroke-miterlimit:4;stroke-dasharray:none"
-       transform="matrix(0.49652168,0,0,0.49652168,17.343539,157.22943)">
-      <path
-         style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.402802;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none"
-         id="path1971-9-1-7"
-         sodipodi:type="arc"
-         sodipodi:cx="26.121109"
-         sodipodi:cy="190.46033"
-         sodipodi:rx="11.293078"
-         sodipodi:ry="11.293078"
-         sodipodi:start="2.0754271"
-         sodipodi:end="1.0435458"
-         sodipodi:open="true"
-         sodipodi:arc-type="arc"
-         d="m 20.661083,200.34576 a 11.293078,11.293078 0 0 1 -5.491247,-12.64283 11.293078,11.293078 0 0 1 10.823552,-8.53496 11.293078,11.293078 0 0 1 11.013827,8.28797 11.293078,11.293078 0 0 1 -5.20389,12.7638" />
-      <circle
-         style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.00701;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-3-3"
-         cx="20.476879"
-         cy="200.25496"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.00701;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0-4-4"
-         cx="31.752312"
-         cy="200.33849"
-         r="0.71828687" />
-      <circle
-         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.00701;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-         id="path2829-0-0-3-5"
-         cx="26.077217"
-         cy="179.18307"
-         r="0.71828687" />
-    </g>
-    <path
-       style="fill:none;stroke:#ffffff;stroke-width:0.265;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-       d="m 10.233251,255.38728 v 2.69308 l -5.0410151,2.91043 v 4.89478"
-       id="path3189"
-       sodipodi:nodetypes="cccc" />
-    <path
-       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.265;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-       d="m 30.235157,255.47705 v 2.69308 l -5.041015,2.91043 v 4.89478"
-       id="path3189-9"
-       sodipodi:nodetypes="cccc" />
     <g
-       aria-label="CHOPPING KINKY"
-       transform="translate(0,168.5)"
-       id="text3213"
-       style="font-size:4.30503px;line-height:0.82;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0.0449792px;word-spacing:0px;display:inline;stroke-width:0.230626">
-      <path
-         d="M 13.981969,3.804936 Q 13.865733,3.7748008 13.766718,3.7102254 13.667702,3.6413449 13.594516,3.5509393 13.525636,3.4562286 13.486891,3.3442978 13.448145,3.2323671 13.448145,3.1075212 V 1.643811 q 0,-0.1205408 0.03875,-0.2324716 0.03875,-0.1162358 0.107625,-0.2066414 0.07319,-0.094711 0.172202,-0.1592861 0.09902,-0.0688805 0.215251,-0.0990157 0.241082,-0.0645754 0.464943,0.0301352 0.223862,0.0904056 0.348708,0.30565708 0.04735,0.073186 0.02153,0.1549811 -0.02153,0.081796 -0.09471,0.1291509 -0.07319,0.04305 -0.154981,0.021525 -0.08179,-0.02583 -0.129151,-0.099016 -0.05166,-0.090406 -0.150676,-0.1291509 -0.09471,-0.04305 -0.198031,-0.012915 -0.09902,0.02583 -0.163591,0.1119308 -0.06458,0.081796 -0.06458,0.1851162 v 1.4637102 q 0,0.1076257 0.06458,0.1894213 0.06457,0.081796 0.163591,0.1119308 0.103321,0.02583 0.198031,-0.012915 0.09902,-0.04305 0.150676,-0.1334559 0.04736,-0.073186 0.129151,-0.094711 0.0818,-0.02583 0.154981,0.01722 0.07319,0.047355 0.09471,0.1291509 0.02583,0.081796 -0.02153,0.1549811 -0.124846,0.2152515 -0.348708,0.3056571 -0.223861,0.094711 -0.464943,0.030135 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3220" />
-      <path
-         d="m 16.235421,1.1272075 q 0,-0.086101 0.06027,-0.14637105 0.06027,-0.0602704 0.146371,-0.0602704 0.0861,0 0.146371,0.0602704 0.06027,0.0602704 0.06027,0.14637105 v 2.4969173 q 0,0.086101 -0.06027,0.146371 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.06027 -0.06027,-0.146371 V 2.5392573 h -0.619924 v 1.0848675 q 0,0.086101 -0.06027,0.146371 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.06027 -0.06027,-0.146371 V 1.1272075 q 0,-0.086101 0.06027,-0.14637105 0.06027,-0.0602704 0.146371,-0.0602704 0.0861,0 0.146371,0.0602704 0.06027,0.0602704 0.06027,0.14637105 v 0.9987669 h 0.619924 V 1.1272075 Z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3222" />
-      <path
-         d="m 17.812985,3.8307662 q -0.150676,0 -0.284132,-0.055965 -0.12915,-0.055965 -0.228166,-0.154981 -0.09902,-0.099016 -0.154981,-0.2281666 -0.05597,-0.133456 -0.05597,-0.284132 V 1.643811 q 0,-0.150676 0.05597,-0.2798269 0.05597,-0.1334559 0.154981,-0.2324716 0.09902,-0.099016 0.228166,-0.15498108 0.133456,-0.0559654 0.284132,-0.0559654 0.150676,0 0.279827,0.0559654 0.133456,0.0559654 0.232472,0.15498108 0.09902,0.099016 0.154981,0.2324716 0.05597,0.1291509 0.05597,0.2798269 v 1.4637102 q 0,0.150676 -0.05597,0.284132 -0.05597,0.1291509 -0.154981,0.2281666 -0.09902,0.099016 -0.232472,0.154981 -0.129151,0.055965 -0.279827,0.055965 z m 0,-2.4969173 q -0.129151,0 -0.219556,0.090406 -0.09041,0.090406 -0.09041,0.2195565 v 1.4637102 q 0,0.1291509 0.09041,0.2195565 0.09041,0.090406 0.219556,0.090406 0.129151,0 0.219557,-0.090406 0.09041,-0.090406 0.09041,-0.2195565 V 1.643811 q 0,-0.1291508 -0.09041,-0.2195565 -0.09041,-0.090406 -0.219557,-0.090406 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3224" />
-      <path
-         d="m 18.977266,1.1444276 q 0,-0.086101 0.06027,-0.14637103 0.06027,-0.0602704 0.146371,-0.0602704 h 0.516604 q 0.150676,0 0.279827,0.0559654 0.133456,0.0559654 0.232471,0.15498106 0.09902,0.099016 0.154981,0.2324716 0.05597,0.1291509 0.05597,0.279827 v 0.2410816 q 0,0.1506761 -0.05597,0.284132 -0.05597,0.1291509 -0.154981,0.2281666 -0.09902,0.099016 -0.232471,0.1549811 -0.129151,0.055965 -0.279827,0.055965 h -0.309962 v 0.9987669 q 0,0.086101 -0.06027,0.146371 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.06027 -0.06027,-0.146371 V 1.1444276 Z m 1.033207,0.5166036 q 0,-0.1291509 -0.09041,-0.2195566 -0.09041,-0.090406 -0.219556,-0.090406 h -0.309962 v 0.861006 h 0.309962 q 0.129151,0 0.219556,-0.090406 0.09041,-0.090406 0.09041,-0.2195566 V 1.6610312 Z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3226" />
-      <path
-         d="m 20.744255,1.1444276 q 0,-0.086101 0.06027,-0.14637103 0.06027,-0.0602704 0.146371,-0.0602704 H 21.4675 q 0.150676,0 0.279827,0.0559654 0.133456,0.0559654 0.232472,0.15498106 0.09902,0.099016 0.154981,0.2324716 0.05597,0.1291509 0.05597,0.279827 v 0.2410816 q 0,0.1506761 -0.05597,0.284132 -0.05597,0.1291509 -0.154981,0.2281666 -0.09902,0.099016 -0.232472,0.1549811 -0.129151,0.055965 -0.279827,0.055965 h -0.309962 v 0.9987669 q 0,0.086101 -0.06027,0.146371 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.06027 -0.06027,-0.146371 V 1.1444276 Z m 1.033207,0.5166036 q 0,-0.1291509 -0.09041,-0.2195566 Q 21.596651,1.351069 21.4675,1.351069 H 21.157538 V 2.212075 H 21.4675 q 0.129151,0 0.219557,-0.090406 0.09041,-0.090406 0.09041,-0.2195566 V 1.6610312 Z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3228" />
-      <path
-         d="m 22.717886,3.8307662 q -0.0861,0 -0.146371,-0.06027 -0.06027,-0.06027 -0.06027,-0.146371 V 1.1272075 q 0,-0.086101 0.06027,-0.14637105 0.06027,-0.0602704 0.146371,-0.0602704 0.0861,0 0.146371,0.0602704 0.06027,0.0602704 0.06027,0.14637105 v 2.4969173 q 0,0.086101 -0.06027,0.146371 -0.06027,0.06027 -0.146371,0.06027 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3230" />
-      <path
-         d="m 24.87663,3.8264612 q -0.07318,0.01722 -0.137761,-0.01722 -0.06458,-0.030135 -0.09471,-0.094711 Q 24.515008,3.4390085 24.372942,3.1505715 24.252401,2.9051848 24.10603,2.6081377 23.963964,2.3110907 23.830508,2.0312637 v 1.5928611 q 0,0.086101 -0.06027,0.146371 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.06027 -0.06027,-0.146371 V 1.1272075 q 0,-0.073185 0.04305,-0.12915093 0.04305,-0.0559654 0.116235,-0.0731855 0.07319,-0.0172201 0.133456,0.0172201 0.06458,0.0301352 0.09902,0.0947106 0.129151,0.2755219 0.271217,0.5639589 0.120541,0.2453868 0.262607,0.5424338 0.142066,0.2970471 0.279827,0.576874 v -1.592861 q 0,-0.086101 0.06027,-0.14637105 0.06027,-0.0602704 0.146371,-0.0602704 0.0861,0 0.146371,0.0602704 0.06027,0.0602704 0.06027,0.14637105 v 2.4969173 q 0,0.073185 -0.04735,0.1291509 -0.04305,0.055965 -0.111931,0.073185 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3232" />
-      <path
-         d="m 26.716805,2.212075 q 0.0861,0 0.146371,0.06027 0.06027,0.06027 0.06027,0.146371 v 0.6888048 q 0,0.150676 -0.05596,0.284132 -0.05597,0.1291509 -0.154981,0.2281666 -0.09902,0.099016 -0.232472,0.154981 -0.129151,0.055965 -0.279827,0.055965 -0.150676,0 -0.284132,-0.055965 -0.129151,-0.055965 -0.228167,-0.154981 -0.09471,-0.099016 -0.154981,-0.2281666 -0.05597,-0.133456 -0.05597,-0.284132 V 1.643811 q 0,-0.1205408 0.03874,-0.2324716 0.03875,-0.1162358 0.107626,-0.2066414 0.07318,-0.094711 0.172201,-0.1592861 0.09902,-0.0688805 0.219557,-0.0990157 0.116236,-0.0301352 0.236776,-0.0215251 0.120541,0.004305 0.228167,0.0516604 0.107626,0.0430503 0.198031,0.12054088 0.09041,0.07749 0.150676,0.1851162 0.04305,0.073186 0.01722,0.1549811 -0.02153,0.081796 -0.09471,0.1291509 -0.07319,0.04305 -0.154981,0.021525 -0.0818,-0.02583 -0.124846,-0.099016 -0.05597,-0.090406 -0.154981,-0.1291509 -0.09471,-0.04305 -0.193727,-0.012915 -0.10332,0.02583 -0.167896,0.1119308 -0.06457,0.081796 -0.06457,0.1851162 v 1.4637102 q 0,0.1291509 0.09041,0.2195565 0.09471,0.090406 0.219557,0.090406 0.129151,0 0.219557,-0.090406 0.0904,-0.090406 0.0904,-0.2195565 V 2.6253579 h -0.223861 q -0.0861,0 -0.146371,-0.060271 -0.06027,-0.06027 -0.06027,-0.146371 0,-0.086101 0.06027,-0.146371 0.06027,-0.06027 0.146371,-0.06027 h 0.430503 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3234" />
-      <path
-         d="m 17.707516,7.0638436 q 0.03444,0.077491 0.0043,0.1592861 -0.02583,0.081796 -0.10332,0.1162358 -0.07749,0.038745 -0.159286,0.00861 -0.07749,-0.02583 -0.116236,-0.1033207 L 16.76902,6.0693817 16.605429,6.2932433 v 0.8610059 q 0,0.086101 -0.06027,0.1463711 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.060271 -0.06027,-0.1463711 V 4.6573319 q 0,-0.086101 0.06027,-0.146371 0.06027,-0.06027 0.146371,-0.06027 0.0861,0 0.146371,0.06027 0.06027,0.06027 0.06027,0.146371 v 0.9255814 l 0.74477,-1.0461222 q 0.05166,-0.068881 0.133456,-0.081796 0.0861,-0.012915 0.154981,0.03444 0.07318,0.047355 0.0861,0.1334559 0.01292,0.081796 -0.03874,0.1549811 l -0.645754,0.9083613 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3236" />
-      <path
-         d="m 18.256182,7.3608907 q -0.0861,0 -0.146371,-0.06027 -0.06027,-0.060271 -0.06027,-0.1463711 V 4.6573319 q 0,-0.086101 0.06027,-0.146371 0.06027,-0.06027 0.146371,-0.06027 0.0861,0 0.146371,0.06027 0.06027,0.06027 0.06027,0.146371 v 2.4969173 q 0,0.086101 -0.06027,0.1463711 -0.06027,0.06027 -0.146371,0.06027 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3238" />
-      <path
-         d="m 20.414926,7.3565857 q -0.07319,0.01722 -0.137761,-0.01722 -0.06458,-0.030135 -0.09471,-0.094711 Q 20.053303,6.969133 19.911237,6.680696 19.790697,6.4353093 19.644326,6.1382622 19.50226,5.8412151 19.368804,5.5613882 v 1.592861 q 0,0.086101 -0.06027,0.1463711 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.060271 -0.06027,-0.1463711 V 4.6573319 q 0,-0.073186 0.04305,-0.1291509 0.04305,-0.055965 0.116236,-0.073186 0.07319,-0.01722 0.133456,0.01722 0.06457,0.030135 0.09902,0.094711 0.12915,0.2755219 0.271216,0.5639589 0.120541,0.2453867 0.262607,0.5424338 0.142066,0.297047 0.279827,0.576874 V 4.6573319 q 0,-0.086101 0.06027,-0.146371 0.06027,-0.06027 0.146371,-0.06027 0.0861,0 0.146371,0.06027 0.06027,0.06027 0.06027,0.146371 v 2.4969173 q 0,0.073186 -0.04735,0.1291509 -0.04305,0.055965 -0.111931,0.073186 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3240" />
-      <path
-         d="m 22.582283,7.0638436 q 0.03444,0.077491 0.0043,0.1592861 -0.02583,0.081796 -0.103321,0.1162358 -0.07749,0.038745 -0.159286,0.00861 -0.07749,-0.02583 -0.116235,-0.1033207 L 21.643787,6.0693817 21.480195,6.2932433 v 0.8610059 q 0,0.086101 -0.06027,0.1463711 -0.06027,0.06027 -0.146371,0.06027 -0.0861,0 -0.146371,-0.06027 -0.06027,-0.060271 -0.06027,-0.1463711 V 4.6573319 q 0,-0.086101 0.06027,-0.146371 0.06027,-0.06027 0.146371,-0.06027 0.0861,0 0.146371,0.06027 0.06027,0.06027 0.06027,0.146371 v 0.9255814 l 0.744771,-1.0461222 q 0.05166,-0.068881 0.133456,-0.081796 0.0861,-0.012915 0.154981,0.03444 0.07318,0.047355 0.0861,0.1334559 0.01292,0.081796 -0.03874,0.1549811 l -0.645754,0.9083613 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3242" />
-      <path
-         d="m 23.565757,7.3608907 q -0.0861,0 -0.146371,-0.06027 -0.06027,-0.060271 -0.06027,-0.1463711 V 5.9100956 l -0.581179,-1.158053 q -0.03874,-0.077491 -0.01291,-0.1592861 0.03013,-0.081796 0.107626,-0.1205409 0.07318,-0.038745 0.154981,-0.00861 0.0818,0.02583 0.120541,0.1033207 l 0.142066,0.284132 q 0.06027,0.1248458 0.133456,0.2712169 0.07318,0.146371 0.142066,0.2798269 0.06457,-0.1334559 0.137761,-0.2798269 0.07749,-0.1463711 0.137761,-0.2712169 l 0.142066,-0.284132 q 0.03874,-0.077491 0.12054,-0.1033207 0.0818,-0.030135 0.154982,0.00861 0.07749,0.038745 0.10332,0.1205409 0.03014,0.081796 -0.0086,0.1592861 l -0.581179,1.158053 v 1.2441536 q 0,0.086101 -0.06027,0.1463711 -0.06027,0.06027 -0.146371,0.06027 z"
-         style="font-size:4.30503px;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.230626"
-         id="path3244" />
-    </g>
-    <g
-       aria-label="IN A"
-       id="text3249"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;stroke-width:0.264583">
+       id="g48241"
+       transform="matrix(0.2822222,0,0,0.2822222,-71.785526,-51.086281)"
+       style="display:inline;enable-background:new">
       <path
-         d="m 1.9398221,190.58766 q -0.070555,0 -0.1199442,-0.0494 -0.049389,-0.0494 -0.049389,-0.11994 v -2.04611 q 0,-0.0705 0.049389,-0.11994 0.049389,-0.0494 0.1199442,-0.0494 0.070555,0 0.1199442,0.0494 0.049389,0.0494 0.049389,0.11994 v 2.04611 q 0,0.0705 -0.049389,0.11994 -0.049389,0.0494 -0.1199442,0.0494 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3513" />
+         transform="matrix(0,-1.696934,1.6683739,0,155.45754,766.18358)"
+         inkscape:randomized="0"
+         inkscape:rounded="0"
+         inkscape:flatsided="true"
+         sodipodi:arg2="4.1887902"
+         sodipodi:arg1="3.1415927"
+         sodipodi:r2="0.75583667"
+         sodipodi:r1="1.5116733"
+         sodipodi:cy="87.252441"
+         sodipodi:cx="241.375"
+         sodipodi:sides="3"
+         id="path48243"
+         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:#ffffff;stroke-width:0.593853;stroke-linecap:square;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;enable-background:new"
+         sodipodi:type="star"
+         inkscape:transform-center-y="0.6413054"
+         inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+         inkscape:export-xdpi="599.91437"
+         inkscape:export-ydpi="599.91437"
+         d="m 239.86333,87.252441 2.26751,-1.309147 0,2.618295 z" />
       <path
-         d="m 3.6719531,190.58413 q -0.059972,0.0141 -0.1128886,-0.0141 -0.052917,-0.0247 -0.077611,-0.0776 -0.1058331,-0.22578 -0.2222495,-0.46214 -0.098778,-0.20108 -0.2187217,-0.4445 -0.1164164,-0.24341 -0.2257773,-0.47272 v 1.30528 q 0,0.0705 -0.049389,0.11994 -0.049389,0.0494 -0.1199442,0.0494 -0.070555,0 -0.1199441,-0.0494 -0.049389,-0.0494 -0.049389,-0.11994 v -2.04611 q 0,-0.06 0.035278,-0.10583 0.035278,-0.0459 0.09525,-0.06 0.059972,-0.0141 0.1093608,0.0141 0.052917,0.0247 0.081139,0.0776 0.1058331,0.22578 0.2222496,0.46214 0.098778,0.20108 0.2151939,0.44449 0.1164164,0.24342 0.2293051,0.47273 v -1.30528 q 0,-0.0705 0.049389,-0.11994 0.049389,-0.0494 0.1199441,-0.0494 0.070555,0 0.1199442,0.0494 0.049389,0.0494 0.049389,0.11994 v 2.04611 q 0,0.06 -0.038806,0.10583 -0.035278,0.0459 -0.091722,0.06 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3515" />
+         inkscape:export-ydpi="599.91437"
+         inkscape:export-xdpi="599.91437"
+         inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+         inkscape:transform-center-y="-0.64130573"
+         sodipodi:type="star"
+         style="display:inline;fill:#ffffff;fill-opacity:1;stroke:#ffffff;stroke-width:0.593853;stroke-linecap:square;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;enable-background:new"
+         id="path48245"
+         sodipodi:sides="3"
+         sodipodi:cx="241.375"
+         sodipodi:cy="87.252441"
+         sodipodi:r1="1.5116733"
+         sodipodi:r2="0.75583667"
+         sodipodi:arg1="3.1415927"
+         sodipodi:arg2="4.1887902"
+         inkscape:flatsided="true"
+         inkscape:rounded="0"
+         inkscape:randomized="0"
+         transform="matrix(0,1.696934,1.6683739,0,155.45754,-104.80182)"
+         d="m 239.86333,87.252441 2.26751,-1.309147 0,2.618295 z" />
       <path
-         d="m 6.1519719,190.37247 q 0.017639,0.0705 -0.017639,0.13052 -0.03175,0.06 -0.098778,0.0776 -0.070555,0.0176 -0.1305275,-0.0176 -0.059972,-0.0318 -0.077611,-0.0988 -0.014111,-0.0423 -0.028222,-0.10231 -0.014111,-0.0494 -0.035278,-0.11641 -0.017639,-0.0706 -0.038805,-0.1517 H 5.1253908 q -0.024694,0.0811 -0.042333,0.1517 -0.017639,0.067 -0.03175,0.11641 -0.014111,0.06 -0.028222,0.10231 -0.017639,0.067 -0.077611,0.0988 -0.059972,0.0353 -0.1305275,0.0176 -0.067028,-0.0176 -0.1023054,-0.0776 -0.03175,-0.06 -0.014111,-0.13052 l 0.5644432,-2.04611 q 0.014111,-0.0564 0.056444,-0.0882 0.045861,-0.0353 0.1058331,-0.0353 0.059972,0 0.1023053,0.0353 0.045861,0.0318 0.059972,0.0882 z m -0.52211,-0.61736 q -0.049389,-0.18345 -0.1023053,-0.37747 -0.052916,-0.19403 -0.1023053,-0.36689 -0.049389,0.17286 -0.1023054,0.36689 -0.052916,0.19402 -0.1023053,0.37747 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3517" />
+         style="fill:none;stroke:#ffffff;stroke-width:2.12598;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
+         d="m 301.02724,306.54862 v 48.54559"
+         id="path48247"
+         inkscape:connector-curvature="0" />
     </g>
+    <path
+       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.599999;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1;enable-background:new"
+       d="M 26.056707,34.610801 V 50.271654"
+       id="path48249"
+       inkscape:connector-curvature="0" />
     <g
        aria-label="IN B"
-       id="text3249-1"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
+       id="text48251"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
       <path
-         d="m 1.9398221,232.81441 q -0.070555,0 -0.1199442,-0.0494 -0.049389,-0.0494 -0.049389,-0.11995 v -2.0461 q 0,-0.0706 0.049389,-0.11995 0.049389,-0.0494 0.1199442,-0.0494 0.070555,0 0.1199442,0.0494 0.049389,0.0494 0.049389,0.11995 v 2.0461 q 0,0.0706 -0.049389,0.11995 -0.049389,0.0494 -0.1199442,0.0494 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3520" />
+         d="m 1.8554752,64.521085 q -0.079022,0 -0.1343377,-0.05532 -0.055316,-0.05532 -0.055316,-0.134338 v -2.291643 q 0,-0.07902 0.055316,-0.134338 0.055316,-0.05532 0.1343377,-0.05532 0.079022,0 0.1343377,0.05532 0.055316,0.05532 0.055316,0.134338 v 2.291643 q 0,0.07902 -0.055316,0.134338 -0.055316,0.05532 -0.1343377,0.05532 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2599" />
       <path
-         d="m 3.6719531,232.81088 q -0.059972,0.0141 -0.1128886,-0.0141 -0.052917,-0.0247 -0.077611,-0.0776 -0.1058331,-0.22578 -0.2222495,-0.46214 -0.098778,-0.20108 -0.2187217,-0.4445 Q 2.9240659,231.5691 2.814705,231.3398 v 1.30527 q 0,0.0706 -0.049389,0.11995 -0.049389,0.0494 -0.1199442,0.0494 -0.070555,0 -0.1199441,-0.0494 -0.049389,-0.0494 -0.049389,-0.11995 v -2.0461 q 0,-0.06 0.035278,-0.10584 0.035278,-0.0459 0.09525,-0.06 0.059972,-0.0141 0.1093608,0.0141 0.052917,0.0247 0.081139,0.0776 0.1058331,0.22578 0.2222496,0.46214 0.098778,0.20108 0.2151939,0.4445 0.1164164,0.24342 0.2293051,0.47272 v -1.30527 q 0,-0.0706 0.049389,-0.11995 0.049389,-0.0494 0.1199441,-0.0494 0.070555,0 0.1199442,0.0494 0.049389,0.0494 0.049389,0.11995 v 2.0461 q 0,0.06 -0.038806,0.10584 -0.035278,0.0459 -0.091722,0.06 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3522" />
+         d="m 3.7785323,64.517133 q -0.067169,0.01581 -0.1264355,-0.0158 -0.059267,-0.02766 -0.086924,-0.08692 Q 3.4466391,64.161534 3.3162525,63.896809 3.2056214,63.671596 3.0712837,63.398969 2.940897,63.126343 2.8184126,62.869521 v 1.46191 q 0,0.07902 -0.055315,0.134338 -0.055316,0.05532 -0.1343378,0.05532 -0.079022,0 -0.1343377,-0.05532 -0.055315,-0.05532 -0.055315,-0.134338 v -2.291643 q 0,-0.06717 0.039511,-0.118534 0.039511,-0.05136 0.1066799,-0.06717 0.067169,-0.0158 0.1224844,0.01581 0.059267,0.02766 0.090876,0.08692 0.1185333,0.252871 0.2489199,0.517596 0.1106311,0.225213 0.2410177,0.49784 0.1303866,0.272626 0.2568221,0.529448 v -1.46191 q 0,-0.07902 0.055316,-0.134338 0.055315,-0.05532 0.1343377,-0.05532 0.079022,0 0.1343378,0.05532 0.055315,0.05532 0.055315,0.134338 v 2.291643 q 0,0.06717 -0.043462,0.118534 -0.039511,0.05136 -0.1027289,0.06717 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2601" />
       <path
-         d="m 6.0320277,231.16341 q 0,0.12347 -0.049389,0.23283 -0.049389,0.10936 -0.1305274,0.1905 0.081139,0.0811 0.1305274,0.1905 0.049389,0.10936 0.049389,0.23283 v 0.19756 q 0,0.12347 -0.049389,0.23283 -0.045861,0.10584 -0.1269997,0.18697 -0.077611,0.0811 -0.1869718,0.127 -0.1093609,0.0459 -0.229305,0.0459 H 5.01603 q -0.070555,0 -0.1199442,-0.0494 -0.049389,-0.0494 -0.049389,-0.11995 v -2.01788 q 0,-0.0706 0.049389,-0.11995 0.049389,-0.0494 0.1199442,-0.0494 h 0.4233324 q 0.1199441,0 0.229305,0.0459 0.1093609,0.0459 0.1869718,0.127 0.081139,0.0811 0.1269997,0.19049 0.049389,0.10584 0.049389,0.22931 v 0.127 z m -0.3386659,0.84666 q 0,-0.10583 -0.074083,-0.17991 -0.074083,-0.0741 -0.1799162,-0.0741 H 5.1853629 v 0.70555 h 0.2539995 q 0.1058331,0 0.1799162,-0.0741 0.074083,-0.0741 0.074083,-0.17992 v -0.19756 z m -0.2539994,-0.59266 q 0.1058331,0 0.1799162,-0.0741 0.074083,-0.0741 0.074083,-0.17992 v -0.127 q 0,-0.10583 -0.074083,-0.17992 -0.074083,-0.0741 -0.1799162,-0.0741 H 5.1853629 v 0.635 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3524" />
+         d="m 6.3879542,62.671965 q 0,0.138289 -0.055315,0.260773 -0.055316,0.122485 -0.1461911,0.21336 0.090876,0.09088 0.1461911,0.21336 0.055315,0.122485 0.055315,0.260774 v 0.221262 q 0,0.138289 -0.055315,0.260773 -0.051364,0.118533 -0.14224,0.209409 -0.086924,0.09087 -0.2094088,0.14224 -0.1224844,0.05136 -0.2568221,0.05136 H 5.2500346 q -0.079022,0 -0.1343377,-0.05531 -0.055316,-0.05532 -0.055316,-0.134338 v -2.260035 q 0,-0.07902 0.055316,-0.134338 0.055316,-0.05532 0.1343377,-0.05532 h 0.4741332 q 0.1343377,0 0.2568221,0.05136 0.1224844,0.05137 0.2094088,0.14224 0.090876,0.09088 0.14224,0.21336 0.055315,0.118533 0.055315,0.256822 v 0.14224 z m -0.3793065,0.948267 q 0,-0.118534 -0.082973,-0.201507 -0.082973,-0.08297 -0.2015066,-0.08297 H 5.4396879 v 0.790222 h 0.2844799 q 0.1185333,0 0.2015066,-0.08297 0.082973,-0.08297 0.082973,-0.201506 V 63.620232 Z M 5.7241678,62.956445 q 0.1185333,0 0.2015066,-0.08297 0.082973,-0.08297 0.082973,-0.201507 v -0.14224 q 0,-0.118533 -0.082973,-0.201506 -0.082973,-0.08297 -0.2015066,-0.08297 H 5.4396879 v 0.7112 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2603" />
     </g>
+    <path
+       inkscape:export-ydpi="599.91437"
+       inkscape:export-xdpi="599.91437"
+       inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+       sodipodi:type="star"
+       style="display:inline;fill:#ffffff;fill-opacity:1;stroke:#ffffff;stroke-width:0.316226;stroke-linecap:square;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;enable-background:new"
+       id="path48255"
+       sodipodi:sides="3"
+       sodipodi:cx="241.375"
+       sodipodi:cy="87.252441"
+       sodipodi:r1="1.5116733"
+       sodipodi:r2="0.75583667"
+       sodipodi:arg1="3.1415927"
+       sodipodi:arg2="4.1887902"
+       inkscape:flatsided="true"
+       inkscape:rounded="0"
+       inkscape:randomized="0"
+       transform="matrix(0.90460999,0,0,0.87910477,-198.67748,-34.451368)"
+       inkscape:transform-center-x="1.2920701"
+       d="m 239.86333,87.252441 2.26751,-1.309147 0,2.618295 z" />
     <g
        aria-label="CV A"
-       id="text3277"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;stroke-width:0.264583">
+       id="text48257"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
       <path
-         d="m 8.118724,273.99266 q -0.09525,-0.0247 -0.1763885,-0.0776 -0.081139,-0.0564 -0.1411108,-0.13053 -0.056444,-0.0776 -0.088194,-0.16933 -0.03175,-0.0917 -0.03175,-0.19403 v -1.19944 q 0,-0.0988 0.03175,-0.1905 0.03175,-0.0953 0.088194,-0.16934 0.059972,-0.0776 0.1411108,-0.13052 0.081139,-0.0564 0.1763885,-0.0811 0.1975551,-0.0529 0.3809992,0.0247 0.183444,0.0741 0.2857493,0.25047 0.038806,0.06 0.017639,0.127 -0.017639,0.067 -0.077611,0.10584 -0.059972,0.0353 -0.1269998,0.0176 -0.067028,-0.0212 -0.1058331,-0.0811 -0.042333,-0.0741 -0.1234719,-0.10584 -0.077611,-0.0353 -0.1622774,-0.0106 -0.081139,0.0212 -0.1340553,0.0917 -0.052917,0.067 -0.052917,0.1517 v 1.19944 q 0,0.0882 0.052917,0.15522 0.052917,0.067 0.1340553,0.0917 0.084666,0.0212 0.1622774,-0.0106 0.081139,-0.0353 0.1234719,-0.10936 0.038805,-0.06 0.1058331,-0.0776 0.067028,-0.0212 0.1269998,0.0141 0.059972,0.0388 0.077611,0.10583 0.021167,0.067 -0.017639,0.127 -0.1023053,0.17639 -0.2857493,0.25047 -0.1834441,0.0776 -0.3809992,0.0247 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3569" />
+         d="m 8.0051068,105.69009 q -0.1066799,-0.0277 -0.1975555,-0.0869 -0.090876,-0.0632 -0.1580444,-0.14619 -0.063218,-0.0869 -0.098778,-0.18965 -0.03556,-0.10273 -0.03556,-0.21731 v -1.34338 q 0,-0.11063 0.03556,-0.21336 0.03556,-0.10668 0.098778,-0.18965 0.067169,-0.0869 0.1580444,-0.14619 0.090876,-0.0632 0.1975555,-0.0909 0.2212622,-0.0593 0.4267199,0.0277 0.2054577,0.083 0.3200399,0.28053 0.043462,0.0672 0.019756,0.14224 -0.019756,0.0751 -0.086924,0.11853 -0.067169,0.0395 -0.1422399,0.0198 -0.075071,-0.0237 -0.1185333,-0.0909 -0.047413,-0.083 -0.1382889,-0.11853 -0.086924,-0.0395 -0.181751,-0.0118 -0.090876,0.0237 -0.1501422,0.10272 -0.059267,0.0751 -0.059267,0.1699 v 1.34338 q 0,0.0988 0.059267,0.17385 0.059267,0.0751 0.1501422,0.10273 0.094827,0.0237 0.181751,-0.0119 0.090876,-0.0395 0.1382889,-0.12248 0.043462,-0.0672 0.1185333,-0.0869 0.075071,-0.0237 0.1422399,0.0158 0.067169,0.0435 0.086924,0.11853 0.023707,0.0751 -0.019756,0.14224 -0.1145822,0.19756 -0.3200399,0.28053 -0.2054577,0.0869 -0.4267199,0.0277 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2637" />
       <path
-         d="m 8.9618551,271.84424 q -0.017639,-0.0706 0.014111,-0.13052 0.035278,-0.06 0.1058331,-0.0776 0.067028,-0.0176 0.1269997,0.0176 0.0635,0.0317 0.081139,0.0988 0.067028,0.25047 0.1375831,0.50447 0.059972,0.21873 0.1305274,0.47272 0.070555,0.254 0.1340553,0.47978 0.059972,-0.22578 0.1305275,-0.47978 0.070555,-0.25399 0.1305275,-0.47272 0.067028,-0.254 0.1375835,-0.50447 0.01764,-0.067 0.07761,-0.0988 0.0635,-0.0353 0.130528,-0.0176 0.07055,0.0176 0.102305,0.0776 0.03528,0.06 0.01764,0.13052 l -0.5644431,2.04611 q -0.017639,0.0564 -0.0635,0.0882 -0.042333,0.0353 -0.098778,0.0353 -0.059972,0 -0.1058331,-0.0353 -0.042333,-0.0317 -0.059972,-0.0882 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3571" />
+         d="m 8.9324821,103.28386 q -0.019756,-0.079 0.015804,-0.14619 0.039511,-0.0672 0.1185333,-0.0869 0.075071,-0.0198 0.14224,0.0198 0.07112,0.0356 0.090875,0.11063 0.075071,0.28053 0.1540933,0.56501 0.067169,0.24497 0.146191,0.52945 0.079022,0.28448 0.1501422,0.53735 0.067169,-0.25287 0.1461911,-0.53735 0.079022,-0.28448 0.1461911,-0.52945 0.07507,-0.28448 0.154093,-0.56501 0.01976,-0.0751 0.08692,-0.11063 0.07112,-0.0395 0.146191,-0.0198 0.07902,0.0198 0.114582,0.0869 0.03951,0.0672 0.01975,0.14619 l -0.6321771,2.29165 q -0.019756,0.0632 -0.07112,0.0988 -0.047413,0.0395 -0.1106311,0.0395 -0.067169,0 -0.1185333,-0.0395 -0.047413,-0.0356 -0.067169,-0.0988 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2639" />
       <path
-         d="m 12.644845,273.79863 q 0.01764,0.0705 -0.01764,0.13053 -0.03175,0.06 -0.09878,0.0776 -0.07056,0.0176 -0.130527,-0.0176 -0.05997,-0.0317 -0.07761,-0.0988 -0.01411,-0.0423 -0.02822,-0.1023 -0.01411,-0.0494 -0.03528,-0.11642 -0.01764,-0.0706 -0.0388,-0.15169 h -0.599721 q -0.02469,0.0811 -0.04233,0.15169 -0.01764,0.067 -0.03175,0.11642 -0.01411,0.06 -0.02822,0.1023 -0.01764,0.067 -0.07761,0.0988 -0.05997,0.0353 -0.130527,0.0176 -0.06703,-0.0176 -0.102305,-0.0776 -0.03175,-0.06 -0.01411,-0.13053 l 0.564444,-2.04611 q 0.01411,-0.0564 0.05644,-0.0882 0.04586,-0.0353 0.105833,-0.0353 0.05997,0 0.102305,0.0353 0.04586,0.0317 0.05997,0.0882 z m -0.52211,-0.61736 q -0.04939,-0.18344 -0.102306,-0.37747 -0.05292,-0.19403 -0.102305,-0.36689 -0.04939,0.17286 -0.102305,0.36689 -0.05292,0.19403 -0.102306,0.37747 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3573" />
+         d="m 13.023572,105.47278 q 0.01975,0.079 -0.01976,0.14619 -0.03556,0.0672 -0.110631,0.0869 -0.07902,0.0198 -0.146191,-0.0198 -0.06717,-0.0356 -0.08692,-0.11063 -0.0158,-0.0474 -0.03161,-0.11459 -0.01581,-0.0553 -0.03951,-0.13038 -0.01976,-0.079 -0.04346,-0.1699 h -0.671688 q -0.02766,0.0909 -0.04741,0.1699 -0.01975,0.0751 -0.03556,0.13038 -0.0158,0.0672 -0.03161,0.11459 -0.01976,0.0751 -0.08692,0.11063 -0.06717,0.0395 -0.146191,0.0198 -0.07507,-0.0198 -0.114582,-0.0869 -0.03556,-0.0672 -0.01581,-0.14619 l 0.632178,-2.29165 q 0.0158,-0.0632 0.06322,-0.0988 0.05136,-0.0395 0.118533,-0.0395 0.06717,0 0.114582,0.0395 0.05137,0.0356 0.06717,0.0988 z m -0.584765,-0.69145 q -0.05532,-0.20545 -0.114582,-0.42277 -0.05927,-0.21731 -0.114582,-0.41091 -0.05532,0.1936 -0.114582,0.41091 -0.05927,0.21732 -0.114582,0.42277 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2641" />
+    </g>
+    <g
+       transform="matrix(0.21527812,0,0,0.21527812,-178.80952,-34.910439)"
+       id="g48261"
+       inkscape:label="Capa 1"
+       inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+       inkscape:export-xdpi="599.91437"
+       inkscape:export-ydpi="599.91437"
+       style="display:inline;enable-background:new">
+      <g
+         transform="matrix(1.4349548,0,0,1.4349548,-259.63944,-278.07628)"
+         id="g48263">
+        <g
+           style="fill:#ffffff"
+           id="g48265">
+          <path
+             id="path48267"
+             style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+             d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
+             inkscape:connector-curvature="0"
+             inkscape:transform-center-y="-26.485113" />
+          <g
+             id="g48271">
+            <path
+               sodipodi:open="true"
+               sodipodi:end="1.0646776"
+               sodipodi:start="2.0832953"
+               transform="matrix(-0.76288877,0,0,0.76296138,894.69404,408.97765)"
+               sodipodi:ry="23.963184"
+               sodipodi:rx="23.963184"
+               sodipodi:cy="219.52234"
+               sodipodi:cx="133.29521"
+               id="path48273"
+               style="display:inline;fill:none;stroke:#ffffff;stroke-width:1.41714px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new"
+               sodipodi:type="arc"
+               sodipodi:arc-type="arc"
+               d="m 121.5447,240.40678 a 23.963184,23.963184 0 0 1 -11.42049,-26.99498 23.963184,23.963184 0 0 1 23.24745,-17.85252 23.963184,23.963184 0 0 1 23.13307,18.00048 23.963184,23.963184 0 0 1 -11.5925,26.92156" />
+            <path
+               inkscape:connector-curvature="0"
+               d="m 783.50246,591.28185 c 0.53135,-0.30675 1.21085,-0.12468 1.51765,0.40665 0.30678,0.53139 0.1247,1.21092 -0.40666,1.51766 -0.53138,0.30682 -1.21087,0.12475 -1.51764,-0.40665 -0.3068,-0.53132 -0.12473,-1.21084 0.40665,-1.51766"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               id="path48275" />
+            <path
+               inkscape:connector-curvature="0"
+               d="m 800.94671,592.24398 c 3e-5,-0.61363 0.49753,-1.11113 1.11117,-1.11116 0.61369,3e-5 1.11122,0.49755 1.11119,1.11119 2e-5,0.61369 -0.49748,1.11119 -1.11117,1.11116 -0.61364,3e-5 -1.11116,-0.49749 -1.11119,-1.11119"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               id="path48277" />
+          </g>
+        </g>
+      </g>
     </g>
     <g
        aria-label="CV B"
-       id="text3277-7"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
+       id="text48281"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
       <path
-         d="m 28.313206,273.99266 q -0.09525,-0.0247 -0.176389,-0.0776 -0.08114,-0.0564 -0.14111,-0.13053 -0.05645,-0.0776 -0.08819,-0.16933 -0.03175,-0.0917 -0.03175,-0.19403 v -1.19944 q 0,-0.0988 0.03175,-0.1905 0.03175,-0.0953 0.08819,-0.16934 0.05997,-0.0776 0.14111,-0.13052 0.08114,-0.0564 0.176389,-0.0811 0.197555,-0.0529 0.380999,0.0247 0.183444,0.0741 0.285749,0.25047 0.03881,0.06 0.01764,0.127 -0.01764,0.067 -0.07761,0.10584 -0.05997,0.0353 -0.126999,0.0176 -0.06703,-0.0212 -0.105834,-0.0811 -0.04233,-0.0741 -0.123471,-0.10584 -0.07761,-0.0353 -0.162278,-0.0106 -0.08114,0.0212 -0.134055,0.0917 -0.05292,0.067 -0.05292,0.1517 v 1.19944 q 0,0.0882 0.05292,0.15522 0.05292,0.067 0.134055,0.0917 0.08467,0.0212 0.162278,-0.0106 0.08114,-0.0353 0.123471,-0.10936 0.03881,-0.06 0.105834,-0.0776 0.06703,-0.0212 0.126999,0.0141 0.05997,0.0388 0.07761,0.10583 0.02117,0.067 -0.01764,0.127 -0.102305,0.17639 -0.285749,0.25047 -0.183444,0.0776 -0.380999,0.0247 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3562" />
+         d="m 28.082701,105.68614 q -0.10668,-0.0276 -0.197555,-0.0869 -0.09088,-0.0632 -0.158045,-0.14619 -0.06322,-0.0869 -0.09878,-0.18965 -0.03556,-0.10273 -0.03556,-0.21732 v -1.34337 q 0,-0.11063 0.03556,-0.21336 0.03556,-0.10668 0.09878,-0.18966 0.06717,-0.0869 0.158045,-0.14619 0.09088,-0.0632 0.197555,-0.0909 0.221262,-0.0593 0.42672,0.0277 0.205458,0.083 0.32004,0.28052 0.04346,0.0672 0.01975,0.14224 -0.01975,0.0751 -0.08692,0.11854 -0.06717,0.0395 -0.14224,0.0198 -0.07507,-0.0237 -0.118533,-0.0909 -0.04741,-0.083 -0.138289,-0.11854 -0.08693,-0.0395 -0.181751,-0.0118 -0.09088,0.0237 -0.150142,0.10273 -0.05927,0.0751 -0.05927,0.1699 v 1.34337 q 0,0.0988 0.05927,0.17385 0.05927,0.0751 0.150142,0.10273 0.09483,0.0237 0.181751,-0.0119 0.09087,-0.0395 0.138289,-0.12249 0.04346,-0.0672 0.118533,-0.0869 0.07507,-0.0237 0.14224,0.0158 0.06717,0.0435 0.08692,0.11854 0.02371,0.0751 -0.01975,0.14224 -0.114582,0.19755 -0.32004,0.28053 -0.205458,0.0869 -0.42672,0.0276 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2630" />
       <path
-         d="m 29.156337,271.84424 q -0.01764,-0.0706 0.01411,-0.13052 0.03528,-0.06 0.105833,-0.0776 0.06703,-0.0176 0.127,0.0176 0.0635,0.0317 0.08114,0.0988 0.06703,0.25047 0.137583,0.50447 0.05997,0.21873 0.130527,0.47272 0.07055,0.254 0.134055,0.47978 0.05997,-0.22578 0.130528,-0.47978 0.07056,-0.25399 0.130527,-0.47272 0.06703,-0.254 0.137583,-0.50447 0.01764,-0.067 0.07761,-0.0988 0.0635,-0.0353 0.130528,-0.0176 0.07055,0.0176 0.102305,0.0776 0.03528,0.06 0.01764,0.13052 l -0.564443,2.04611 q -0.01764,0.0564 -0.0635,0.0882 -0.04233,0.0353 -0.09878,0.0353 -0.05997,0 -0.105833,-0.0353 -0.04233,-0.0317 -0.05997,-0.0882 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3564" />
+         d="m 29.010076,103.27992 q -0.01975,-0.079 0.0158,-0.14619 0.03951,-0.0672 0.118533,-0.0869 0.07507,-0.0198 0.14224,0.0198 0.07112,0.0356 0.09088,0.11063 0.07507,0.28053 0.154093,0.56501 0.06717,0.24497 0.146191,0.52945 0.07902,0.28448 0.150142,0.53735 0.06717,-0.25287 0.146191,-0.53735 0.07902,-0.28448 0.146191,-0.52945 0.07507,-0.28448 0.154094,-0.56501 0.01975,-0.0751 0.08692,-0.11063 0.07112,-0.0395 0.146191,-0.0198 0.07902,0.0198 0.114582,0.0869 0.03951,0.0672 0.01976,0.14619 l -0.632178,2.29164 q -0.01975,0.0632 -0.07112,0.0988 -0.04741,0.0395 -0.110631,0.0395 -0.06717,0 -0.118533,-0.0395 -0.04741,-0.0356 -0.06717,-0.0988 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2632" />
       <path
-         d="m 32.719382,272.36283 q 0,0.12347 -0.04939,0.23283 -0.04939,0.10936 -0.130528,0.1905 0.08114,0.0811 0.130528,0.1905 0.04939,0.10936 0.04939,0.23283 v 0.19756 q 0,0.12347 -0.04939,0.23283 -0.04586,0.10583 -0.127,0.18697 -0.07761,0.0811 -0.186972,0.127 -0.109361,0.0459 -0.229305,0.0459 h -0.423332 q -0.07056,0 -0.119945,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -2.01789 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119945,-0.0494 h 0.423332 q 0.119944,0 0.229305,0.0459 0.109361,0.0459 0.186972,0.127 0.08114,0.0811 0.127,0.1905 0.04939,0.10584 0.04939,0.22931 v 0.127 z m -0.338666,0.84666 q 0,-0.10583 -0.07408,-0.17991 -0.07408,-0.0741 -0.179916,-0.0741 h -0.253999 v 0.70556 h 0.253999 q 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17991 v -0.19756 z m -0.253999,-0.59266 q 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17991 v -0.127 q 0,-0.10584 -0.07408,-0.17992 -0.07408,-0.0741 -0.179916,-0.0741 h -0.253999 v 0.635 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3566" />
+         d="m 32.966828,103.86073 q 0,0.13829 -0.05532,0.26077 -0.05532,0.12249 -0.146191,0.21336 0.09088,0.0909 0.146191,0.21336 0.05532,0.12249 0.05532,0.26078 v 0.22126 q 0,0.13829 -0.05532,0.26077 -0.05136,0.11854 -0.14224,0.20941 -0.08693,0.0909 -0.209409,0.14224 -0.122484,0.0514 -0.256822,0.0514 h -0.474133 q -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.26003 q 0,-0.079 0.05532,-0.13434 0.05532,-0.0553 0.134338,-0.0553 h 0.474133 q 0.134338,0 0.256822,0.0514 0.122484,0.0514 0.209409,0.14224 0.09088,0.0909 0.14224,0.21336 0.05532,0.11853 0.05532,0.25682 v 0.14224 z m -0.379306,0.94827 q 0,-0.11854 -0.08297,-0.20151 -0.08297,-0.083 -0.201506,-0.083 h -0.28448 v 0.79022 h 0.28448 q 0.118533,0 0.201506,-0.083 0.08297,-0.083 0.08297,-0.20151 V 104.809 Z m -0.28448,-0.66379 q 0.118533,0 0.201506,-0.083 0.08297,-0.083 0.08297,-0.20151 v -0.14224 q 0,-0.11853 -0.08297,-0.2015 -0.08297,-0.083 -0.201506,-0.083 h -0.28448 v 0.7112 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2634" />
     </g>
     <g
        aria-label="OUT A"
-       id="text3305"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;stroke-width:0.264583">
+       id="text48285"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
       <path
-         d="m 6.8565355,287.0661 q -0.1234719,0 -0.2328328,-0.0459 -0.1058331,-0.0459 -0.1869718,-0.127 -0.081139,-0.0811 -0.1269997,-0.18697 -0.045861,-0.10936 -0.045861,-0.23284 v -1.19944 q 0,-0.12347 0.045861,-0.2293 0.045861,-0.10936 0.1269997,-0.1905 0.081139,-0.0811 0.1869718,-0.127 0.1093609,-0.0459 0.2328328,-0.0459 0.123472,0 0.2293051,0.0459 0.1093608,0.0459 0.1904995,0.127 0.081139,0.0811 0.1269998,0.1905 0.045861,0.10583 0.045861,0.2293 v 1.19944 q 0,0.12348 -0.045861,0.23284 -0.045861,0.10583 -0.1269998,0.18697 -0.081139,0.0811 -0.1904995,0.127 -0.1058331,0.0459 -0.2293051,0.0459 z m 0,-2.04611 q -0.1058331,0 -0.1799163,0.0741 -0.074083,0.0741 -0.074083,0.17991 v 1.19944 q 0,0.10584 0.074083,0.17992 0.074083,0.0741 0.1799163,0.0741 0.1058331,0 0.1799163,-0.0741 0.074083,-0.0741 0.074083,-0.17992 v -1.19944 q 0,-0.10583 -0.074083,-0.17991 -0.074083,-0.0741 -0.1799163,-0.0741 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3527" />
+         d="m 6.7420179,118.74564 q -0.1382889,0 -0.2607733,-0.0514 -0.1185333,-0.0514 -0.2094088,-0.14224 -0.090876,-0.0909 -0.14224,-0.20941 -0.051364,-0.12249 -0.051364,-0.26078 v -1.34337 q 0,-0.13829 0.051364,-0.25683 0.051364,-0.12248 0.14224,-0.21336 0.090876,-0.0909 0.2094088,-0.14224 0.1224844,-0.0514 0.2607733,-0.0514 0.1382888,0 0.2568221,0.0514 0.1224844,0.0514 0.2133599,0.14224 0.090876,0.0909 0.14224,0.21336 0.051364,0.11854 0.051364,0.25683 v 1.34337 q 0,0.13829 -0.051364,0.26078 -0.051364,0.11853 -0.14224,0.20941 -0.090876,0.0909 -0.2133599,0.14224 -0.1185333,0.0514 -0.2568221,0.0514 z m 0,-2.29164 q -0.1185333,0 -0.2015067,0.083 -0.082973,0.083 -0.082973,0.20151 v 1.34337 q 0,0.11854 0.082973,0.20151 0.082973,0.083 0.2015067,0.083 0.1185332,0 0.2015066,-0.083 0.082973,-0.083 0.082973,-0.20151 v -1.34337 q 0,-0.11854 -0.082973,-0.20151 -0.082973,-0.083 -0.2015066,-0.083 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2644" />
       <path
-         d="m 8.0841941,286.47343 q 0,0.10584 0.074083,0.17992 0.074083,0.0741 0.1799162,0.0741 0.1023054,0 0.1763885,-0.0741 0.077611,-0.0741 0.077611,-0.17992 v -1.62277 q 0,-0.0706 0.049389,-0.11994 0.049389,-0.0494 0.1199441,-0.0494 0.070555,0 0.1199442,0.0494 0.049389,0.0494 0.049389,0.11994 v 1.62277 q 0,0.12348 -0.049389,0.23284 -0.045861,0.10583 -0.1269997,0.18697 -0.077611,0.0811 -0.1869718,0.127 -0.1093609,0.0459 -0.2293051,0.0459 -0.1234719,0 -0.2328328,-0.0459 -0.1058331,-0.0459 -0.1869718,-0.127 -0.081139,-0.0811 -0.1269997,-0.18697 -0.045861,-0.10936 -0.045861,-0.23284 v -1.62277 q 0,-0.0706 0.049389,-0.11994 0.049389,-0.0494 0.1199442,-0.0494 0.070555,0 0.1199442,0.0494 0.049389,0.0494 0.049389,0.11994 v 1.62277 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3529" />
+         d="m 8.1000647,118.08185 q 0,0.11854 0.082973,0.20151 0.082973,0.083 0.2015066,0.083 0.1145822,0 0.1975555,-0.083 0.086924,-0.083 0.086924,-0.20151 v -1.81751 q 0,-0.079 0.055316,-0.13433 0.055316,-0.0553 0.1343377,-0.0553 0.079022,0 0.1343378,0.0553 0.055316,0.0553 0.055316,0.13433 v 1.81751 q 0,0.13829 -0.055316,0.26078 -0.051365,0.11853 -0.14224,0.20941 -0.086924,0.0909 -0.2094088,0.14224 -0.1224844,0.0514 -0.2568222,0.0514 -0.1382888,0 -0.2607732,-0.0514 -0.1185333,-0.0514 -0.2094088,-0.14224 -0.090876,-0.0909 -0.14224,-0.20941 -0.051364,-0.12249 -0.051364,-0.26078 v -1.81751 q 0,-0.079 0.055316,-0.13433 0.055315,-0.0553 0.1343377,-0.0553 0.079022,0 0.1343378,0.0553 0.055316,0.0553 0.055316,0.13433 v 1.81751 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2646" />
       <path
-         d="m 10.214966,284.69544 q 0.07056,0 0.119945,0.0494 0.04939,0.0494 0.04939,0.11994 0,0.0706 -0.04939,0.11995 -0.04939,0.0494 -0.119945,0.0494 H 9.9256893 v 1.86267 q 0,0.0705 -0.049389,0.11994 -0.049389,0.0494 -0.1199442,0.0494 -0.070555,0 -0.1199442,-0.0494 -0.049389,-0.0494 -0.049389,-0.11994 V 285.0341 H 9.2977463 q -0.070555,0 -0.1199442,-0.0494 -0.049389,-0.0494 -0.049389,-0.11995 0,-0.0706 0.049389,-0.11994 0.049389,-0.0494 0.1199442,-0.0494 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3531" />
+         d="m 10.469601,116.09049 q 0.07902,0 0.134338,0.0553 0.05532,0.0553 0.05532,0.13434 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 H 10.14561 v 2.08619 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.1343374,0.0553 -0.079022,0 -0.1343377,-0.0553 -0.055316,-0.0553 -0.055316,-0.13434 v -2.08619 h -0.323991 q -0.079022,0 -0.1343377,-0.0553 -0.055315,-0.0553 -0.055315,-0.13434 0,-0.079 0.055315,-0.13434 0.055316,-0.0553 0.1343377,-0.0553 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2648" />
       <path
-         d="m 12.592679,286.85091 q 0.01764,0.0706 -0.01764,0.13052 -0.03175,0.06 -0.09878,0.0776 -0.07056,0.0176 -0.130527,-0.0176 -0.05997,-0.0317 -0.07761,-0.0988 -0.01411,-0.0423 -0.02822,-0.10231 -0.01411,-0.0494 -0.03528,-0.11641 -0.01764,-0.0706 -0.03881,-0.1517 h -0.599721 q -0.02469,0.0811 -0.04233,0.1517 -0.01764,0.067 -0.03175,0.11641 -0.01411,0.06 -0.02822,0.10231 -0.01764,0.067 -0.07761,0.0988 -0.05997,0.0353 -0.130527,0.0176 -0.06703,-0.0176 -0.102306,-0.0776 -0.03175,-0.06 -0.01411,-0.13052 l 0.564443,-2.04611 q 0.01411,-0.0564 0.05645,-0.0882 0.04586,-0.0353 0.105833,-0.0353 0.05997,0 0.102305,0.0353 0.04586,0.0317 0.05997,0.0882 z m -0.52211,-0.61736 q -0.04939,-0.18345 -0.102306,-0.37748 -0.05292,-0.19402 -0.102305,-0.36688 -0.04939,0.17286 -0.102305,0.36688 -0.05292,0.19403 -0.102306,0.37748 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3533" />
+         d="m 13.098777,118.50462 q 0.01975,0.079 -0.01976,0.14619 -0.03556,0.0672 -0.110631,0.0869 -0.07902,0.0198 -0.146191,-0.0198 -0.06717,-0.0356 -0.08692,-0.11063 -0.01581,-0.0474 -0.03161,-0.11458 -0.01581,-0.0553 -0.03951,-0.13039 -0.01976,-0.079 -0.04346,-0.16989 h -0.671688 q -0.02766,0.0909 -0.04741,0.16989 -0.01975,0.0751 -0.03556,0.13039 -0.0158,0.0672 -0.03161,0.11458 -0.01976,0.0751 -0.08693,0.11063 -0.06717,0.0395 -0.146191,0.0198 -0.07507,-0.0198 -0.114582,-0.0869 -0.03556,-0.0672 -0.0158,-0.14619 l 0.632177,-2.29164 q 0.01581,-0.0632 0.06322,-0.0988 0.05136,-0.0395 0.118533,-0.0395 0.06717,0 0.114582,0.0395 0.05136,0.0356 0.06717,0.0988 z m -0.584764,-0.69144 q -0.05532,-0.20546 -0.114583,-0.42277 -0.05927,-0.21731 -0.114582,-0.41092 -0.05532,0.19361 -0.114582,0.41092 -0.05927,0.21731 -0.114582,0.42277 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2650" />
     </g>
     <g
        aria-label="OUT B"
-       id="text3305-8"
-       style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
+       id="text48289"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
       <path
-         d="m 28.636252,287.0661 q -0.123472,0 -0.232833,-0.0459 -0.105833,-0.0459 -0.186972,-0.127 -0.08114,-0.0811 -0.127,-0.18697 -0.04586,-0.10936 -0.04586,-0.23284 v -1.19944 q 0,-0.12347 0.04586,-0.2293 0.04586,-0.10936 0.127,-0.1905 0.08114,-0.0811 0.186972,-0.127 0.109361,-0.0459 0.232833,-0.0459 0.123471,0 0.229305,0.0459 0.10936,0.0459 0.190499,0.127 0.08114,0.0811 0.127,0.1905 0.04586,0.10583 0.04586,0.2293 v 1.19944 q 0,0.12348 -0.04586,0.23284 -0.04586,0.10583 -0.127,0.18697 -0.08114,0.0811 -0.190499,0.127 -0.105834,0.0459 -0.229305,0.0459 z m 0,-2.04611 q -0.105834,0 -0.179917,0.0741 -0.07408,0.0741 -0.07408,0.17991 v 1.19944 q 0,0.10584 0.07408,0.17992 0.07408,0.0741 0.179917,0.0741 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17992 v -1.19944 q 0,-0.10583 -0.07408,-0.17991 -0.07408,-0.0741 -0.179916,-0.0741 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3553" />
+         d="m 28.311823,118.74564 q -0.138289,0 -0.260773,-0.0514 -0.118534,-0.0514 -0.209409,-0.14224 -0.09088,-0.0909 -0.14224,-0.20941 -0.05136,-0.12249 -0.05136,-0.26078 v -1.34337 q 0,-0.13829 0.05136,-0.25683 0.05136,-0.12248 0.14224,-0.21336 0.09088,-0.0909 0.209409,-0.14224 0.122484,-0.0514 0.260773,-0.0514 0.138289,0 0.256822,0.0514 0.122485,0.0514 0.21336,0.14224 0.09088,0.0909 0.14224,0.21336 0.05136,0.11854 0.05136,0.25683 v 1.34337 q 0,0.13829 -0.05136,0.26078 -0.05136,0.11853 -0.14224,0.20941 -0.09088,0.0909 -0.21336,0.14224 -0.118533,0.0514 -0.256822,0.0514 z m 0,-2.29164 q -0.118533,0 -0.201507,0.083 -0.08297,0.083 -0.08297,0.20151 v 1.34337 q 0,0.11854 0.08297,0.20151 0.08297,0.083 0.201507,0.083 0.118533,0 0.201507,-0.083 0.08297,-0.083 0.08297,-0.20151 v -1.34337 q 0,-0.11854 -0.08297,-0.20151 -0.08297,-0.083 -0.201507,-0.083 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2670" />
       <path
-         d="m 29.86391,286.47343 q 0,0.10584 0.07408,0.17992 0.07408,0.0741 0.179917,0.0741 0.102305,0 0.176388,-0.0741 0.07761,-0.0741 0.07761,-0.17992 v -1.62277 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 0.07055,0 0.119944,0.0494 0.04939,0.0494 0.04939,0.11994 v 1.62277 q 0,0.12348 -0.04939,0.23284 -0.04586,0.10583 -0.127,0.18697 -0.07761,0.0811 -0.186971,0.127 -0.109361,0.0459 -0.229305,0.0459 -0.123472,0 -0.232833,-0.0459 -0.105833,-0.0459 -0.186972,-0.127 -0.08114,-0.0811 -0.127,-0.18697 -0.04586,-0.10936 -0.04586,-0.23284 v -1.62277 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 0.07056,0 0.119944,0.0494 0.04939,0.0494 0.04939,0.11994 v 1.62277 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3555" />
+         d="m 29.66987,118.08185 q 0,0.11854 0.08297,0.20151 0.08297,0.083 0.201507,0.083 0.114582,0 0.197555,-0.083 0.08693,-0.083 0.08693,-0.20151 v -1.81751 q 0,-0.079 0.05532,-0.13433 0.05532,-0.0553 0.134338,-0.0553 0.07902,0 0.134338,0.0553 0.05532,0.0553 0.05532,0.13433 v 1.81751 q 0,0.13829 -0.05532,0.26078 -0.05137,0.11853 -0.14224,0.20941 -0.08692,0.0909 -0.209409,0.14224 -0.122484,0.0514 -0.256822,0.0514 -0.138289,0 -0.260773,-0.0514 -0.118534,-0.0514 -0.209409,-0.14224 -0.09088,-0.0909 -0.14224,-0.20941 -0.05137,-0.12249 -0.05137,-0.26078 v -1.81751 q 0,-0.079 0.05532,-0.13433 0.05532,-0.0553 0.134338,-0.0553 0.07902,0 0.134337,0.0553 0.05532,0.0553 0.05532,0.13433 v 1.81751 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2672" />
       <path
-         d="m 31.994683,284.69544 q 0.07056,0 0.119944,0.0494 0.04939,0.0494 0.04939,0.11994 0,0.0706 -0.04939,0.11995 -0.04939,0.0494 -0.119944,0.0494 h -0.289278 v 1.86267 q 0,0.0705 -0.04939,0.11994 -0.04939,0.0494 -0.119945,0.0494 -0.07056,0 -0.119944,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -1.86267 h -0.289277 q -0.07055,0 -0.119944,-0.0494 -0.04939,-0.0494 -0.04939,-0.11995 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3557" />
+         d="m 32.039406,116.09049 q 0.07902,0 0.134338,0.0553 0.05532,0.0553 0.05532,0.13434 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 h -0.323991 v 2.08619 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134337,0.0553 -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.08619 h -0.323991 q -0.07902,0 -0.134337,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 0,-0.079 0.05532,-0.13434 0.05532,-0.0553 0.134337,-0.0553 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2674" />
       <path
-         d="m 34.25245,285.4151 q 0,0.12348 -0.04939,0.23284 -0.04939,0.10936 -0.130528,0.1905 0.08114,0.0811 0.130528,0.1905 0.04939,0.10936 0.04939,0.23283 v 0.19755 q 0,0.12348 -0.04939,0.23284 -0.04586,0.10583 -0.127,0.18697 -0.07761,0.0811 -0.186972,0.127 -0.109361,0.0459 -0.229305,0.0459 h -0.423332 q -0.07056,0 -0.119945,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -2.01789 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119945,-0.0494 h 0.423332 q 0.119944,0 0.229305,0.0459 0.109361,0.0459 0.186972,0.127 0.08114,0.0811 0.127,0.1905 0.04939,0.10583 0.04939,0.2293 v 0.127 z m -0.338666,0.84667 q 0,-0.10583 -0.07408,-0.17992 -0.07408,-0.0741 -0.179916,-0.0741 h -0.253999 v 0.70555 h 0.253999 q 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17992 v -0.19755 z m -0.253999,-0.59267 q 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17992 v -0.127 q 0,-0.10583 -0.07408,-0.17991 -0.07408,-0.0741 -0.179916,-0.0741 h -0.253999 v 0.635 z"
-         style="fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3559" />
+         d="m 34.534244,116.89652 q 0,0.13829 -0.05532,0.26077 -0.05532,0.12249 -0.146191,0.21336 0.09088,0.0909 0.146191,0.21336 0.05532,0.12249 0.05532,0.26078 v 0.22126 q 0,0.13829 -0.05532,0.26077 -0.05137,0.11854 -0.14224,0.20941 -0.08693,0.0909 -0.209409,0.14224 -0.122485,0.0514 -0.256822,0.0514 h -0.474133 q -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.26003 q 0,-0.079 0.05532,-0.13434 0.05532,-0.0553 0.134338,-0.0553 h 0.474133 q 0.134337,0 0.256822,0.0514 0.122484,0.0514 0.209409,0.14224 0.09087,0.0909 0.14224,0.21336 0.05532,0.11853 0.05532,0.25682 v 0.14224 z m -0.379306,0.94827 q 0,-0.11854 -0.08297,-0.20151 -0.08297,-0.083 -0.201506,-0.083 h -0.28448 v 0.79022 h 0.28448 q 0.118533,0 0.201506,-0.083 0.08297,-0.083 0.08297,-0.20151 v -0.22126 z m -0.28448,-0.66379 q 0.118533,0 0.201506,-0.083 0.08297,-0.083 0.08297,-0.20151 v -0.14224 q 0,-0.11853 -0.08297,-0.20151 -0.08297,-0.083 -0.201506,-0.083 h -0.28448 v 0.7112 z"
+         style="font-size:3.95111px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2676" />
     </g>
     <g
-       aria-label="CHOPP OUT"
-       id="text3333"
-       style="font-size:3.52777px;line-height:0.85;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;stroke-width:0.264583">
+       style="display:inline;enable-background:new"
+       inkscape:export-ydpi="599.91437"
+       inkscape:export-xdpi="599.91437"
+       inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+       inkscape:label="Capa 1"
+       id="g48293"
+       transform="matrix(0.21527812,0,0,0.21527812,-158.7991,-34.910439)">
+      <g
+         id="g48295"
+         transform="matrix(1.4349548,0,0,1.4349548,-259.63944,-278.07628)">
+        <g
+           id="g48297"
+           style="fill:#ffffff">
+          <path
+             inkscape:transform-center-y="-26.485113"
+             inkscape:connector-curvature="0"
+             d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
+             style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+             id="path48299" />
+          <path
+             id="path48301"
+             style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+             d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
+             inkscape:connector-curvature="0"
+             inkscape:transform-center-y="-26.485113" />
+          <g
+             id="g48303">
+            <path
+               sodipodi:type="arc"
+               style="display:inline;fill:none;stroke:#ffffff;stroke-width:1.41714px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new"
+               id="path48305"
+               sodipodi:cx="133.29521"
+               sodipodi:cy="219.52234"
+               sodipodi:rx="23.963184"
+               sodipodi:ry="23.963184"
+               transform="matrix(-0.76288877,0,0,0.76296138,894.69404,408.97765)"
+               sodipodi:start="2.0832953"
+               sodipodi:end="1.0646776"
+               sodipodi:open="true"
+               sodipodi:arc-type="arc"
+               d="m 121.5447,240.40678 a 23.963184,23.963184 0 0 1 -11.42049,-26.99498 23.963184,23.963184 0 0 1 23.24745,-17.85252 23.963184,23.963184 0 0 1 23.13307,18.00048 23.963184,23.963184 0 0 1 -11.5925,26.92156" />
+            <path
+               id="path48307"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               d="m 783.50246,591.28185 c 0.53135,-0.30675 1.21085,-0.12468 1.51765,0.40665 0.30678,0.53139 0.1247,1.21092 -0.40666,1.51766 -0.53138,0.30682 -1.21087,0.12475 -1.51764,-0.40665 -0.3068,-0.53132 -0.12473,-1.21084 0.40665,-1.51766"
+               inkscape:connector-curvature="0" />
+            <path
+               id="path48309"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               d="m 800.94671,592.24398 c 3e-5,-0.61363 0.49753,-1.11113 1.11117,-1.11116 0.61369,3e-5 1.11122,0.49755 1.11119,1.11119 2e-5,0.61369 -0.49748,1.11119 -1.11117,1.11116 -0.61364,3e-5 -1.11116,-0.49749 -1.11119,-1.11119"
+               inkscape:connector-curvature="0" />
+            <path
+               id="path48311"
+               style="display:inline;fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none;enable-background:new"
+               d="m 791.93575,557.51491 c 0.35782,-0.6197 1.15031,-0.83204 1.77004,-0.47428 0.61975,0.35784 0.83211,1.15037 0.47429,1.77005 -0.35779,0.61977 -1.15029,0.83212 -1.77004,0.47427 -0.61971,-0.35775 -0.83207,-1.15028 -0.47429,-1.77004"
+               inkscape:connector-curvature="0"
+               inkscape:transform-center-y="-26.485113" />
+          </g>
+        </g>
+      </g>
+    </g>
+    <path
+       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.282222px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new"
+       d="m 25.197378,97.865644 v -5.351615 l 5.082704,-2.964288 v -7.825834"
+       id="path48315"
+       inkscape:connector-curvature="0"
+       sodipodi:nodetypes="cccc" />
+    <g
+       aria-label="CHOPP
+OUT"
+       id="text48739"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';text-align:center;letter-spacing:-0.0169333px;word-spacing:0px;text-anchor:middle;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
       <path
-         d="m 17.218701,286.05275 q -0.09525,-0.0247 -0.176388,-0.0776 -0.08114,-0.0564 -0.141111,-0.13052 -0.05644,-0.0776 -0.08819,-0.16934 -0.03175,-0.0917 -0.03175,-0.19402 v -1.19944 q 0,-0.0988 0.03175,-0.1905 0.03175,-0.0953 0.08819,-0.16934 0.05997,-0.0776 0.141111,-0.13052 0.08114,-0.0564 0.176388,-0.0811 0.197555,-0.0529 0.380999,0.0247 0.183444,0.0741 0.28575,0.25047 0.0388,0.06 0.01764,0.127 -0.01764,0.067 -0.07761,0.10584 -0.05997,0.0353 -0.127,0.0176 -0.06703,-0.0212 -0.105833,-0.0811 -0.04233,-0.0741 -0.123472,-0.10584 -0.07761,-0.0353 -0.162278,-0.0106 -0.08114,0.0212 -0.134055,0.0917 -0.05292,0.067 -0.05292,0.1517 v 1.19944 q 0,0.0882 0.05292,0.15522 0.05292,0.067 0.134055,0.0917 0.08467,0.0212 0.162278,-0.0106 0.08114,-0.0353 0.123472,-0.10936 0.0388,-0.06 0.105833,-0.0776 0.06703,-0.0212 0.127,0.0141 0.05997,0.0388 0.07761,0.10583 0.02117,0.067 -0.01764,0.127 -0.102306,0.17639 -0.28575,0.25047 -0.183444,0.0776 -0.380999,0.0247 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3536" />
+         d="m 16.797682,117.71633 q -0.10668,-0.0276 -0.197556,-0.0869 -0.09088,-0.0632 -0.158044,-0.14619 -0.06322,-0.0869 -0.09878,-0.18965 -0.03556,-0.10273 -0.03556,-0.21732 v -1.34337 q 0,-0.11063 0.03556,-0.21336 0.03556,-0.10668 0.09878,-0.18966 0.06717,-0.0869 0.158044,-0.14619 0.09088,-0.0632 0.197556,-0.0909 0.221262,-0.0593 0.42672,0.0277 0.205457,0.083 0.320039,0.28053 0.04346,0.0672 0.01976,0.14224 -0.01976,0.0751 -0.08692,0.11854 -0.06717,0.0395 -0.14224,0.0198 -0.07507,-0.0237 -0.118534,-0.0909 -0.04741,-0.083 -0.138289,-0.11854 -0.08692,-0.0395 -0.181751,-0.0118 -0.09088,0.0237 -0.150142,0.10273 -0.05927,0.0751 -0.05927,0.1699 v 1.34337 q 0,0.0988 0.05927,0.17385 0.05927,0.0751 0.150142,0.10273 0.09483,0.0237 0.181751,-0.0118 0.09088,-0.0395 0.138289,-0.12249 0.04346,-0.0672 0.118534,-0.0869 0.07507,-0.0237 0.14224,0.0158 0.06717,0.0435 0.08692,0.11854 0.02371,0.0751 -0.01976,0.14224 -0.114582,0.19755 -0.320039,0.28053 -0.205458,0.0869 -0.42672,0.0276 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2653" />
       <path
-         d="m 19.028441,283.85847 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 0.07056,0 0.119944,0.0494 0.04939,0.0494 0.04939,0.11994 v 2.04611 q 0,0.0705 -0.04939,0.11994 -0.04939,0.0494 -0.119944,0.0494 -0.07055,0 -0.119944,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -0.889 h -0.507999 v 0.889 q 0,0.0705 -0.04939,0.11994 -0.04939,0.0494 -0.119945,0.0494 -0.07056,0 -0.119944,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -2.04611 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 0.07056,0 0.119945,0.0494 0.04939,0.0494 0.04939,0.11994 v 0.81845 h 0.507999 v -0.81845 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3538" />
+         d="m 18.807661,115.25874 q 0,-0.079 0.05532,-0.13433 0.05532,-0.0553 0.134337,-0.0553 0.07902,0 0.134338,0.0553 0.05532,0.0553 0.05532,0.13433 v 2.29165 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 -0.07902,0 -0.134337,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -0.99568 h -0.56896 v 0.99568 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.29165 q 0,-0.079 0.05532,-0.13433 0.05532,-0.0553 0.134338,-0.0553 0.07902,0 0.134338,0.0553 0.05532,0.0553 0.05532,0.13433 v 0.91666 h 0.56896 v -0.91666 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2655" />
       <path
-         d="m 20.284322,286.07391 q -0.123471,0 -0.232832,-0.0459 -0.105833,-0.0459 -0.186972,-0.127 -0.08114,-0.0811 -0.127,-0.18697 -0.04586,-0.10936 -0.04586,-0.23283 v -1.19944 q 0,-0.12348 0.04586,-0.22931 0.04586,-0.10936 0.127,-0.1905 0.08114,-0.0811 0.186972,-0.127 0.109361,-0.0459 0.232832,-0.0459 0.123472,0 0.229306,0.0459 0.10936,0.0459 0.190499,0.127 0.08114,0.0811 0.127,0.1905 0.04586,0.10583 0.04586,0.22931 v 1.19944 q 0,0.12347 -0.04586,0.23283 -0.04586,0.10583 -0.127,0.18697 -0.08114,0.0811 -0.190499,0.127 -0.105834,0.0459 -0.229306,0.0459 z m 0,-2.0461 q -0.105833,0 -0.179916,0.0741 -0.07408,0.0741 -0.07408,0.17992 v 1.19944 q 0,0.10583 0.07408,0.17991 0.07408,0.0741 0.179916,0.0741 0.105834,0 0.179917,-0.0741 0.07408,-0.0741 0.07408,-0.17991 v -1.19944 q 0,-0.10584 -0.07408,-0.17992 -0.07408,-0.0741 -0.179917,-0.0741 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3540" />
+         d="m 20.197317,117.74004 q -0.138288,0 -0.260773,-0.0514 -0.118533,-0.0514 -0.209409,-0.14224 -0.09088,-0.0909 -0.14224,-0.20941 -0.05136,-0.12249 -0.05136,-0.26078 v -1.34337 q 0,-0.13829 0.05136,-0.25683 0.05137,-0.12248 0.14224,-0.21336 0.09088,-0.0909 0.209409,-0.14224 0.122485,-0.0514 0.260773,-0.0514 0.138289,0 0.256823,0.0514 0.122484,0.0514 0.213359,0.14224 0.09088,0.0909 0.14224,0.21336 0.05137,0.11854 0.05137,0.25683 v 1.34337 q 0,0.13829 -0.05137,0.26078 -0.05136,0.11853 -0.14224,0.20941 -0.09088,0.0909 -0.213359,0.14224 -0.118534,0.0514 -0.256823,0.0514 z m 0,-2.29164 q -0.118533,0 -0.201506,0.083 -0.08297,0.083 -0.08297,0.20151 v 1.34337 q 0,0.11854 0.08297,0.20151 0.08297,0.083 0.201506,0.083 0.118534,0 0.201507,-0.083 0.08297,-0.083 0.08297,-0.20151 v -1.34337 q 0,-0.11854 -0.08297,-0.20151 -0.08297,-0.083 -0.201507,-0.083 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2657" />
       <path
-         d="m 21.201537,283.87258 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 h 0.423333 q 0.123472,0 0.229305,0.0459 0.109361,0.0459 0.190499,0.127 0.08114,0.0811 0.127,0.1905 0.04586,0.10583 0.04586,0.22931 v 0.19755 q 0,0.12347 -0.04586,0.23283 -0.04586,0.10584 -0.127,0.18698 -0.08114,0.0811 -0.190499,0.127 -0.105833,0.0459 -0.229305,0.0459 h -0.254 v 0.81844 q 0,0.0705 -0.04939,0.11994 -0.04939,0.0494 -0.119944,0.0494 -0.07055,0 -0.119944,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -2.032 z m 0.846665,0.42334 q 0,-0.10584 -0.07408,-0.17992 -0.07408,-0.0741 -0.179916,-0.0741 h -0.254 v 0.70555 h 0.254 q 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17992 v -0.19755 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3542" />
+         d="m 21.207667,115.27455 q 0,-0.079 0.05532,-0.13434 0.05532,-0.0553 0.134338,-0.0553 h 0.474133 q 0.138289,0 0.256822,0.0514 0.122485,0.0514 0.21336,0.14224 0.09088,0.0909 0.14224,0.21336 0.05137,0.11853 0.05137,0.25682 v 0.22126 q 0,0.13829 -0.05137,0.26078 -0.05136,0.11853 -0.14224,0.20941 -0.09088,0.0909 -0.21336,0.14224 -0.118533,0.0514 -0.256822,0.0514 h -0.28448 v 0.91666 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.27584 z m 0.948266,0.47413 q 0,-0.11853 -0.08297,-0.20151 -0.08297,-0.083 -0.201507,-0.083 h -0.28448 v 0.79022 h 0.28448 q 0.118534,0 0.201507,-0.083 0.08297,-0.083 0.08297,-0.20151 v -0.22126 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2659" />
       <path
-         d="m 22.612644,283.87258 q 0,-0.0706 0.04939,-0.11994 0.04939,-0.0494 0.119944,-0.0494 h 0.423332 q 0.123472,0 0.229305,0.0459 0.109361,0.0459 0.1905,0.127 0.08114,0.0811 0.127,0.1905 0.04586,0.10583 0.04586,0.22931 v 0.19755 q 0,0.12347 -0.04586,0.23283 -0.04586,0.10584 -0.127,0.18698 -0.08114,0.0811 -0.1905,0.127 -0.105833,0.0459 -0.229305,0.0459 H 22.95131 v 0.81844 q 0,0.0705 -0.04939,0.11994 -0.04939,0.0494 -0.119944,0.0494 -0.07056,0 -0.119944,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 v -2.032 z m 0.846665,0.42334 q 0,-0.10584 -0.07408,-0.17992 -0.07408,-0.0741 -0.179917,-0.0741 H 22.95131 v 0.70555 h 0.253999 q 0.105833,0 0.179917,-0.0741 0.07408,-0.0741 0.07408,-0.17992 v -0.19755 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3544" />
+         d="m 22.771176,115.27455 q 0,-0.079 0.05532,-0.13434 0.05532,-0.0553 0.134338,-0.0553 h 0.474133 q 0.138289,0 0.256822,0.0514 0.122485,0.0514 0.21336,0.14224 0.09088,0.0909 0.14224,0.21336 0.05137,0.11853 0.05137,0.25682 v 0.22126 q 0,0.13829 -0.05137,0.26078 -0.05136,0.11853 -0.14224,0.20941 -0.09088,0.0909 -0.21336,0.14224 -0.118533,0.0514 -0.256822,0.0514 h -0.28448 v 0.91666 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.27584 z m 0.948266,0.47413 q 0,-0.11853 -0.08297,-0.20151 -0.08297,-0.083 -0.201507,-0.083 h -0.28448 v 0.79022 h 0.28448 q 0.118534,0 0.201507,-0.083 0.08297,-0.083 0.08297,-0.20151 v -0.22126 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2661" />
       <path
-         d="m 18.822068,289.07252 q -0.123472,0 -0.232833,-0.0459 -0.105833,-0.0459 -0.186972,-0.127 -0.08114,-0.0811 -0.127,-0.18698 -0.04586,-0.10936 -0.04586,-0.23283 v -1.19944 q 0,-0.12347 0.04586,-0.22931 0.04586,-0.10936 0.127,-0.19049 0.08114,-0.0811 0.186972,-0.127 0.109361,-0.0459 0.232833,-0.0459 0.123472,0 0.229305,0.0459 0.109361,0.0459 0.190499,0.127 0.08114,0.0811 0.127,0.19049 0.04586,0.10584 0.04586,0.22931 v 1.19944 q 0,0.12347 -0.04586,0.23283 -0.04586,0.10584 -0.127,0.18698 -0.08114,0.0811 -0.190499,0.127 -0.105833,0.0459 -0.229305,0.0459 z m 0,-2.04611 q -0.105833,0 -0.179917,0.0741 -0.07408,0.0741 -0.07408,0.17992 v 1.19944 q 0,0.10583 0.07408,0.17992 0.07408,0.0741 0.179917,0.0741 0.105833,0 0.179916,-0.0741 0.07408,-0.0741 0.07408,-0.17992 v -1.19944 q 0,-0.10583 -0.07408,-0.17992 -0.07408,-0.0741 -0.179916,-0.0741 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3546" />
+         d="m 18.568056,120.82191 q -0.138289,0 -0.260774,-0.0514 -0.118533,-0.0514 -0.209408,-0.14224 -0.09088,-0.0909 -0.14224,-0.20941 -0.05137,-0.12248 -0.05137,-0.26077 v -1.34338 q 0,-0.13829 0.05137,-0.25682 0.05136,-0.12248 0.14224,-0.21336 0.09088,-0.0909 0.209408,-0.14224 0.122485,-0.0514 0.260774,-0.0514 0.138289,0 0.256822,0.0514 0.122484,0.0514 0.21336,0.14224 0.09088,0.0909 0.14224,0.21336 0.05136,0.11853 0.05136,0.25682 v 1.34338 q 0,0.13829 -0.05136,0.26077 -0.05137,0.11854 -0.14224,0.20941 -0.09088,0.0909 -0.21336,0.14224 -0.118533,0.0514 -0.256822,0.0514 z m 0,-2.29165 q -0.118534,0 -0.201507,0.083 -0.08297,0.083 -0.08297,0.2015 v 1.34338 q 0,0.11853 0.08297,0.20151 0.08297,0.083 0.201507,0.083 0.118533,0 0.201506,-0.083 0.08297,-0.083 0.08297,-0.20151 v -1.34338 q 0,-0.11853 -0.08297,-0.2015 -0.08297,-0.083 -0.201506,-0.083 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2663" />
       <path
-         d="m 20.049726,288.47985 q 0,0.10583 0.07408,0.17992 0.07408,0.0741 0.179916,0.0741 0.102305,0 0.176388,-0.0741 0.07761,-0.0741 0.07761,-0.17992 v -1.62277 q 0,-0.0706 0.04939,-0.11995 0.04939,-0.0494 0.119944,-0.0494 0.07056,0 0.119944,0.0494 0.04939,0.0494 0.04939,0.11995 v 1.62277 q 0,0.12347 -0.04939,0.23283 -0.04586,0.10584 -0.126999,0.18698 -0.07761,0.0811 -0.186972,0.127 -0.109361,0.0459 -0.229305,0.0459 -0.123472,0 -0.232833,-0.0459 -0.105833,-0.0459 -0.186972,-0.127 -0.08114,-0.0811 -0.127,-0.18698 -0.04586,-0.10936 -0.04586,-0.23283 v -1.62277 q 0,-0.0706 0.04939,-0.11995 0.04939,-0.0494 0.119944,-0.0494 0.07056,0 0.119945,0.0494 0.04939,0.0494 0.04939,0.11995 v 1.62277 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3548" />
+         d="m 19.926103,120.15812 q 0,0.11853 0.08297,0.20151 0.08297,0.083 0.201506,0.083 0.114583,0 0.197556,-0.083 0.08692,-0.083 0.08692,-0.20151 v -1.81751 q 0,-0.079 0.05532,-0.13434 0.05532,-0.0553 0.134338,-0.0553 0.07902,0 0.134337,0.0553 0.05532,0.0553 0.05532,0.13434 v 1.81751 q 0,0.13829 -0.05532,0.26077 -0.05136,0.11854 -0.14224,0.20941 -0.08692,0.0909 -0.209408,0.14224 -0.122485,0.0514 -0.256823,0.0514 -0.138288,0 -0.260773,-0.0514 -0.118533,-0.0514 -0.209409,-0.14224 -0.09088,-0.0909 -0.14224,-0.20941 -0.05136,-0.12248 -0.05136,-0.26077 v -1.81751 q 0,-0.079 0.05532,-0.13434 0.05531,-0.0553 0.134337,-0.0553 0.07902,0 0.134338,0.0553 0.05532,0.0553 0.05532,0.13434 v 1.81751 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2665" />
       <path
-         d="m 22.180499,286.70186 q 0.07055,0 0.119944,0.0494 0.04939,0.0494 0.04939,0.11995 0,0.0705 -0.04939,0.11994 -0.04939,0.0494 -0.119944,0.0494 h -0.289277 v 1.86266 q 0,0.0706 -0.04939,0.11995 -0.04939,0.0494 -0.119944,0.0494 -0.07056,0 -0.119945,-0.0494 -0.04939,-0.0494 -0.04939,-0.11995 v -1.86266 h -0.289277 q -0.07056,0 -0.119945,-0.0494 -0.04939,-0.0494 -0.04939,-0.11994 0,-0.0706 0.04939,-0.11995 0.04939,-0.0494 0.119945,-0.0494 z"
-         style="text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-         id="path3550" />
+         d="m 22.295639,118.16676 q 0.07902,0 0.134337,0.0553 0.05532,0.0553 0.05532,0.13433 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134337,0.0553 h -0.323991 v 2.08618 q 0,0.079 -0.05532,0.13434 -0.05532,0.0553 -0.134338,0.0553 -0.07902,0 -0.134337,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 v -2.08618 H 21.26835 q -0.07902,0 -0.134338,-0.0553 -0.05532,-0.0553 -0.05532,-0.13434 0,-0.079 0.05532,-0.13433 0.05532,-0.0553 0.134338,-0.0553 z"
+         style="font-size:3.95111px;line-height:78%;text-align:center;text-anchor:middle;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2667" />
     </g>
+    <circle
+       style="display:inline;fill:#000000;fill-opacity:1;stroke:#ffffff;stroke-width:0.450001;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;enable-background:new"
+       id="path48743"
+       cx="13.171047"
+       cy="42.278866"
+       r="0.6108821" />
+    <path
+       sodipodi:nodetypes="cccc"
+       inkscape:connector-curvature="0"
+       id="path6250"
+       d="M 5.2223118,97.865644 V 92.514029 L 10.268399,89.549741 V 81.723907"
+       style="display:inline;fill:none;stroke:#ffffff;stroke-width:0.282222px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;enable-background:new" />
+    <text
+       inkscape:export-ydpi="300"
+       inkscape:export-xdpi="300"
+       inkscape:export-filename="/home/diego/Escritorio/Miniaturas_modulos_web/Hexa_VCA.png"
+       id="text8563"
+       y="77.008667"
+       x="9.6957302"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new"
+       xml:space="preserve"><tspan
+         style="font-size:2.82222px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         y="77.008667"
+         x="9.6957302"
+         id="tspan8565"
+         sodipodi:role="line">0</tspan></text>
     <g
-       id="g3511"
-       transform="translate(0,0.02932739)">
-      <g
-         aria-label="0"
-         id="text3339"
-         style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;stroke-width:0.264583">
-        <path
-           d="m 10.287918,245.50783 q -0.09878,0 -0.186266,-0.0367 -0.08467,-0.0367 -0.1495781,-0.1016 -0.064911,-0.0649 -0.1016,-0.14958 -0.036689,-0.0875 -0.036689,-0.18626 v -0.95956 q 0,-0.0988 0.036689,-0.18344 0.036689,-0.0875 0.1016,-0.1524 0.064911,-0.0649 0.1495781,-0.1016 0.08749,-0.0367 0.186266,-0.0367 0.09596,0 0.183444,0.0367 0.08749,0.0367 0.149578,0.1016 0.06491,0.0649 0.1016,0.1524 0.03951,0.0847 0.03951,0.18344 v 0.95956 q 0,0.0988 -0.03951,0.18626 -0.03669,0.0847 -0.1016,0.14958 -0.06209,0.0649 -0.149578,0.1016 -0.08749,0.0367 -0.183444,0.0367 z m 0,-1.63689 q -0.08467,0 -0.143933,0.0593 -0.05927,0.0593 -0.05927,0.14393 v 0.95956 q 0,0.0847 0.05927,0.14393 0.05927,0.0593 0.143933,0.0593 0.08184,0 0.141111,-0.0593 0.06209,-0.0593 0.06209,-0.14393 v -0.95956 q 0,-0.0847 -0.06209,-0.14393 -0.05927,-0.0593 -0.141111,-0.0593 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3588" />
-      </g>
-      <g
-         aria-label="x-1"
-         id="text3339-3"
-         style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
-        <path
-           d="m 3.8021247,258.53638 q -0.047978,-0.0226 -0.062089,-0.0734 -0.014111,-0.0508 0.011289,-0.0988 l 0.282222,-0.51364 -0.2709331,-0.49107 q -0.0254,-0.048 -0.011289,-0.096 0.014111,-0.0508 0.062089,-0.0762 0.045156,-0.0254 0.095956,-0.0113 0.0508,0.0141 0.0762,0.0593 l 0.1919109,0.35278 0.1947332,-0.35278 q 0.0254,-0.0452 0.073378,-0.0593 0.0508,-0.0141 0.098778,0.0113 0.047978,0.0254 0.062089,0.0762 0.014111,0.048 -0.011289,0.096 l -0.2709331,0.49107 0.282222,0.51364 q 0.0254,0.048 0.011289,0.0988 -0.014111,0.0508 -0.062089,0.0734 -0.047978,0.0254 -0.098778,0.0113 -0.047978,-0.0113 -0.073378,-0.0593 l -0.2060221,-0.37254 -0.2031998,0.37254 q -0.0254,0.048 -0.0762,0.0593 -0.0508,0.0141 -0.095956,-0.0113 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3576" />
-        <path
-           d="m 4.9338313,257.82801 q -0.056444,0 -0.095955,-0.0395 -0.039511,-0.0395 -0.039511,-0.096 0,-0.0564 0.039511,-0.096 0.039511,-0.0395 0.095955,-0.0395 h 0.6773328 q 0.056444,0 0.095956,0.0395 0.039511,0.0395 0.039511,0.096 0,0.0564 -0.039511,0.096 -0.039511,0.0395 -0.095956,0.0395 H 4.9338313 Z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3578" />
-        <path
-           d="m 6.2715593,257.22405 q -0.039511,0.0395 -0.095955,0.0395 -0.056444,0 -0.095955,-0.0395 -0.039511,-0.0395 -0.039511,-0.0959 0,-0.0565 0.039511,-0.096 l 0.3386664,-0.33866 q 0.064911,-0.0649 0.1467554,-0.0282 0.039511,0.0141 0.062089,0.0508 0.022578,0.0339 0.022578,0.0734 v 1.63689 q 0,0.0564 -0.039511,0.096 -0.039511,0.0395 -0.095955,0.0395 -0.056444,0 -0.095955,-0.0395 -0.039511,-0.0395 -0.039511,-0.096 v -1.30951 q -0.019756,0.0169 -0.039511,0.0367 -0.016933,0.0197 -0.031044,0.0339 -0.016933,0.0198 -0.036689,0.0367 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3580" />
-      </g>
-      <g
-         aria-label="x1"
-         id="text3339-3-3"
-         style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
-        <path
-           d="m 14.309489,258.53638 q -0.04798,-0.0226 -0.06209,-0.0734 -0.01411,-0.0508 0.01129,-0.0988 l 0.282222,-0.51364 -0.270933,-0.49107 q -0.0254,-0.048 -0.01129,-0.096 0.01411,-0.0508 0.06209,-0.0762 0.04515,-0.0254 0.09596,-0.0113 0.0508,0.0141 0.0762,0.0593 l 0.191911,0.35278 0.194733,-0.35278 q 0.0254,-0.0452 0.07338,-0.0593 0.0508,-0.0141 0.09878,0.0113 0.04798,0.0254 0.06209,0.0762 0.01411,0.048 -0.01129,0.096 l -0.270933,0.49107 0.282222,0.51364 q 0.0254,0.048 0.01129,0.0988 -0.01411,0.0508 -0.06209,0.0734 -0.04798,0.0254 -0.09878,0.0113 -0.04798,-0.0113 -0.07338,-0.0593 l -0.206022,-0.37254 -0.2032,0.37254 q -0.0254,0.048 -0.0762,0.0593 -0.0508,0.0141 -0.09596,-0.0113 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3583" />
-        <path
-           d="m 15.604884,257.22405 q -0.03951,0.0395 -0.09596,0.0395 -0.05645,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.0959 0,-0.0565 0.03951,-0.096 l 0.338667,-0.33866 q 0.06491,-0.0649 0.146755,-0.0282 0.03951,0.0141 0.06209,0.0508 0.02258,0.0339 0.02258,0.0734 v 1.63689 q 0,0.0564 -0.03951,0.096 -0.03951,0.0395 -0.09596,0.0395 -0.05644,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.096 v -1.30951 q -0.01976,0.0169 -0.03951,0.0367 -0.01693,0.0197 -0.03105,0.0339 -0.01693,0.0198 -0.03669,0.0367 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3585" />
-      </g>
+       aria-label="X-1"
+       id="text8567"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
+      <path
+         d="m 3.9160442,90.059898 q -0.038382,-0.02032 -0.054187,-0.06322 -0.013547,-0.0429 0.00677,-0.08128 L 4.1824622,89.28548 3.8912086,88.702972 q -0.02032,-0.04064 -0.00677,-0.08354 0.015804,-0.0429 0.054187,-0.06322 0.04064,-0.02032 0.083538,-0.0045 0.042898,0.01355 0.063218,0.05419 l 0.2190047,0.438009 0.2190046,-0.438009 q 0.02032,-0.04064 0.063218,-0.05419 0.042898,-0.0158 0.08128,0.0045 0.04064,0.02032 0.054187,0.06322 0.015804,0.0429 -0.00452,0.08354 L 4.4263025,89.28548 4.7401339,89.9154 q 0.02032,0.03838 0.00452,0.08128 -0.013547,0.0429 -0.054187,0.06322 -0.038382,0.02032 -0.08128,0.0045 -0.042898,-0.01355 -0.063218,-0.05193 L 4.3043824,89.527062 4.0627999,90.012485 q -0.02032,0.03838 -0.063218,0.05193 -0.042898,0.0158 -0.083538,-0.0045 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2606" />
+      <path
+         d="m 4.962523,89.484164 q -0.045156,0 -0.076765,-0.03161 -0.031609,-0.03161 -0.031609,-0.07676 0,-0.04516 0.031609,-0.07677 0.031609,-0.03161 0.076765,-0.03161 h 0.5418672 q 0.045156,0 0.076765,0.03161 0.031609,0.03161 0.031609,0.07677 0,0.04515 -0.031609,0.07676 -0.031609,0.03161 -0.076765,0.03161 H 4.962523 Z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2608" />
+      <path
+         d="m 6.0157739,89.000999 q -0.031609,0.03161 -0.076765,0.03161 -0.045156,0 -0.076764,-0.03161 -0.031609,-0.03161 -0.031609,-0.07676 0,-0.04516 0.031609,-0.07676 l 0.2709336,-0.270933 q 0.051929,-0.05193 0.1174046,-0.02258 0.031609,0.01129 0.049671,0.04064 0.018062,0.02709 0.018062,0.0587 v 1.309513 q 0,0.04516 -0.031609,0.07676 -0.031609,0.03161 -0.076765,0.03161 -0.045156,0 -0.076765,-0.03161 -0.031609,-0.03161 -0.031609,-0.07676 v -1.04761 q -0.015805,0.01355 -0.031609,0.02935 -0.013547,0.0158 -0.024836,0.02709 -0.013547,0.01581 -0.029351,0.02935 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2610" />
     </g>
     <g
-       id="g3503">
-      <g
-         aria-label="0"
-         id="text3339-1"
-         style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
-        <path
-           d="m 30.294467,245.53716 q -0.09878,0 -0.186267,-0.0367 -0.08467,-0.0367 -0.149577,-0.1016 -0.06491,-0.0649 -0.1016,-0.14958 -0.03669,-0.0875 -0.03669,-0.18627 v -0.95955 q 0,-0.0988 0.03669,-0.18344 0.03669,-0.0875 0.1016,-0.1524 0.06491,-0.0649 0.149577,-0.1016 0.08749,-0.0367 0.186267,-0.0367 0.09596,0 0.183444,0.0367 0.08749,0.0367 0.149578,0.1016 0.06491,0.0649 0.1016,0.1524 0.03951,0.0847 0.03951,0.18344 v 0.95955 q 0,0.0988 -0.03951,0.18627 -0.03669,0.0847 -0.1016,0.14958 -0.06209,0.0649 -0.149578,0.1016 -0.08749,0.0367 -0.183444,0.0367 z m 0,-1.63689 q -0.08467,0 -0.143933,0.0593 -0.05927,0.0593 -0.05927,0.14393 v 0.95955 q 0,0.0847 0.05927,0.14394 0.05927,0.0593 0.143933,0.0593 0.08184,0 0.141111,-0.0593 0.06209,-0.0593 0.06209,-0.14394 v -0.95955 q 0,-0.0847 -0.06209,-0.14393 -0.05927,-0.0593 -0.141111,-0.0593 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3591" />
-      </g>
-      <g
-         aria-label="x-1"
-         id="text3339-3-35"
-         style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
-        <path
-           d="m 23.808674,258.56574 q -0.04798,-0.0226 -0.06209,-0.0734 -0.01411,-0.0508 0.01129,-0.0988 l 0.282222,-0.51365 -0.270934,-0.49106 q -0.0254,-0.048 -0.01129,-0.096 0.01411,-0.0508 0.06209,-0.0762 0.04516,-0.0254 0.09596,-0.0113 0.0508,0.0141 0.0762,0.0593 l 0.191911,0.35278 0.194733,-0.35278 q 0.0254,-0.0452 0.07338,-0.0593 0.0508,-0.0141 0.09878,0.0113 0.04798,0.0254 0.06209,0.0762 0.01411,0.048 -0.01129,0.096 l -0.270933,0.49106 0.282222,0.51365 q 0.0254,0.048 0.01129,0.0988 -0.01411,0.0508 -0.06209,0.0734 -0.04798,0.0254 -0.09878,0.0113 -0.04798,-0.0113 -0.07338,-0.0593 l -0.206022,-0.37254 -0.2032,0.37254 q -0.0254,0.048 -0.0762,0.0593 -0.0508,0.0141 -0.09596,-0.0113 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3594" />
-        <path
-           d="m 24.94038,257.85737 q -0.05644,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.096 0,-0.0564 0.03951,-0.096 0.03951,-0.0395 0.09596,-0.0395 h 0.677333 q 0.05644,0 0.09596,0.0395 0.03951,0.0395 0.03951,0.096 0,0.0564 -0.03951,0.096 -0.03951,0.0395 -0.09596,0.0395 H 24.94038 Z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3596" />
-        <path
-           d="m 26.278108,257.25341 q -0.03951,0.0395 -0.09596,0.0395 -0.05645,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.0959 0,-0.0565 0.03951,-0.096 l 0.338667,-0.33867 q 0.06491,-0.0649 0.146755,-0.0282 0.03951,0.0141 0.06209,0.0508 0.02258,0.0339 0.02258,0.0734 v 1.63689 q 0,0.0564 -0.03951,0.096 -0.03951,0.0395 -0.09596,0.0395 -0.05644,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.096 v -1.30951 q -0.01976,0.0169 -0.03951,0.0367 -0.01693,0.0197 -0.03104,0.0339 -0.01693,0.0198 -0.03669,0.0367 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3598" />
-      </g>
+       aria-label="X 1"
+       id="text8575"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
+      <path
+         d="m 14.182221,90.059898 q -0.03838,-0.02032 -0.05419,-0.06322 -0.01355,-0.0429 0.0068,-0.08128 l 0.313831,-0.62992 -0.291253,-0.582508 q -0.02032,-0.04064 -0.0068,-0.08354 0.0158,-0.0429 0.05419,-0.06322 0.04064,-0.02032 0.08354,-0.0045 0.0429,0.01355 0.06322,0.05419 l 0.219004,0.438009 0.219005,-0.438009 q 0.02032,-0.04064 0.06322,-0.05419 0.0429,-0.0158 0.08128,0.0045 0.04064,0.02032 0.05419,0.06322 0.0158,0.0429 -0.0045,0.08354 l -0.291254,0.582508 0.313832,0.62992 q 0.02032,0.03838 0.0045,0.08128 -0.01355,0.0429 -0.05419,0.06322 -0.03838,0.02032 -0.08128,0.0045 -0.0429,-0.01355 -0.06322,-0.05193 l -0.241583,-0.485423 -0.241582,0.485423 q -0.02032,0.03838 -0.06322,0.05193 -0.0429,0.0158 -0.08354,-0.0045 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2613" />
+      <path
+         d="m 15.77621,89.000999 q -0.03161,0.03161 -0.07676,0.03161 -0.04516,0 -0.07676,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 0,-0.04516 0.03161,-0.07676 l 0.270934,-0.270933 q 0.05193,-0.05193 0.117405,-0.02258 0.03161,0.01129 0.04967,0.04064 0.01806,0.02709 0.01806,0.0587 v 1.309513 q 0,0.04516 -0.03161,0.07676 -0.03161,0.03161 -0.07676,0.03161 -0.04516,0 -0.07676,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 v -1.04761 q -0.0158,0.01355 -0.03161,0.02935 -0.01355,0.0158 -0.02483,0.02709 -0.01355,0.01581 -0.02935,0.02935 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2615" />
+    </g>
+    <text
+       xml:space="preserve"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new"
+       x="29.706154"
+       y="77.008667"
+       id="text8587"
+       inkscape:export-filename="/home/diego/Escritorio/Miniaturas_modulos_web/Hexa_VCA.png"
+       inkscape:export-xdpi="300"
+       inkscape:export-ydpi="300"><tspan
+         sodipodi:role="line"
+         id="tspan8589"
+         x="29.706154"
+         y="77.008667"
+         style="font-size:2.82222px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222">0</tspan></text>
+    <g
+       aria-label="X-1"
+       id="text8591"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
+      <path
+         d="m 24.018059,90.059898 q -0.03838,-0.02032 -0.05419,-0.06322 -0.01355,-0.0429 0.0068,-0.08128 l 0.313831,-0.62992 -0.291253,-0.582508 q -0.02032,-0.04064 -0.0068,-0.08354 0.0158,-0.0429 0.05419,-0.06322 0.04064,-0.02032 0.08354,-0.0045 0.0429,0.01355 0.06322,0.05419 l 0.219005,0.438009 0.219004,-0.438009 q 0.02032,-0.04064 0.06322,-0.05419 0.0429,-0.0158 0.08128,0.0045 0.04064,0.02032 0.05419,0.06322 0.0158,0.0429 -0.0045,0.08354 l -0.291253,0.582508 0.313831,0.62992 q 0.02032,0.03838 0.0045,0.08128 -0.01355,0.0429 -0.05419,0.06322 -0.03838,0.02032 -0.08128,0.0045 -0.0429,-0.01355 -0.06322,-0.05193 l -0.241582,-0.485423 -0.241583,0.485423 q -0.02032,0.03838 -0.06322,0.05193 -0.0429,0.0158 -0.08354,-0.0045 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2618" />
+      <path
+         d="m 25.064538,89.484164 q -0.04515,0 -0.07676,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 0,-0.04516 0.03161,-0.07677 0.03161,-0.03161 0.07676,-0.03161 h 0.541867 q 0.04516,0 0.07677,0.03161 0.03161,0.03161 0.03161,0.07677 0,0.04515 -0.03161,0.07676 -0.03161,0.03161 -0.07677,0.03161 h -0.541867 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2620" />
+      <path
+         d="m 26.117789,89.000999 q -0.03161,0.03161 -0.07676,0.03161 -0.04516,0 -0.07677,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 0,-0.04516 0.03161,-0.07676 l 0.270934,-0.270933 q 0.05193,-0.05193 0.117404,-0.02258 0.03161,0.01129 0.04967,0.04064 0.01806,0.02709 0.01806,0.0587 v 1.309513 q 0,0.04516 -0.03161,0.07676 -0.03161,0.03161 -0.07676,0.03161 -0.04516,0 -0.07676,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 v -1.04761 q -0.01581,0.01355 -0.03161,0.02935 -0.01355,0.0158 -0.02484,0.02709 -0.01355,0.01581 -0.02935,0.02935 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2622" />
+    </g>
+    <g
+       aria-label="X 1"
+       id="text8595"
+       style="font-style:normal;font-variant:normal;font-weight:bold;font-stretch:condensed;font-size:3.38667px;line-height:0%;font-family:Miso;-inkscape-font-specification:'Miso Bold Condensed';letter-spacing:-0.0169333px;word-spacing:0px;display:inline;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.282222;enable-background:new">
+      <path
+         d="m 34.284232,90.059898 q -0.03838,-0.02032 -0.05419,-0.06322 -0.01355,-0.0429 0.0068,-0.08128 l 0.313832,-0.62992 -0.291254,-0.582508 q -0.02032,-0.04064 -0.0068,-0.08354 0.0158,-0.0429 0.05419,-0.06322 0.04064,-0.02032 0.08354,-0.0045 0.0429,0.01355 0.06322,0.05419 l 0.219005,0.438009 0.219005,-0.438009 q 0.02032,-0.04064 0.06322,-0.05419 0.0429,-0.0158 0.08128,0.0045 0.04064,0.02032 0.05419,0.06322 0.01581,0.0429 -0.0045,0.08354 l -0.291254,0.582508 0.313832,0.62992 q 0.02032,0.03838 0.0045,0.08128 -0.01355,0.0429 -0.05419,0.06322 -0.03838,0.02032 -0.08128,0.0045 -0.0429,-0.01355 -0.06322,-0.05193 l -0.241583,-0.485423 -0.241582,0.485423 q -0.02032,0.03838 -0.06322,0.05193 -0.0429,0.0158 -0.08354,-0.0045 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2625" />
+      <path
+         d="m 35.878221,89.000999 q -0.03161,0.03161 -0.07676,0.03161 -0.04516,0 -0.07677,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 0,-0.04516 0.03161,-0.07676 l 0.270934,-0.270933 q 0.05193,-0.05193 0.117404,-0.02258 0.03161,0.01129 0.04967,0.04064 0.01806,0.02709 0.01806,0.0587 v 1.309513 q 0,0.04516 -0.03161,0.07676 -0.03161,0.03161 -0.07677,0.03161 -0.04516,0 -0.07676,-0.03161 -0.03161,-0.03161 -0.03161,-0.07676 v -1.04761 q -0.01581,0.01355 -0.03161,0.02935 -0.01355,0.0158 -0.02484,0.02709 -0.01355,0.01581 -0.02935,0.02935 z"
+         style="font-size:2.25778px;line-height:1.25;fill:#ffffff;fill-opacity:1;stroke-width:0.282222"
+         id="path2627" />
+    </g>
+    <g
+       style="display:inline;enable-background:new"
+       transform="matrix(0.21925632,0,0,0.21925632,-34.94553,15.834398)"
+       id="layer1-8"
+       inkscape:label="Layer 1"
+       inkscape:export-filename="/home/diego/Escritorio/VCA tirar.png"
+       inkscape:export-xdpi="599.91437"
+       inkscape:export-ydpi="599.91437">
       <g
-         aria-label="x1"
-         id="text3339-3-3-7"
-         style="font-size:3.52777px;line-height:1.25;font-family:Miso;-inkscape-font-specification:Miso;letter-spacing:0px;word-spacing:0px;display:inline;stroke-width:0.264583">
-        <path
-           d="m 34.316036,258.56574 q -0.04798,-0.0226 -0.06209,-0.0734 -0.01411,-0.0508 0.01129,-0.0988 l 0.282222,-0.51365 -0.270933,-0.49106 q -0.0254,-0.048 -0.01129,-0.096 0.01411,-0.0508 0.06209,-0.0762 0.04516,-0.0254 0.09595,-0.0113 0.0508,0.0141 0.0762,0.0593 l 0.191911,0.35278 0.194733,-0.35278 q 0.0254,-0.0452 0.07338,-0.0593 0.0508,-0.0141 0.09878,0.0113 0.04798,0.0254 0.06209,0.0762 0.01411,0.048 -0.01129,0.096 l -0.270933,0.49106 0.282222,0.51365 q 0.0254,0.048 0.01129,0.0988 -0.01411,0.0508 -0.06209,0.0734 -0.04798,0.0254 -0.09878,0.0113 -0.04798,-0.0113 -0.07338,-0.0593 l -0.206022,-0.37254 -0.2032,0.37254 q -0.0254,0.048 -0.0762,0.0593 -0.0508,0.0141 -0.09596,-0.0113 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3601" />
-        <path
-           d="m 35.611431,257.25341 q -0.03951,0.0395 -0.09596,0.0395 -0.05644,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.0959 0,-0.0565 0.03951,-0.096 l 0.338667,-0.33867 q 0.06491,-0.0649 0.146755,-0.0282 0.03951,0.0141 0.06209,0.0508 0.02258,0.0339 0.02258,0.0734 v 1.63689 q 0,0.0564 -0.03951,0.096 -0.03951,0.0395 -0.09596,0.0395 -0.05644,0 -0.09596,-0.0395 -0.03951,-0.0395 -0.03951,-0.096 v -1.30951 q -0.01976,0.0169 -0.03951,0.0367 -0.01693,0.0197 -0.03104,0.0339 -0.01693,0.0198 -0.03669,0.0367 z"
-           style="font-size:2.82222px;fill:#ffffff;fill-opacity:1;stroke-width:0.264583"
-           id="path3603" />
+         style="fill:#ffffff"
+         transform="matrix(0.1065142,0,0,0.1065142,205.1452,467.12682)"
+         id="g5569">
+        <g
+           style="fill:#ffffff"
+           id="Capa_2">
+          <polygon
+             style="fill:#ffffff"
+             points="571.691,289.29 606.315,289.29 606.316,298.069 640.94,298.069 640.94,259.056 537.067,259.056 537.067,362.929 640.94,362.929 640.94,328.304 606.315,328.304 571.691,328.304 571.691,305.222 "
+             id="polygon5550" />
+          <path
+             style="fill:#ffffff"
+             inkscape:connector-curvature="0"
+             d="m 415.818,300.993 v 61.936 h 34.56 v -30.232 h 34.625 v 30.232 h 34.688 V 259.056 h -61.938 z m 69.206,10 -34.668,-0.002 34.668,-31.582 z"
+             id="path5552" />
+          <path
+             style="fill:#ffffff"
+             inkscape:connector-curvature="0"
+             d="M 104.152,259.056 V 241.495 H 69.484 L 69.64,362.929 H 173.513 V 259.056 Z m 51.598,56.566 h -17.33 v 15.064 h -9.383 v -15.064 h -3.296 l -21.749,15.064 V 315.622 H 86.951 v -8.779 h 17.041 V 291.78 l 21.748,15.063 h 3.297 V 291.78 h 9.383 v 15.063 h 17.33 z"
+             id="path5554" />
+          <path
+             style="fill:#ffffff"
+             inkscape:connector-curvature="0"
+             d="M 658.252,259.056 V 362.929 H 762.125 V 259.056 Z m 69.123,69.248 h -34.624 v -34.623 h 34.624 z"
+             id="path5556" />
+          <polygon
+             style="fill:#ffffff"
+             points="294.698,362.929 294.698,332.696 272.366,311.113 294.698,289.29 294.698,259.056 190.825,259.056 190.825,289.29 253.516,289.29 231.128,310.993 254.394,332.696 190.825,332.696 190.825,362.929 "
+             id="polygon5558" />
+          <polygon
+             style="fill:#ffffff"
+             points="312.344,332.865 312.344,363.049 355.542,363.289 355.542,332.559 375.968,311.113 355.542,289.273 405.684,289.41 436.556,259.176 312.344,259.176 312.344,289.41 333.836,311.113 "
+             id="polygon5560" />
+        </g>
+        <g
+           style="fill:#ffffff"
+           id="Capa_1" />
       </g>
     </g>
   </g>
-  <g
-     inkscape:groupmode="layer"
-     id="layer3"
-     inkscape:label="tracer"
-     style="display:none;opacity:0.428115"
-     sodipodi:insensitive="true">
-    <image
-       y="0"
-       x="-0.01935374"
-       xlink:href="data:image/png;base64,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"
-       height="128.5"
-       width="40.550335"
-       preserveAspectRatio="none"
-       id="image1079" />
-  </g>
   <g
      inkscape:groupmode="layer"
      id="layer2"
@@ -874,114 +951,114 @@
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-8"
-       cx="5.1893182"
-       cy="98.956543"
+       cx="5.2091842"
+       cy="98.498726"
        r="2"
        inkscape:label="cv_a" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-1"
-       cx="15.190084"
-       cy="98.956543"
+       cx="15.258707"
+       cy="98.498726"
        r="2"
        inkscape:label="vca_cv_a" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#0000ff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7496"
-       cx="9.9824333"
-       cy="111.076"
+       cx="9.5887413"
+       cy="110.77655"
        r="2"
        inkscape:label="out_a" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#0000ff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7496-0"
-       cx="31.558392"
-       cy="111.076"
+       cx="31.091373"
+       cy="110.74718"
        r="2"
        inkscape:label="out_b" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#0000ff;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7496-0-4"
-       cx="20.638092"
-       cy="110.15018"
+       cx="20.230202"
+       cy="109.6694"
        r="2"
        inkscape:label="out_chopp" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-9-8"
-       cx="6.3495431"
-       cy="28.391335"
+       cx="6.1269283"
+       cy="27.842615"
        r="2"
        inkscape:label="in_a" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-4-2"
-       cx="6.3495431"
-       cy="56.55056"
+       cx="6.1044431"
+       cy="56.38237"
        r="2"
        inkscape:label="in_b" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-5-6"
-       cx="26.106241"
-       cy="42.613178"
+       cx="26.056719"
+       cy="42.227722"
        r="2"
        inkscape:label="in_gate" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#ff0000;fill-opacity:0.501961;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-8-66"
-       cx="26.106241"
-       cy="22.107969"
+       cx="26.051481"
+       cy="21.999367"
        r="2"
        inkscape:label="fold_a" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#ff0000;fill-opacity:0.501961;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-1-5"
-       cx="26.106241"
-       cy="63.118389"
+       cx="26.051481"
+       cy="62.768368"
        r="2"
        inkscape:label="fold_b" />
     <circle
        style="display:inline;opacity:1;vector-effect:none;fill:#ff0000;fill-opacity:0.501961;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-68-0"
-       cx="10.515489"
-       cy="83.321274"
+       cx="10.266316"
+       cy="83.296722"
        r="2"
        inkscape:label="cv_a" />
     <circle
        style="display:inline;vector-effect:none;fill:#ff0000;fill-opacity:0.501961;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-68-0-8"
-       cx="30.583008"
-       cy="83.321274"
+       cx="30.276737"
+       cy="83.296722"
        r="2"
        inkscape:label="cv_b" />
     <circle
        style="display:inline;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-8-8"
-       cx="25.189648"
-       cy="98.956543"
+       cx="25.30822"
+       cy="98.498726"
        r="2"
        inkscape:label="cv_b" />
     <circle
        style="display:inline;vector-effect:none;fill:#00ff00;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:1;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-1-58"
-       cx="35.189648"
-       cy="98.956543"
+       cx="35.357742"
+       cy="98.498726"
        r="2"
        inkscape:label="vca_cv_b" />
     <circle
        style="display:inline;vector-effect:none;fill:#ff00ff;fill-opacity:0.501961;fill-rule:evenodd;stroke:none;stroke-width:0.456268;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-45-4-4-1"
-       cx="26.106241"
-       cy="33.341873"
+       cx="26.056707"
+       cy="33.307095"
        r="0.91253525"
        inkscape:label="led_a" />
     <circle
        style="display:inline;vector-effect:none;fill:#ff00ff;fill-opacity:0.501961;fill-rule:evenodd;stroke:none;stroke-width:0.456268;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:normal"
        id="circle7513-45-4-4-1-1"
-       cx="26.106241"
-       cy="51.716656"
+       cx="26.056707"
+       cy="51.530411"
        r="0.91253525"
-       inkscape:label="led3" />
+       inkscape:label="led_b" />
   </g>
 </svg>
diff --git a/src/ChoppingKinky.cpp b/src/ChoppingKinky.cpp
index 5871c30..023f6c2 100644
--- a/src/ChoppingKinky.cpp
+++ b/src/ChoppingKinky.cpp
@@ -83,11 +83,13 @@ struct ChoppingKinky : Module {
 		float gainA = params[FOLD_A_PARAM].getValue();
 		gainA += params[CV_A_PARAM].getValue() * inputs[CV_A_INPUT].getVoltage() / 10.f;
 		gainA += inputs[VCA_CV_A_INPUT].getVoltage() / 10.f;
+		gainA = std::max(gainA, 0.f);
 
 		// CV_B_INPUT is normalled to CV_A_INPUT (input with attenuverter)
 		float gainB = params[FOLD_B_PARAM].getValue();
 		gainB += params[CV_B_PARAM].getValue() * inputs[CV_B_INPUT].getNormalVoltage(inputs[CV_A_INPUT].getVoltage()) / 10.f;
 		gainB += inputs[VCA_CV_B_INPUT].getVoltage() / 10.f;
+		gainB = std::max(gainB, 0.f);
 
 		const float inA = inputs[IN_A_INPUT].getVoltage();
 		const float inB = inputs[IN_B_INPUT].getNormalVoltage(inputs[IN_A_INPUT].getVoltage());
@@ -301,27 +303,25 @@ struct ChoppingKinkyWidget : ModuleWidget {
 		addChild(createWidget<Knurlie>(Vec(RACK_GRID_WIDTH, RACK_GRID_HEIGHT - RACK_GRID_WIDTH)));
 		addChild(createWidget<Knurlie>(Vec(box.size.x - 2 * RACK_GRID_WIDTH, RACK_GRID_HEIGHT - RACK_GRID_WIDTH)));
 
-		addParam(createParamCentered<Davies1900hLargeWhiteKnob>(mm2px(Vec(26.106, 22.108)), module, ChoppingKinky::FOLD_A_PARAM));
-		addParam(createParamCentered<Davies1900hLargeWhiteKnob>(mm2px(Vec(26.106, 63.118)), module, ChoppingKinky::FOLD_B_PARAM));
-		addParam(createParamCentered<BefacoTinyKnob>(mm2px(Vec(10.515, 83.321)), module, ChoppingKinky::CV_A_PARAM));
-		addParam(createParamCentered<BefacoTinyKnob>(mm2px(Vec(30.583, 83.321)), module, ChoppingKinky::CV_B_PARAM));
-
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(6.35, 28.391)), module, ChoppingKinky::IN_A_INPUT));
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(6.35, 56.551)), module, ChoppingKinky::IN_B_INPUT));
-
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(26.106, 42.613)), module, ChoppingKinky::IN_GATE_INPUT));
-
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(5.189, 98.957)), module, ChoppingKinky::CV_A_INPUT));
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(15.19, 98.957)), module, ChoppingKinky::VCA_CV_A_INPUT));
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(25.19, 98.957)), module, ChoppingKinky::CV_B_INPUT));
-		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(35.19, 98.957)), module, ChoppingKinky::VCA_CV_B_INPUT));
-
-		addOutput(createOutputCentered<BefacoOutputPort>(mm2px(Vec(9.982, 111.076)), module, ChoppingKinky::OUT_A_OUTPUT));
-		addOutput(createOutputCentered<BefacoOutputPort>(mm2px(Vec(31.558, 111.076)), module, ChoppingKinky::OUT_B_OUTPUT));
-		addOutput(createOutputCentered<BefacoOutputPort>(mm2px(Vec(20.638, 110.15)), module, ChoppingKinky::OUT_CHOPP_OUTPUT));
-
-		addChild(createLightCentered<SmallLight<RedLight>>(mm2px(Vec(26.106, 33.342)), module, ChoppingKinky::LED_A_LIGHT));
-		addChild(createLightCentered<SmallLight<RedLight>>(mm2px(Vec(26.106, 51.717)), module, ChoppingKinky::LED_B_LIGHT));
+		addParam(createParamCentered<Davies1900hLargeWhiteKnob>(mm2px(Vec(26.051, 21.999)), module, ChoppingKinky::FOLD_A_PARAM));
+		addParam(createParamCentered<Davies1900hLargeWhiteKnob>(mm2px(Vec(26.051, 62.768)), module, ChoppingKinky::FOLD_B_PARAM));
+		addParam(createParamCentered<BefacoTinyKnob>(mm2px(Vec(10.266, 83.297)), module, ChoppingKinky::CV_A_PARAM));
+		addParam(createParamCentered<BefacoTinyKnob>(mm2px(Vec(30.277, 83.297)), module, ChoppingKinky::CV_B_PARAM));
+
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(6.127, 27.843)), module, ChoppingKinky::IN_A_INPUT));
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(26.057, 42.228)), module, ChoppingKinky::IN_GATE_INPUT));
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(6.104, 56.382)), module, ChoppingKinky::IN_B_INPUT));
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(5.209, 98.499)), module, ChoppingKinky::CV_A_INPUT));
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(15.259, 98.499)), module, ChoppingKinky::VCA_CV_A_INPUT));
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(25.308, 98.499)), module, ChoppingKinky::CV_B_INPUT));
+		addInput(createInputCentered<BefacoInputPort>(mm2px(Vec(35.358, 98.499)), module, ChoppingKinky::VCA_CV_B_INPUT));
+
+		addOutput(createOutputCentered<BefacoOutputPort>(mm2px(Vec(20.23, 109.669)), module, ChoppingKinky::OUT_CHOPP_OUTPUT));
+		addOutput(createOutputCentered<BefacoOutputPort>(mm2px(Vec(31.091, 110.747)), module, ChoppingKinky::OUT_B_OUTPUT));
+		addOutput(createOutputCentered<BefacoOutputPort>(mm2px(Vec(9.589, 110.777)), module, ChoppingKinky::OUT_A_OUTPUT));
+
+		addChild(createLightCentered<SmallLight<RedLight>>(mm2px(Vec(26.057, 33.307)), module, ChoppingKinky::LED_A_LIGHT));
+		addChild(createLightCentered<SmallLight<RedLight>>(mm2px(Vec(26.057, 51.53)), module, ChoppingKinky::LED_B_LIGHT));
 	}
 
 	struct DCMenuItem : MenuItem {