reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "",
"path": null
} | Generate code for a svg of a a butterfly perched on a child’s finger. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#ece7d6" d="M0 0h96v14q-4 0-2 3l-2 2v6l-2-2v-2q-3 2-6-1l-3 6 1 1q-3 1-3 3l-2-4q-4 2 0 3l-4 2q3 2-1 3l-1-4 3-3-4-2q1-3-2-3v1q-3-3-6 0l-2 2q-3 0-3 2l4 3h-5q-6 2-6 8l-1 1h-2q-1-4-4-5-2-6-5-2l-2-1 1-3-2-1q-5-3-8-1l-1 2 4 4 3 8 4 2q-1 4 3 7l-2 4q-5 7-13 4-3 0-4 2l-3 9L1 96H0z"/><path fill="#eee8d6" d="M96 14v82H48l2-10 7-10q10-9 16-20 3-9-5-9-4-2-7-1l-1-3-1-2 4-4q0-7 5-11v-4q3 0 2 3l4 2-3 3 1 4q4-1 1-3l4-2q-4-1 0-3l2 4q0-2 3-3l-1-1 3-6q3 3 6 1v2l2 2v-6l2-2q-2-3 2-3"/><path fill="#403f4e" d="M68 23v3l-2-2q-3 5-4-1 3-3 6 0"/><path fill="#252835" d="M60 25q0 2 3 2v5h-2v-2l-4-3q0-2 3-2"/><path fill="#888985" d="M62 23q1 6 4 1l2 2q-5 4-5 11 0-3-2-3v-2h2v-5q-3 0-3-2z"/><path fill="#b6a28a" d="m35 28-2 2q-3-1-2-2 1-3 4 0"/><path fill="#4f4c55" d="M35 27q-3-3-4 0-1 1 2 2l-3 2-4-4 1-2q3-2 8 1"/><path fill="#272837" d="m35 27 2 1-1 3q-3 0-3 2l-1-1q-1 1 2 2l1 2h-2v4l-3-8 3-2z"/><path fill="#71706c" d="M56 30h5v1q-4 0-5 3z"/><path fill="#24222e" d="M56 30v5l-3-1-3 5v-1q0-6 6-8"/><path fill="#818280" d="m36 31 2 1v2h-4q-3-1-2-2l1 1q0-2 3-2"/><path fill="#2e303c" d="M43 34q-3 0-3 2l-2-2v-2q3-4 5 2"/><path fill="#f0e9cf" d="M61 31v2l-1 2-4-1v-1q1-3 5-3"/><path fill="#d8ccb3" d="M34 34h4l2 2q0-2 3-2-1 1 2 4l-1 2-9 1v-5z"/><path fill="#f3e7ca" d="M60 37q2 3-3 3h-2q-3 0-1-2t6-1"/><path fill="#bbad98" d="m56 35 4 1v1q-4-1-6 1t1 2l-3 1-2-2 3-5z"/><path fill="#5c5b5c" d="M61 34q2 0 2 3l-4 4 1 2-1 2-3-3 1-2q5 0 3-3v-1z"/><path fill="#8a8278" d="M43 34q3 1 4 5-3 3 2 3v-3l1-1v1l2 2 3-1h2l-1 2q-4-1-6 1-4-1-6 2-2-1 1-3l-6 1v3q4-1 1 3-4-3-3-7l-4-2v-4h2v5l9-1 1-2q-3-3-2-4"/><path fill="#222332" d="M47 39h2v3q-5 0-2-3"/><path fill="#eebfa1" d="M50 43q-7 4-10 11-2 1-2-1l2-4q3-4-1-3v-3l6-1q-3 2-1 3 2-3 6-2"/><path fill="#f7e0c9" d="m56 42 3 3 1-2 1 3q3-1 7 1h-7l-1 6-10 4q-7 5-2 11l9 8-7 10-2 10H1l24-39q8 3 13-4 0 2 2 1 3-7 10-11 2-2 6-1"/><path fill="#f4b390" d="M68 47q8 0 5 9-6 11-16 20l-9-8q-5-6 2-11l10-4 1-6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow pajamas neatly folded on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafafb" d="M0 0h96v54l-21-1-5-2-2-1q-1-3-3-2V37q-3-2-4-1l-11-2-1 1-10 1q-4-1-6 1t-1 5l-2 7q-10 8-18 18l2 2 1 11-15-4z"/><path fill="#aea865" d="m49 35 1-1 11 2z"/><path fill="#f0d829" d="m49 35 12 1q1-1 4 1l-1 9h-3l2-8q-6-1-10 2H40q1-3-1-4z"/><path fill="#b6a12b" d="M33 37q2-2 6-1 2 1 1 4h13q4-3 10-2l-2 8 1-7q-12 3-24 2l1-3h-3l-1 10z"/><path fill="#f9e028" d="m33 37 2 11 1-10h3l-1 3q12 1 24-2l-1 7-3 3 7-1q2-1 3 2-4 1-7 5l-1-2-3 5H35q0-4-3-7v-9q-1-3 1-5"/><path fill="#9f8a35" d="M36 49q3-1 3 3z"/><path fill="#756b3c" d="M65 37v11l-7 1 3-3h3z"/><path fill="#b09c33" d="M32 42v9q3 3 3 7h13l-6 2-13-4q0-3 3-7h-2z"/><path fill="#9b8b36" d="M50 55q2-1 3 1h-5z"/><path fill="#b5a633" d="m68 50 2 1h-3l6 3-8-1-4 4 5 2-7 2v1l-2-1v-3l3-5 1 2q3-4 7-5"/><path fill="#695522" d="M48 58h9v1l-5 2q-6-2-10-1z"/><path fill="#6a5235" d="M59 62v-1q2-1 5 1l-1 2-1 3h-1q0-4-2-5"/><path fill="#f7dc23" d="M30 49h2q-3 4-3 7l13 4q4-1 10 1l5-2v2l2 1q2 1 2 5-4-1-7 1 4-2 7 2-4 3-4 9 1-6 7-9-1-3-2 0v-3l1-3q2-1 3 1l-1 2h1q0 4-4 7l-1 4q-3 3-6 2l-7-2q-3-3-4-1 3 1 0 2l-6-1 7 3-1 2q-1-1-3 1l-22-9 5-1q8 2 15 1l-27-8q8-10 18-18"/><path fill="#d0b82b" d="M61 67v3q1-3 2 0-6 3-7 9 0-6 4-9-3-4-7-2 3-2 7-1"/><path fill="#bca626" d="M16 70q3-1 6 2-3 0 0 1l-6 1z"/><path fill="#a89331" d="m66 65 4 3-9 10 1-4q4-3 4-7h-1z"/><path fill="#f8e038" d="m70 51 5 2 21 1v42H19l-2-4v-2q1-6-1-9v-6h1l24 10 3-2 1-2-7-3 6 1q3-1 0-2 1-2 4 1-2 0 1 2h6q3 1 6-2l9-10-4-3q-1-2-3-1l1-2q-3-2-5-1l7-2-5-2 4-4 8 1-6-3z"/><path fill="#c6b138" d="m70 68 1-3 7-4v-3l-2-2q2-2 3 1v5q-5 2-9 6"/><path fill="#977537" d="M78 58q-1 3-4 2z"/><path fill="#846e26" d="m22 72 2 2-5 1h-3v-1l6-1q-3-1 0-1"/><path fill="#e5dea2" d="m14 69 2 1v11l-1-1z"/><path fill="#5d4318" d="m48 78 7 2h-6q-3-2-1-2"/><path fill="#2b231f" d="m0 76 15 4 1 1q2 3 1 9l-6-2 1 8h-2l-2-9q-3-2-4-1l-1-1q-2 0-2 3l-1-3z"/><path fill="#c9b32d" d="M17 75h2z"/><path fill="#eceded" d="M4 86q1-1 4 1l2 9H4q-3-6 0-10"/><path fill="#54474e" d="m0 85 1 3q0-3 2-3l1 1q-3 4 0 10H0z"/><path fill="#f3f3f3" d="M17 90v6h-5l-1-8z"/><path fill="#655c57" d="m17 92 2 4h-2z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAY8UlEQVR4nO2dWVRbR5qA615JCASITYAQO8ZmM6vBGDBewDZecLy1l8SOOx07OVn6ZE7S/TA9OXPmzPIwM6cnnXTSnZPutOMk3pI4cbzvDsYGAwbCZnZj9n0zmxDa5oEej4/BIOlW3ap7qe8hD470V130qXRv1V9/MWazGVAopMLi7gCFMhdUUArRUEEpREMFpRANFZRCNFRQCtFQQSlEQwWlEA0VlEI0VFAK0VBBKURDBaUQDRWUQjRUUArRUEEpREMFpRANFZRCNFRQCtFQQSlEQwWlEA0VlEI0VFAK0VBBKURDBaUQDRWUQjRUUArRUEEpREMFpRANFZRCNFRQCtFQQSlEQwWlEI0UdweEjdFoGpuYGJ/QTv/XaDKZzWbtpA4AIJNJZVIpAMDBXu7sqHBSKBwVCrmdDHeXBQYV1FJMJlNP/2B7d09Hd2//0FD/0OP+waHHo2NWBbGX23m4uarc3FTurj6eKj+1l6/a215uh6jPIoChJcDnYHhktLGl7WFL28PW9vauHr3BAL0JhgEqd7cQf7/QQP/QIH+NlxfLMtBbES5U0GfRGwyNza3VjY9qGptaOrp4bl1uZxcWEhQbsSQ6LNTNRclz6wRCBf07er2hsr6huKK6orZeN6XH3R3AMCDY3y8xOjIxOnIhm0oFBY3Nrbn3S0uranVTU7j7MgsMw4QG+q9Mik+MjrSTLbhnrIUrqFanyysuu1NU2tnbh7svFuFgL0+Oi16bkqTx8sTdF/5YiII+Hh27XVhyM79wQjuJuy+2EBrov3F1Wkz4EmYBPE0tLEH7Bocu3MwtKKs0mUy4+8KVID/N1szVMeGLcXcELQtF0MHHIxdv5eaVlBmNglfzaRYF+G3bsDZiUTDujqBC/IJO6fW38osu3LpD5jMQFCJCQ/ZlZ2m8RXhvKnJBi8qrTl++MfR4BHdHkCORsBkpy7euW+0gl+PuC0xEK+jwyOjxs5fKqutwd4RXXJydXtq2KSEqAndHoCFCQc1m8638ojPXfhLxb/rcJMVEvfjCJmdHBe6OQEBsgo6MjX9x+mxVXSPujmDG2cnxlV1bY8KX4O4IV0QlaGlVzVdnLoxPaHF3hAgYBmSkLN+1ad101p9AEYmgJpPpzLWfrtzOw90R4gjQqN88sEfl5oq7IzYiBkHHxif+cvL7moePcHeEUJwUDof37YxavAh3R2xB8IK2d/d8fPTk4AKYSOICyzJ7szdmpCTh7ojVCFvQmsamT49/N73FgjIvmanL92ZnMYJawhewoHklZV/9cEEEq+p8khAV8dq+nVKpBHdHLEWoguYUFJ84d1mgncdLWEjQrw/uE8pGKEEKeiU3//vLN3D3QsCEBgW888sXHewFsCgqPEEv5dw9c/UW7l4InpAAv/cOHZDbkT6OCqxww61796mdUGhqbf/wyHESdl/NjZAEvVv886nzl3H3Qjw0trR9duI04QmyghG0qq7x6zMXhXY/QjqVdQ1fn7mAuxdzIQxBO7p7/3LqezqjhIK8krILt3Jx9+K5CEDQ4ZHRD784Tmfj0XHuRk5ReRXuXswO6YIajabPTn4/PDKKuyNixmwGR0+fa+3ku4yKJZAu6MnzlxubW3H3QvzoDYY/H/tujLxMRaIFLfi58nZhCe5eLBQGhoaPnj5L2mMouams/UPDJ85e4hLBy8N916ZMB7ncZDYPDj/u6Rt42Nre1NYhmoctLw/3sJBAHy9Pb5W7TCo1GI15xeUlVdU2Byyvqc8puL+WpKQnQgU1mcx/++aMVsfpwSg5Lnrm9jHtpK724aOi8qqy6jqD0cglPi6C/DRpy+KWhoXOTEN2cXbiIigA4LvL18MWBZFTXYdQQa/czmtsaeMYZFn0LJsbHezl8VHh8VHho+MT+aXld4pKe/oHODbED/ZyuxXxMelJCQEa9fNeE6Dx8XR36xscsrkVvd7w+akz7799WCIh4vaPREG7+wa4z8ypPT18vb3meIGzoyIrPWXDyhUlVTVnr//U3UeupnI72crE+M1r05VOjvO+eNnSiCu5+Vyaa+vqvnonf/OalVyCwII4Qc1m85c/nOdeyzg6zKKiRQzDJEZHJkSFF5RVXriV2zdg+9iDAjuZbHXysk2r05wtUHOamIglHAUFAFy4mbtsaYS3yoNjHO4QJ2huUSmUeaVgP1/LX8yybGpCbHJs9PW7987fzJ3SW5dC4ezk6OyokEmlMplMJpXayaQSVqLV6QwGw5Rer5vSaycnR8bGrU0ci48Kf3HrRmur1wZofFiWMZk4PY3rDYZjZy7+5rWDXIJAgSxBJ7STP16Dk6wU6Otj7VskEnbj6rTEmKgTZy9X1jXMfIFUIlF7qny8Vb7eXmpPD1el0s1FqXRylErmT1A3mUwjY+PDI6OPR0d7B4a6evs6evq6evtmXSFzd3V56YWNsRFh1l4CAEBuJ/Px8uzo7rXhvU9T29RcUlW9bGkkxzgcIUvQczdvQ5krdrCXe3q42/ZelZvrO6+8WFxZ/c2Fq8Mjo+4uysXBgYuDAkKD/H08VSxr46MDy7KuSmdXpfMz/z74eORRW3tDc1vDo9b27m4AmMzU5dvWr+GSqRnkq+EuKADgu0s3YsKX4N1WT5Cg3X39OQX3oYTycHXluDMsMToyavGiiclJD1cXKF16Hu4uSneXyOmBalI3NTYxwX0Pu8qda4RpBoaGr98p2LwW59MSEVMJ0/x4LQdWbqKLsxP3IA72ctR2PoO93A5KhQWlE4TLn+ZKbh7eSi2kCNrR3Vv6oAZWNEumY0QMxMvXTuqu3y2AFc0GSBH0zLVbEHdHSYVcjYg7MhnMy7+RVzg6Ng4xoFUQIWh7d09FbT3EgEaTINcwYWHmNsf0DLqpqZv5RRADWgURgl6/UwA3iYbwfTaoMZkhX35OYTGu7XX4BR0eGYWezj02MQE3oLAYGYN8+eMT2rzin+HGtBD8guYUFEPPKhoaXtC1xFDU5L+RX4ilhAJmQU0m010EX83+oWHRJH3aQN/AIIKYQzWNGApcYha0vKbe2iPXLWFKrxfKAYcoaO7oRBEWxVAyL5gFzb1fiihyw6MFupNpdHwCUYbrzw9qR8f5vrnHKejo+ER1QxOi4D8/qEUUmXDKa+o4pjI9D4PRWFzxAEXkOcApaEllNbo7xfrmFmuz5sQBuu88AKC4ktN+EhvAKeh9lF/HrRmrF+Dp6gCA7MxV6OoqNjS38lyjAJugI2PjDcg2vCfHRW9em44oOOFovDwP7dmBqM632WwurYKWMmEJ2AStqm9ENK/m6eH28o4tgirEDpnYiCUbVq5AFLyS30PS8AmK5jpZln1t707y67KiZvuGDH8fbxSR65qa+by5xyOoyWSubkRyL5+ZujzY34rdSGJFKpUc3LkVxQ+93mCob2qBHvZ54BG0tbMLRRqss6MiO3MV9LACJchPsyI+GkVkPs9MwyPoQ85FGWYlO2OVwt4eRWSBsjMrE8WJM9xralgOHkEbmuFfoaPCIS0xHnpYQeOqdF4RB38Qbeno5O02FNMI2gpf0DXJiXK7hTjxOTfrV6ZAvxE1Gk3N7UiW+2eCQdDHo2MoJntTl8VCjykCNN6ewf5+0MO2dPBU7RaDoO1dPdBjBvv7etm6EV70JMVEQY8JZd+9JeAQtAf+tSUsnaWQHWWaZQj+OB0IPsRZwSBoRzf8ETQsOBB6TNHg5qL0UkH+eeno6eUnwR6DoNAryMntZAEaqysxLSgWBwbADajXG/jJGsEgaP/QMNyAARofQqqtEguK1TXon+Os8P25GoxG6Hs8SChjSTjQf+KBWAUdGh6Bfu/i6e4GN6D48ELwJxoQpaCj4/CLqLi5WlfidQHi5qKEPl0/xsv+JL4FRVFSwV6+0JPr5oVlWej1qvipjsG7oOPwk5jkMiro/EDPkeXnWDq+BdVOTkKPiSJhR3xAL5Q8oYX/Uc6Eb0Gn9FyP75gt5kLcvWkteth/JQPnk1gsAcM0E/SYegTSiw8dbEH1Bj5qXPItKIrKnXQEnRez2Qx9wBPnCAq3tuo0VNB5mdIboK+c81OejW9B4VannmZSNwU9psjQTcH/E9nxkh7Ot6Aoqn3wXOtCiKCoGGrHy+yeGATtHxyGHlNk9A/BP4NUpCMogqviJ2tB0PQPPYYek58dYKIYQREMDyIDRWIHP7XZ+BYUxbr5hHaS/8KqwgJFSVtxjqBuSiSZR02t7SjCigOz2fyorQN6WFc0H+Uz8C2ouxuS0y+poHPQ0dM766HfHOHnIFO+BXWQyxUO8KvT8FmMRXA8bEHy7YVy7u28YNjK4+HqCj1mc3ungZelYSGCqBKWuyhHUACAB4Jf+Sm9vrK+AXpYEWA0mirqkPxlRCyoK4qwSCveC5cHDY0oKl06OSr42ciAQVA/NZLKv+XV9bgOPCUZRN9bRB/iTDAIGuSHpMjClF6/YM9Geh5ana68GuY5508I9OWpUgYGQTVeXojmeC/n3MVy4Cmx5Nwr1urgTzABAIL8NCjCzgSDoCzL+PuoUUTu7O2rqKWPSn9HbzDczC9EFDxYxIICAAKRXd7Fn+7QMXSaO0WlKA7qBQA4OSoQPenOBI+gQb6oBH3U1nGvtBxRcAExOjZ+7uZtRMHRfXwzwSNoRGgwuoO2vr10bXQMfv0SYXHqwlUUs0vThIcGI4o8EzyCujg7+fugegwcn9CevHAFUXBBUFHbUFRehS5+9JJQdMGfAVvVwugwhBd5v/zBrfwidPFJpn9o+Ojps+jiu7soNd6e6OI/AzZBl6IUFADwzcWrlWiW+EhmUjf1yZenkGbHxkQsQRd8JtgEDfH3c1I4oItvMpk//+ZMaydPh1GQwJRe/+dj36KuHr+Ux993gFFQlmVQD6IT2snf//WrRmSHfhOFVqf76IsTNWhOQH2CTCYNX8TfExLAKCgAYEVcDOomtJO6D784LvrZ+8ejYx98/nX9I+RnvCZEhfN8WhpOQSMXh7i7IN82oJvSf/LVyVPnrxiNfFTC4J/ah4/+/eO/8HP0W9qyOB5aeRqcgjIMsyIe+SAKADCbwc38ot//9cvuPvh7xzAypdd/f/nGB387hmjF6BncXV14/n0HADB4syt6+gf++YM/8dYFiYRdk5y4fUOGCIoyl9fUnzx/hZ9C8dNkZ6zatn4Nb81NA79SklV4qzxCAvwR7UmYidFouplfVFJVsyE9ZdXyBOhFh3nAbAZV9Q2XcvJ4fvhjGJCSwMfP3bPtYs9Pu/dzxZFvf7TwxRGhIUkxUR6uLgwD+oeGG1vaymvqbVvTc1Q4rElOTEuME8ohIVqdrqSy5mZeYTuCo/rmJXJxyLuvHuC/XfyCGo2m93//8cDw/LVZfNVe//LOG88s4uv1hvuVD67duWfb8aYMAxYHBaYkxMaGL3Z2crQhAmqm9Prah4/uVzworarFWGjyvcMvR/B+AwpIEBQAcCu/6OT5+VfP7WSy9399WOM1yzqbyWS6drfg/I3bNn+EDMME+Wmiw0IXBwcG+/niPXreaDS1dnY1trRVNzTVNTXreSkVOwdBfpr33z6MpWkiBJ3S6//xvz6yZIHOW+Xxzi9ffN65aW1d3R9/eYp7qUGWZf3U3n4+XmqVSu3p4eOl8nR3R3faotFo6hsc6u7r7+kf6Okf6Oztb+3sIqqu+Rv7f7FsaSSWpokQFABw4Vbu2es5lrxSYW9/aO/2mPDZV4SHR0b/5/Ovu/v6YXYOAJZloxYvevvlvdA1vZlX+O2l6/xUK7YNb5XHv7/3FoMuP3JOSDmDde2KJAd7uSWvnJic/OSrU0e++3HWwsquSuf3Dh2AXpVF6eS4f9smFINoRmpycuxS6GEhsmlNGi47ATmCOioctmSssvDFZjO4V1rxn58embW2spuL8q2X90KsNc4w4NDeHYg2OTAMeHlH9qw31iTgp/ZOiY/F2AFSBAUAZKYu9/SwYsano6f3vz87OusiSoBGvTMrE1bHVsTHhIcEwYo2E5lMun/7ZnTxubAnewPLYhs+AVGCSiWS3ZvWW/WWvsGhj744MWu9hszU5YsC/bn3SiJhd21cxz3O3CwJDoxasgh1K9YSGxGGZWrpaQgSFAAQHxUeZuVY1dbVffLc5Zn/zjDMK7u2cj//Ly4i3MXZiWMQS8hKT+GhFcuRSiS7NyP/Zs4LWYICAPZa/5uSV1JWXFE989/Vnqq92Vkc+5O+PJ5jBAsJXxTsqnTmpy1LWJuS5K3ywN0L8gT191FnrUq19l3fXLw661FAq5OXZaYut7kzDnJ5ZGiIzW+3CoZh4iLD+GlrXjw93LatX4u7FwAQKCgA4IXMNb5qL6veMjwyevGnO7P+r73ZG9evXGFbT4L8NHzOsCwJDuStrTlgGOaVXS/gXUt7AomCSqWSV3dvs3bS8UZe4azb4RkG7NmyYW92lg2ndgf7+1r7Fi5AearjTmbqckK+KoBMQQEAARqfzWvSrXqLXm/4qaD4ef93XVryP7112KonMF+1V3xUuFV94IibUsnP2S5z4K3y2JGVgbcPT4M5H3QOtqxNr6itb+mwYltmTsH9TavTnjdF7+/j/dvXDtY1Nd+5X1pR0/C8sm/+PurosNC4yDCeh08AAMMAlbtrZ08fz+0+gWXZX+3ehv1L8jTkCiqRsG/u3/0fn/x1zOJ0z9HxifsVD1KXzbXyERYSFBYSZDKZ27u7u3oHJnW66btMO5lM7emh9lThTbZ3Uigwtr578/pFAX4YOzATcgUFAHi4ub7+0i8+PHLc8lyKq7n5KQkx8z7ZsCwToPEJ0PBUhdVy+DkAc1aS45auS0vG1frzIPQe9AkRi4KtuiXq7O0rKKtE1x/U2EnxCOrvoz64cyuWpueGdEEBAFnpqYkxViQjnjp3ZRDB6dMixlHh8OaB3UTdej5BAIIyDHhl1wuW15yemJz86ofzJhMRea7WYgZ8d1sqlbyxfzexG7MEICgAQG5n9w+/2m95TtqD+ocnz18mIxXbOnjOH2dZ5vV9u5DmanFEGIICAJwUDu8eOmB5UmZOQfHR02dJzlSfFT79ZBhwYHs2z3O91iIYQcH/ZctbnluUX1r+wd+OzZrUTCx8jqC7Nq5LT+IpFcZmhCQoAMDLw/2dV16yvG5jXVPzv/7xs9uFJcK5JeWpn1sy0m1IyuEfUjbNWUVnT98fjlg3NPp4qTJSlqckxBBeTeSPR0+irrvLMGBnVubG1WlIW4GFIAUFAAwMDX9w5Fhv/6BV75LbycIXBS9dEhoS4OutUs2asKM3GLp6+zp7+jt6erevX4tut/GsfHT0RFVdI7r4LMsc2L4lPSkBXRNwEaqgAICRsfEPjxxv6+q2OYKr0tnZ0VEiYR3s7Sd1unGtdmJCO67VPvmT/Onffsfz7OCHXxx/UP8QUXCpRHJ43w5cO9xtg+ilzrlROjn+9vWDn379bW1Ts20RhkdG575PwHDniqxBB3v5Gy/tjlzMU/41LAT2kPQMCnv7dw+9jO52iv9pcxOaHzS1p8fv3jwkODuBoEfQaViW2bUxM8BH/eUP56Afx23GMILCbzE2YsmhPTssrItBGoIXdJqk2Ci1l+rTY9/2DQ5BDItoPJsDuI8EDAOyVqXtzMrAWBqEI8L+iX8afx/v998+nBQTBTGmmfeFKIh6urso3331wK6NmcK1E4hmBJ3GUeHw+ou7EpZGnDh7CcphVvxPcMAaQROjIw9s3+KI8iQqfhCVoNMkRkeGBQce+/FS6YMajqH4n4Pj3qLSyfHAji3xkUSvsFuOCAUFADg7Ob55YHdhWeV3l65zOQGD/1wTLnoyDEiJj92zZYMIBs4niFPQaZLjouMiw6/m5l/JzbOtHqyARtAgP82+7CxCNi5DRMyCAgDkdrIX1q1OT4o/c/VWQVmFtZ8+hmU261t0c1Hu2JCxIj5GyM9Cz0Xkgk7j5qJ8dc/2VcsTzl7PsWrZif+VJKvac3JUrE9bsX7lCojFUElDtBc2k9CggN+8dvBRW8fl23ll1XWWjI4S64uRcETCWjTx5+7qsiE9ZWViPCEFatCxgASdJtjf960De7r7+q/czi8sqzQYjc97pYO93E2J/CjRZ1B7qhrmPKHLx0u1cVVaclw0z2lWuBBwNhN3RsbGC8sq84rLZj1jPTMteR/n6o3WUtPY9Icjx2Z+JjKZNCEqIi0xLjwkSNAT79ayoAV9QktHV35JWWF51fShdSzLpibE7t+22YZ6Y9zJKSg+ffn6k7yCYH/ftGVxSbFRCnt7/juDHSro/2MwGHsGBnS6KW+VB96pRN3UVGtnt8FgULm5WVW3X3xQQSlEsyButCnChQpKIRoqKIVoqKAUoqGCUoiGCkohGioohWiooBSioYJSiIYKSiEaKiiFaKigFKKhglKIhgpKIRoqKIVoqKAUoqGCUoiGCkohGioohWiooBSioYJSiIYKSiEaKiiFaKigFKKhglKIhgpKIRoqKIVoqKAUoqGCUoiGCkohGioohWiooBSioYJSiIYKSiEaKiiFaKigFKKhglKIhgpKIRoqKIVo/hdDxM0IntO6rwAAAABJRU5ErkJggg==",
"path": "39dee404415af5e5b9a4213a78833eb4c93fce498a7848d09a15af8734149a7b.png"
} | Generate code for a svg of a a close up of a cat's head in a circle | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 400 400" style="enable-background:new 0 0 400 400;" xml:space="preserve">
<style type="text/css">
.st0{fill:#FFFFFF;}
.st1{fill-rule:evenodd;clip-rule:evenodd;fill:#647881;}
</style>
<g id="Dark_Blue">
<path class="st0" d="M350,400H50c-27.6,0-50-22.4-50-50V50C0,22.4,22.4,0,50,0h300c27.6,0,50,22.4,50,50v300
C400,377.6,377.6,400,350,400z"/>
</g>
<path class="st1" d="M203.9,60c-75.6,0-137,61.3-137,137c0,60.5,39.2,111.9,93.7,130c6.8,1.3,9.3-3,9.3-6.6c0-3.3-0.1-11.9-0.2-23.3
c-38.1,8.3-46.1-18.4-46.1-18.4c-6.2-15.8-15.2-20-15.2-20c-12.4-8.5,0.9-8.3,0.9-8.3c13.7,1,21,14.1,21,14.1
c12.2,20.9,32.1,14.9,39.9,11.4c1.2-8.9,4.8-14.9,8.7-18.3c-30.4-3.5-62.4-15.2-62.4-67.7c0-15,5.3-27.2,14.1-36.8
c-1.4-3.5-6.1-17.4,1.3-36.3c0,0,11.5-3.7,37.7,14c10.9-3,22.6-4.6,34.3-4.6c11.6,0.1,23.4,1.6,34.3,4.6c26.2-17.7,37.6-14,37.6-14
c7.5,18.9,2.8,32.8,1.4,36.3c8.8,9.6,14.1,21.8,14.1,36.8c0,52.6-32,64.2-62.5,67.6c4.9,4.2,9.3,12.6,9.3,25.4
c0,18.3-0.2,33.1-0.2,37.6c0,3.7,2.5,7.9,9.4,6.6c54.4-18.2,93.6-69.5,93.6-130C340.9,121.3,279.5,60,203.9,60z"/>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a blue pot with a lid and handle, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 511.999 511.999" style="enable-background:new 0 0 511.999 511.999;" xml:space="preserve">
<g>
<path style="fill:#074761;" d="M61.728,135.258h212.96c26.343,0,47.7,21.355,47.7,47.7v32.13H14.027v-32.13
C14.027,156.614,35.383,135.258,61.728,135.258z"/>
<rect x="322.392" y="250.641" style="fill:#074761;" width="57.284" height="57.284"/>
</g>
<path style="fill:#509ED9;" d="M469.331,307.918h-89.66v-57.284h89.66c15.819,0,28.641,12.824,28.641,28.641l0,0
C497.973,295.094,485.149,307.918,469.331,307.918z"/>
<path style="fill:#B5DDF8;" d="M267.909,426.658H68.504c-30.087,0-54.477-24.391-54.477-54.477V215.088h308.359v157.093
C322.386,402.267,297.997,426.658,267.909,426.658z"/>
<path d="M70.838,293.896c-0.912,0-1.838-0.098-2.735-0.281c-0.898-0.182-1.781-0.449-2.623-0.8c-0.856-0.351-1.669-0.786-2.427-1.29
c-0.772-0.504-1.487-1.094-2.132-1.739c-2.609-2.622-4.11-6.227-4.11-9.916c0-0.926,0.098-1.839,0.281-2.749
c0.182-0.899,0.449-1.783,0.8-2.623c0.351-0.843,0.786-1.655,1.291-2.413c0.505-0.773,1.094-1.488,1.739-2.134
c0.645-0.659,1.361-1.234,2.132-1.753c0.757-0.505,1.571-0.94,2.427-1.291c0.842-0.351,1.725-0.617,2.623-0.8
c1.81-0.365,3.675-0.365,5.485,0c0.898,0.182,1.781,0.449,2.623,0.8c0.842,0.351,1.655,0.786,2.427,1.291
c0.757,0.519,1.473,1.094,2.118,1.753c0.659,0.645,1.234,1.361,1.753,2.134c0.505,0.757,0.94,1.57,1.291,2.413
c0.351,0.842,0.617,1.724,0.8,2.623c0.182,0.91,0.267,1.824,0.267,2.749c0,3.689-1.487,7.294-4.11,9.916
C78.147,292.393,74.542,293.896,70.838,293.896z"/>
<rect x="120.986" y="85.339" style="fill:#509ED9;" width="94.446" height="49.919"/>
<path d="M469.331,236.606h-89.66h-43.256v-21.518v-32.13c0-34.037-27.691-61.728-61.728-61.728H229.46V99.368h14.144
c7.747,0,14.027-6.281,14.027-14.027s-6.28-14.027-14.027-14.027h-28.171h-94.451H92.809c-7.747,0-14.027,6.281-14.027,14.027
s6.28,14.027,14.027,14.027h14.144v21.863H61.726C27.69,121.231,0,148.921,0,182.959v32.13V372.18
c0,37.774,30.731,68.506,68.504,68.506h199.405c37.773,0,68.504-30.731,68.504-68.506v-50.236h43.256h89.66
c23.528,0,42.669-19.142,42.669-42.669C512,255.747,492.858,236.606,469.331,236.606z M135.009,99.368h66.396v21.863h-66.396V99.368
z M28.055,182.959c0-18.567,15.106-33.673,33.671-33.673h59.255h94.451h59.255c18.567,0,33.673,15.106,33.673,33.673v18.102H28.055
V182.959z M308.359,372.18c0,22.304-18.146,40.451-40.449,40.451H68.504c-22.304,0-40.449-18.147-40.449-40.451V229.116h280.304
v21.518v15.201H112.925c-7.747,0-14.027,6.281-14.027,14.027s6.28,14.027,14.027,14.027h195.434v14.027L308.359,372.18
L308.359,372.18z M365.642,293.89h-29.229v-29.229h29.229V293.89z M469.331,293.89h-75.633v-29.229h75.633
c8.059,0,14.614,6.556,14.614,14.615C483.945,287.334,477.389,293.89,469.331,293.89z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow and green bags stacked by the baggage carousel. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e0d500" d="M2 0h94v41l-2-2-1 1V3z"/><path fill="#d1d403" d="M0 0h2l8 2 83 1v37l1-1 2 2v11l-7-2q0-2 3-1V4L5 3a483 483 0 001 82l-6-1z"/><path fill="#a5c50b" d="M89 50q-4 0-5 4L72 84q-1-6 1-10l-3-3q1-3 4-3 1-3-1-5l6-6q0-5 3-8-1-2-3 1 0-8 8-8-3-2-3-5l5-1q-1-6 1-12l-2-7v-4l-1 3-2-5-8-2q-2 3-5 0l-5 2-1-2h-4q-3 3-6 0l-8 8-2-3-2 7-7 1-1 9q0-6-2-1-3-4-6 0 0-2-2-2l-3-6v-3l-5-4q-7 0-12 6-3 13-1 44Q2 33 5 3l87 1v45q-3-1-3 1"/><path fill="#a4c30c" d="m89 36-2-3h-5q-2-4 1-7l-3-3v-2q-4-4-9-3-1-6-5-3l-1-2-7 11q-1-2-3-2l-2 1 3 7q-6 2-12 1l1-3h-3q-1-5 3-5 2 0 3 2l1-3h-3v-4q4-1 4 4v-8q2-3 6-5 3 3 6 0h4l1 2 5-2q3 3 5 0l8 2 2 5 1-3v4l2 7q-2 6-1 12"/><path fill="#9ebe0c" d="m82 33-6 5q-3 0 0 2l-3 2q-2 3-1 9l-3-1q1-2-2-3l-3 2q-2-3-4 0-12-2-24-1-2-3-1-4l25 3 2-1q-2-6-1-10h-7l-16-2v2h-1l-1-3h24q-2-4-2-9l7-11 1 2q4-3 5 3 5-1 9 3v2l3 3q-3 3-1 7"/><path fill="#9fc00e" d="m26 28-4 6h-3l-3 3q0 6 6 10l3 7-1 2 3 4-2 2 1 1-6-1h-2q-3 1 0 2l-2 1q-3-2-3-5-1 3-4 2l-1 2 1-5q-6-8-1-16l-1-3q8-6 0-10 0-4 3-8-1-2-3 0-1 9-1-1 5-6 12-6l5 4v3z"/><path fill="#cad204" d="M50 14v8q0-5-4-4v4h3l-1 3q-1-2-3-2-4 0-3 5h3l-1 3q6 1 12-1l-3-7 2-1q2 0 3 2 0 5 2 9H36v-2l1-9 7-1 2-7 2 3q0-3 2-3"/><path fill="#9fc10f" d="M6 21q0 10 1 1 2-2 3 0-3 4-3 8 8 4 0 10l1 3q-5 8 1 16l-1 5 1-2q3 1 4-2 0 3 3 5l2-1q-3-1 0-2h2l6 1-1-1 2-2-3-4 1-2-3-7q-6-4-6-10l3-3h3l4-6q2 0 2 2 3-4 6 0 2-5 2 1v2l1 3q-2 3-2 8-1 1 1 4-3 2 1 2l2 2v5h18v-6l1 8q-10-1-18 1l5 2h-8l-1-6-1-5-1 1q-2 0-2 3-3 7-3 16h-1l-6-3q-3 0-4 3l-2 4-1-2-1 2H8q-4-5-3-10-2-31 1-44"/><path fill="#a0c210" d="m89 36-5 1q0 3 3 5-8 0-8 8 2-3 3-1-3 3-3 8l-6 6q2 2 1 5-3 0-4 3h-3l-3-1v2l-4-21v-2q2-3 4 0l3-2q3 1 2 3l3 1q-1-6 1-9l3-2q-3-2 0-2l6-5h5z"/><path fill="#426c1c" d="M54 36H38v-2z"/><path fill="#d7d205" d="M37 36h23q-1 4 1 10l-2 1-25-3q0-5 2-8"/><path fill="#8cad13" d="m39 38 9 3q4-3 10-3-1 7-6 4H39z"/><path fill="#789c11" d="M36 48q12-1 24 1v2l1 9h-3l1 1-14 1-5-2q8-2 18-1l-1-8q-4-3-7-1l1 4h-4q-1-3 1-5-6-1-9 2-1-3-2-1-4 0-1-2"/><path fill="#2d4e22" d="M37 50q1-2 2 1v1z"/><path fill="#efe60f" d="m89 50 7 2v35l-25-1 1-2 12-30q1-4 5-4"/><path fill="#d3d401" d="M57 51v6H39v-6q3-3 9-2-2 2-1 5h4l-1-4q3-2 7 1"/><path fill="#c5ce05" d="m34 52-1 17q-2 3-5 3l1-1z"/><path fill="#549e14" d="m60 75-2-6-3 7q-2-4-5-3 3-6-3-6-2 1-1 4l-4 4-4-7v-1q4-2 10-2l11 1z"/><path fill="#ebf256" d="m50 73-4-2q-1-3 1-4 6 0 3 6"/><path fill="#e5d602" d="m28 71-1 1q-2 0-2 3l-1-2-6-2q1-3 4-3z"/><path fill="#84a10f" d="M36 56q-3 6-1 13l2-1-1 16h-1q0-7-4-11l3-3-1-1 1-17 1-1z"/><path fill="#31831d" d="m38 68 4 7 4-4 4 2q3-1 5 3l3-7 2 6v4l-3-4-1 3q-6-2-12-1l-7 4z"/><path fill="#254424" d="m67 71-2 2v6q-3-1-1 5l3 2h-4q-2-8 1-14v-2z"/><path fill="#255c25" d="m18 71 6 2-4 10q-1 5-5 3-2-6 1-11z"/><path fill="#457f2e" d="M67 71h3l3 3q-2 4-1 10l-1 2h-3q0-5-3-7v-6z"/><path fill="#48922b" d="M65 79q3 2 3 7h-1l-3-2q-2-6 1-5"/><path fill="#266523" d="m38 67-1 13 7-4q6-1 12 1l1-3 3 4-1 8h-5v-6q-6-1-10 1l-2 6q-6 0-6-4l1-16z"/><path fill="#2f6e20" d="m33 69-3 3q4 4 4 11-2 1-1 4-12 0-8-10 7 0 2-4l-1-2 1-1h1l-1 1q3 0 5-3"/><path fill="#70a016" d="m59 87-11 1h-6l2-6q4-2 10-1v6z"/><path fill="#1f5524" d="M8 75h6l-2 7 1 3-4 2-3-2v-9z"/><path fill="#c4c305" d="m27 72 1 2q5 4-2 4-4 10 8 10-1-3 1-4h1q0 4 6 4h6l-6 1 8 5-4 2H0V84l6 1 3 2 4-2-1-3 2-7 1-2 1 2q-3 5-1 11 4 2 5-3l4-10 1 2q0-3 2-3"/><path fill="#c9cb05" d="m60 51 4 21q-3 6-1 14h8l25 1v9H46l4-2-8-5 6-1 11-1 1-8v-4l-1-9-11-1q-6 0-10 2l-1 1-2 1q-2-7 1-13l1 6h8l14-1-1-1h3z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f469_1f3ff_200d_2764_200d_1f48b_200d_1f469_1f3fc.png"
} | Generate code for a svg of a kiss: woman, woman, dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_607_">
<path id="hair_608_" d="M67.5,124c-0.48-13.19,0.05-47.32,0.19-55.55c0-0.63-1.68-40.31,37.99-40.57 c7.24-0.05,13.27,1.08,18.32,3V124H67.5z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="1230.4161" cy="94.5182" gradientTransform="matrix(-1 0 0 0.9979 1327.1893 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_33_" d="M67.69,68.45c0-1.77,56.31,38.6,56.31,38.6V124H67.5 C67.02,110.81,67.55,76.68,67.69,68.45z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g id="head_350_">
<path d="M106.47,39.45L106.47,39.45L106.47,39.45c6.21,0,12.27,1.59,17.53,4.84v71.69 c-3.88,2.79-8.08,4.79-12.18,5.98c-3.59,1.04-6.42,1.56-11.42,1.56c-2.98,0-6.71-1.39-9.36-3c-11.72-7.13-19.31-18.02-19.31-39.23 C71.73,52.86,88.43,39.45,106.47,39.45z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_178_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#AB872F;"/>
<path d="M73.67,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C73.35,78.59,73.24,77.93,73.67,77.36z" style="fill:#AB872F;"/>
</g>
<g id="eyes_175_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.76,87.45,109.37,86.49,108.65,85.64z" style="fill:#5D4037;"/>
<path d="M75.8,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88C76.92,87.45,76.52,86.49,75.8,85.64z " style="fill:#5D4037;"/>
</g>
<path id="mouth_103_" d="M91.65,114.85c-3.02,0.38-8.02-2.23-6.91-5.19c0.42-1.12,2.1-1.45,2.1-1.45 s-2.76-3.12-1.34-4.76c1.91-2.21,5.07-0.59,7.43-1.27c0.48-0.14,0.99-0.36,1.46-0.2c-0.2,0.94-0.76,1.62-1.95,2.04 c-1.34,0.47-2.8,0.2-3.54,0.83c-0.76,0.66-0.11,1.59,0.87,2.17c1.39,0.82,3.47,1.24,3.37,1.9c-0.11,0.72-2.49,0.8-3.02,0.95 c-0.48,0.14-1.18,0.32-1.39,0.83c-0.38,0.89,0.93,1.85,1.6,2.25c0.74,0.44,2.61,0.93,2.68,0.99c0.14,0.12,0.11,0.37-0.02,0.51 C92.86,114.6,91.94,114.81,91.65,114.85z" style="fill:#6D4C41;"/>
<path id="nose_176_" d="M89.65,93.53c0.11-0.04,0.22-0.07,0.33-0.09h7.33c0.11,0.01,0.22,0.04,0.33,0.09 c0.66,0.27,1.03,0.96,0.72,1.69c-0.31,0.73-1.77,2.79-4.71,2.79c-2.94,0-4.4-2.06-4.71-2.79C88.62,94.49,88.99,93.8,89.65,93.53z" style="fill:#C48E6A;"/>
<g id="hair_601_">
<path id="hair_586_" d="M67.69,68.45c0-0.63-2.36-40.02,37.99-40.57c7.23-0.1,13.27,1.06,18.32,3.04V74.2 c-4.45-5.54-10.85-19.78-10.85-19.78c-12.89,9.6-36.62,10.48-41.41,21.01c0,0-0.63,7.35,0.97,19.48c0,0-5.26-0.08-5.26-0.14 C67.16,86.06,67.69,76.53,67.69,68.45z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="1223.4459" cy="86.4971" gradientTransform="matrix(-1 0 0 1.1286 1327.1893 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_32_" d="M67.69,68.45c0-0.63-2.36-40.02,37.99-40.57 c7.23-0.1,13.27,1.06,18.32,3.04V74.2c-4.45-5.54-10.85-19.78-10.85-19.78c-12.89,9.6-36.62,10.48-41.41,21.01 c0,0-0.63,7.35,0.97,19.48c0,0-5.26-0.08-5.26-0.14C67.16,86.06,67.69,76.53,67.69,68.45z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<g id="hair_599_">
<path id="hair_600_" d="M60.5,124c0.48-13.19-0.05-47.32-0.19-55.55c0-0.63,1.68-40.31-37.99-40.57 c-7.24-0.05-13.27,1.08-18.32,3V124H60.5z" style="fill:#232020;"/>
<radialGradient id="hairHighlights_3_" cx="31.2265" cy="94.5182" gradientTransform="matrix(1 0 0 0.9979 0 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path id="hairHighlights_31_" d="M60.31,68.45c0-1.77-56.31,38.6-56.31,38.6V124h56.5 C60.98,110.81,60.45,76.68,60.31,68.45z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="head_349_">
<path d="M21.53,39.45L21.53,39.45L21.53,39.45c-6.21,0-12.27,1.59-17.53,4.84v71.69 c3.88,2.79,8.08,4.79,12.18,5.98c3.59,1.04,6.42,1.56,11.42,1.56c2.98,0,6.71-1.39,9.36-3c11.72-7.13,19.31-18.02,19.31-39.23 C56.27,52.86,39.57,39.45,21.53,39.45z" style="fill:#70534A;"/>
</g>
<g id="eyebrows_177_">
<path d="M21.35,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C21.67,78.59,21.78,77.93,21.35,77.36z" style="fill:#1A1717;"/>
<path d="M54.33,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C54.65,78.59,54.76,77.93,54.33,77.36z" style="fill:#1A1717;"/>
</g>
<g id="eyes_174_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#1A1717;"/>
<path d="M52.2,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88C51.08,87.45,51.48,86.49,52.2,85.64 z" style="fill:#1A1717;"/>
</g>
<path id="mouth_102_" d="M36.35,114.85c3.02,0.38,8.02-2.23,6.91-5.19c-0.42-1.12-2.1-1.45-2.1-1.45 s2.76-3.12,1.34-4.76c-1.91-2.21-5.07-0.59-7.43-1.27c-0.48-0.14-0.99-0.36-1.46-0.2c0.2,0.94,0.76,1.62,1.95,2.04 c1.34,0.47,2.8,0.2,3.54,0.83c0.76,0.66,0.11,1.59-0.87,2.17c-1.39,0.82-3.47,1.24-3.37,1.9c0.11,0.72,2.49,0.8,3.02,0.95 c0.48,0.14,1.18,0.32,1.39,0.83c0.38,0.89-0.93,1.85-1.6,2.25c-0.74,0.44-2.61,0.93-2.68,0.99c-0.14,0.12-0.11,0.37,0.02,0.51 C35.14,114.6,36.06,114.81,36.35,114.85z" style="fill:#1A1717;"/>
<path id="nose_175_" d="M38.35,93.53c-0.11-0.04-0.22-0.07-0.33-0.09h-7.33c-0.11,0.01-0.22,0.04-0.33,0.09 c-0.66,0.27-1.03,0.96-0.72,1.69c0.31,0.73,1.77,2.79,4.71,2.79c2.94,0,4.4-2.06,4.71-2.79C39.37,94.49,39.01,93.8,38.35,93.53z" style="fill:#33251F;"/>
<g id="hair_597_">
<path id="hair_598_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57C15.09,27.78,9.05,28.94,4,30.92v45.73 c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14 C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:#232020;"/>
<radialGradient id="hairHighlights_4_" cx="24.2562" cy="86.4971" gradientTransform="matrix(1 0 0 1.1286 0 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path id="hairHighlights_30_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57 C15.09,27.78,9.05,28.94,4,30.92v45.73c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06 c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:url(#hairHighlights_4_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown horse galloping across the plain. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f2e0b5" d="M2 0h94v43l-8-6h-2q-3-4-7-6v-4q-3-1-5 1 2 1 1 4-7-1-10-5l4-2-7-4-2 4q-6-2-1-4l-3-1h-3l-2 2q4 2 5 8 2-1 3 1l-2 5-4-1q2-1 1-3l-11-3q-9 0-15 3-1-5-6-2-3-5-7-2l-1-2 2-11-3-11H6Q2 3 2 0"/><path fill="#f2e0b5" d="M0 0h2q0 3 4 4h7l3 11-2 11 1 2q4-3 7 2 5-3 6 2l-1 6 3 5-2 8q3 1 2 5l-2-2q-7 3-13 0 4-9-2-2l-8 3q-3 4-3 10l-2 1z"/><path fill="#8d4416" d="m44 36 5 5q-3-1-4 1l1 6-2 5q2-6-2-9-3 1-5 5l-1-13q3-2 8 0"/><path fill="#f3e2b7" d="M96 43v24l-18-2q-1-6-6-4l-5-6q0-3 2-4l6 7 1-4-2-3q0-2 3-2-5-1-2-3-1-3-2 0-1-7-4-1l-13-5q-1-3 1-4l2-5q-1-2-3-1-1-6-5-8l2-2h3l3 1q-5 2 1 4l2-4 7 4-4 2q3 4 10 5 1-3-1-4 2-2 5-1v4q4 2 7 6h2z"/><path fill="#9d4910" d="m49 41 4 2 1 1 9 1 4 3 2 3q-2 1-2 4l-1 1h-4l-2-2-5 2h-6l-5-3 2-5-1-6q1-2 4-1"/><path fill="#f2e0b2" d="M57 36q-2 1-1 4l13 5q3-6 4 1 1-3 2 0-3 2 2 3-3 0-3 2-3-4-7-3l-4-3-9-1-1-1-4-6q-3-2-5-1-5-2-8 0l1 13q2-4 5-5 4 3 2 9h-4v3h15q5-2 6 4 3-3 1-4h4l4 5h2q5-2 6 4h-9q-7-1-12 1l-2-1 3-3q-3 0-4 3l-39 1-4 1 12 1h2l6 2-31 2v-6l2-1q0-6 3-10l8-3q6-7 2 2 6 3 13 0l2 2q1-4-2-5l2-8-3-5 1-6q6-3 15-3l11 3q1 2-1 3z"/><path fill="#4b2e1f" d="M44 36q2-1 5 1l4 6-4-2z"/><path fill="#542b1a" d="M67 48q4-1 7 3l2 3-1 4-6-7z"/><path fill="#825030" d="m44 53 5 3h-9v-3z"/><path fill="#673620" d="M62 56q2 1-1 4-1-6-6-4l5-2z"/><path fill="#82664e" d="m40 56 2 6q-9-1-2-6"/><path fill="#604838" d="m66 56 1-1 5 6h-2z"/><path fill="#a87748" d="m57 66-34 2-12-1 4-1 43-4-3 3z"/><path fill="#823103" d="m69 65 7 1-28 2H23l34-2q5-2 12-1"/><path fill="#b58655" d="M25 68h23l-13 2h-4z"/><path fill="#a65a1c" d="M69 65h9l18 2v1l-61 2 13-2z"/><path fill="#a94b08" d="M96 68v28H1l15-7 2 3q6-6 13-1 6-4 12-2l3-3-1-1h3l-2-6 2-3q-6 0-1-3l-2-1-6 4h-4q0 4-2 1l-8 2q-3-1 0-3l-3-2 8-2 1-2h4z"/><path fill="#a64c0a" d="m31 70-1 2-8 2 3 2q-3 2 0 3l8-2q2 3 2-1h4l6-4 2 1q-5 3 1 3l-2 3 2 6h-3l1 1-3 3q-6-2-12 2-7-5-13 1l-2-3-15 7H0V72z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white line drawing of a paint roller, potentially mistaken for a battery due to the elongated handle and cylindrical shape. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="303.248px" height="303.249px" viewBox="0 0 303.248 303.249" style="enable-background:new 0 0 303.248 303.249;"
xml:space="preserve">
<g>
<path d="M297.992,7.849H27.995c-2.903,0-5.256,2.354-5.256,5.256v64.241c0,2.902,2.353,5.256,5.256,5.256h269.997
c2.905,0,5.256-2.354,5.256-5.256V13.105C303.248,10.204,300.897,7.849,297.992,7.849z M292.735,72.09H33.252V18.362h259.483V72.09
z"/>
<path d="M157.734,170.775h-18.902c-2.903,0-5.256,2.354-5.256,5.256v114.112c0,2.898,2.353,5.256,5.256,5.256h46.896
c2.905,0,5.257-2.357,5.257-5.256V176.031c0-2.901-2.352-5.256-5.257-5.256h-17.48v-22.768c0-2.229-1.403-4.216-3.508-4.955
L10.513,88.615v-43.39c0-2.902-2.351-5.256-5.256-5.256S0,42.324,0,45.226v47.108c0,2.229,1.405,4.216,3.508,4.955l154.227,54.435
V170.775z M180.475,284.886h-36.381V181.288h36.381V284.886z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brass compass sitting on a weathered map. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eee4cc" d="M0 0h96v41q-3 0-1-2l-8-1-12 5q-4-1-3-5-2-6-7-6l-1-2q-5-9-14-10 0-7 2-1 2-9-6-7l2 7q-9 2-13 11-2 3-1 7-3 3-5 1-3 0-4 2-2 4-1 10h7l-2 2q3 6-3 9l2 1q-3 1-1 4l6 7-4 2-2-7-1 2-7-2-1 6q-3-6-9-3l-2-2-7 1z"/><path fill="#c7974f" d="M64 30h-1l-7-6-7-1q-5-1-7 2-4 1-7 5 4-9 13-11l-2-7q8-2 6 7-2-6-2 1 9 1 14 10"/><path fill="#594a31" d="M56 24q-12-1-19 9v6l-2-2 1-6 6-6q2-3 7-2z"/><path fill="#ddcea4" d="m48 29-1 9h-1l-4-3q-2-1-2-3 3-4 8-3"/><path fill="#866438" d="m42 25-6 6-1 6h-1q-1-4 1-7 3-4 7-5"/><path fill="#876031" d="m63 30 1 2v5l-2 3h-1v-1l1-7z"/><path fill="#dacaa0" d="m63 32-1 7-5 3q-6-2-1-6l-4 1-2-6v-5q7 0 13 6"/><path fill="#a99362" d="m56 24 7 6v2q-6-6-13-6v3h-2q-5-1-8 3 0 2 2 3l-1 1 3 4-2 2-3-3h-2v-6q7-10 19-9"/><path fill="#e6ac4e" d="M48 29h2v2l-3 13v-6z"/><path fill="#9d612a" d="m50 31 2 6q-3 3 1 6-3 1-1 4l-6 2-1-2 2-3z"/><path fill="#363f2f" d="m57 42-4 1q-4-3-1-6l4-1q-5 4 1 6"/><path fill="#e8dbb8" d="M34 37q0 5 4 8l-11 3 2 2h-6q-1-6 1-10 1-2 4-2 2 2 5-1"/><path fill="#464731" d="m42 35 4 3-2 5h-2v-1l2-2-3-4z"/><path fill="#8f6e39" d="M46 38v6l-3-1z"/><path fill="#d9993f" d="m62 39-4 5-6 2q-2-3 1-4l4-1z"/><path fill="#e8a439" d="M42 43h2l3 1-2 3h-2l-6-6z"/><path fill="#988a62" d="m65 37 5 1q-5 2-5 8l-2 2h-2l-2-2 4-6z"/><path fill="#b48749" d="m35 37 2 2h2l3 3v1l-5-2 6 6-2 1-1 1 6 1-2 1h-8l-5-1h-1l-2-2 11-3q-4-3-4-8"/><path fill="#261a13" d="M43 47h2l1 2-5-1z"/><path fill="#5d4a2c" d="m62 40-4 6 2 2-7 2 2 4q1 5-2 1l1-1q-3-6-8-3v5q-3-4-6 0 0-3 3-5l2-1-6-1 1-1 5 1 6-2 6-2z"/><path fill="#a16529" d="M61 48h8l-3 2H54z"/><path fill="#e2cb98" d="M65 32q5 0 7 6-5 2-2 7l8 8-5 1q-8-1-10 6-2 3-4 0l-2 1 3 9-4-1q-2 0-1 3-3-1-4 1l-1 13-2 2-2-11 2-15 1 6 2-14 3 1q3 4 2-1 4-3 10-4l3-2h-6l2-2q0-6 5-8l-5-1z"/><path fill="#b9934f" d="M54 50h12q-6 1-10 4z"/><path fill="#edd9a9" d="M72 38q-1 4 3 5l12-5 8 1q-2 2 1 2v26L76 57l-3-3 5-1-8-8q-3-5 2-7"/><path fill="#a99e76" d="M36 51h8q-3 2-3 5-3-2-2-4z"/><path fill="#312d1e" d="M47 51q5-3 8 3l-1 1-3-1v-3z"/><path fill="#9c6825" d="M47 51h4v3l-2 14-1-6-1-6z"/><path fill="#e7d8ae" d="M63 60v4q1-3 4-1v3l4 4-12 7q-1 9-9 9l1-13q1-2 4-1-1-3 1-3l4 1-3-9 2-1q2 3 4 0"/><path fill="#e5d9b7" d="m31 50 5 1 3 1q-1 2 2 4 3-4 6 0l1 6-2 15q-7 0-12-3l-17 7-2-1 18-7-6-7q-2-3 1-4l-2-1q6-3 3-9z"/><path fill="#ede3c5" d="m73 54 3 3 20 10v29H70l-9-14q-5 8-13 6l2-2q8 0 9-9l12-7-4-4v-3q-3-2-4 1v-4q2-7 10-6"/><path fill="#f5ebcc" d="m29 75-14 5 2 1 17-7q5 3 12 3l2 11q8 2 13-6l9 14H0V70l7-1 2 2-3 2 7 8q0-6 5-7l1-6 7 2 1-2z"/><path fill="#e5d0a2" d="M18 74q-5 1-5 7l-7-8 3-2q6-3 9 3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a shared glance across a crowded room. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f3eee3" d="M0 0h96v46q-6-1-10 3l-1 24-1 4-1 13-1 2-11 1-2-4-2-3 2-15q-3-1-4 1-2 3-5 2 3-4 1-7 2-5-2-7l-2 6q-5 1-2 7l-2 2-3 2-3-13q2-3-1-3-2 0-1 2h-1q-3-2-4-1l-1 4-4-3-1-3q-2 1-1 4l-5 1-2-4-1-1q-4 1-6 5l-3 2h-1v-5H8q-5 0-2 5l6 1 1 6-4 2q-3-4-6-4v-5q-3-2-2-5 2 3 3-1H0z"/><path fill="#f7f3e4" d="M96 46v50h-2l-5-5q1-4-2-6 0-5-3-8l1-4 1-24q4-4 10-3"/><path fill="#edbbbf" d="m76 61-3 1q0-9 3-1"/><path fill="#5f5a5d" d="m35 63-2 1q-1-3 1-4z"/><path fill="#a78f8c" d="M26 61q-3 2-1 6l-1 1q-2-1-1-3h-4q2-4 6-5z"/><path fill="#676571" d="m47 64-2-1q-1-2 1-2 3 0 1 3"/><path fill="#72737f" d="M76 61q3 3 0 7l-2-1q-2-3-1-5z"/><path fill="#877f8a" d="M0 61h4q-1 4-3 1-1 3 2 5H0z"/><path fill="#b78b81" d="M61 67q-3-2-4-1l2-6q4 2 2 7"/><path fill="#706c76" d="M15 67q-3-1-3 1l-6-1q-3-5 2-5h7z"/><path fill="#685d69" d="m26 61 2 4-1 3-2-1q-2-4 1-6"/><path fill="#969395" d="m35 63 4 3q-6-1-6 5h-5l-1-3 1-3 5-1z"/><path fill="#8f6763" d="M57 66q1-1 4 1 2 3-1 7l-5-1q-3-6 2-7"/><path fill="#e2b09b" d="m25 67 2 1 1 3q-1 2 1 5-9 0-5-8z"/><path fill="#afbec2" d="m44 63 2 1 3 13q-4 2-4 6l-2-4-6-6q2-6 6-10"/><path fill="#c7d2d3" d="m74 67 2 1q2-1 3 2h-7q0-3 2-3"/><path fill="#5c606f" d="M69 89h-4l-3-7q2-2-1-2l-1 1-7-5q5-1 0-1l2-2 5 1q3 1 5-2 1-2 4-1l-2 15z"/><path fill="#575061" d="M19 65h4q-1 2 1 3-4 8 5 8l14 7v8l1 1q0-3 2-3v7H0V67h3v5q3 0 6 4l4-2 3-7z"/><path fill="#dcab99" d="m15 67-3 7-1-6q0-2 3-1"/><path fill="#cacbca" d="m60 81 1-1q3 0 1 2z"/><path fill="#d3d1ca" d="M84 77q3 3 3 8-4 0-4 5l-1-1z"/><path fill="#525162" d="M44 63q-4 4-6 10l6 6 2 4q0-4 4-6l3-2q5 0 0 1l7 5 2 1 3 7h4l2 4v3h-4q-4-6-5 0H48l-1-10q-2 0-1 3-2 0-2 3l-1-1v-8l-14-7q-2-3-1-5h5q0-6 6-5l1-4q1-1 4 1"/><path fill="#575968" d="M87 85q3 2 2 6l-6-1q0-5 4-5"/><path fill="#8ca3aa" d="m83 90 6 1 5 5h-9q0-4-3-4z"/><path fill="#7e7c82" d="M48 96h-2v-7q-1-3 1-3z"/><path fill="#cfd2d0" d="M67 96h-5q1-6 5 0"/><path fill="#6f8594" d="M82 92q3 0 3 4H71v-3z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white illustration of a tennis racket. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 299.776 299.776" style="enable-background:new 0 0 299.776 299.776;" xml:space="preserve">
<g>
<g>
<path d="M280.987,19.537c-11.57-11.505-27.755-18.005-47.125-19.24l-0.065-0.065l-0.065,0.065
c-9.23-0.585-19.175,0.065-29.64,2.015c-28.47,5.2-57.265,19.5-75.14,37.31c-17.81,17.745-29.445,43.225-31.98,69.745
c-0.065,0.975-0.195,1.95-0.26,2.86l-1.495,18.07c-2.405,26.585-8.84,52.39-18.98,76.57v0.065l-5.33,13.26l-4.485-4.42
c-0.91-0.91-2.145-1.43-3.445-1.43c-1.3,0-2.535,0.52-3.445,1.43l-58.11,58.695c-1.885,1.885-1.885,4.875-0.065,6.825l16.12,16.9
c0.91,0.975,2.145,1.495,3.445,1.495h0.065c1.3,0,2.535-0.52,3.445-1.43l58.89-58.695c0.91-0.91,1.43-2.145,1.43-3.445
s-0.52-2.535-1.43-3.445l-4.42-4.355l18.005-6.89c0,0,0.065,0,0.065-0.065c21.71-8.84,44.98-15.08,67.275-18.2l5.46-0.52
c3.25,0.325,6.5,0.455,9.88,0.455c0.195,0,0.39,0,0.65,0c29.575-0.195,60.06-12.675,79.69-32.695
c23.27-22.685,39.65-62.79,39.845-97.5C299.967,50.412,293.402,31.952,280.987,19.537z M21.117,287.921l-9.425-9.88l51.285-51.87
l10.01,10.01L21.117,287.921z M289.502,62.046l-24.505,24.44l-22.555-22.49l34.515-34.385
C284.952,39.296,288.332,51.256,289.502,62.046z M132.332,115.086l20.15-20.085l22.555,22.49l-20.15,20.085L132.332,115.086z
M147.997,144.466l-25.155,25.09c-7.41-8.84-12.155-19.305-14.495-30.485l17.095-17.095L147.997,144.466z M201.882,90.711
l-19.955,19.89l-22.555-22.49l20.02-19.955L201.882,90.711z M186.282,61.266l19.825-19.76l22.555,22.49l-19.89,19.825
L186.282,61.266z M181.927,124.381l22.555,22.49l-20.15,20.085l-22.555-22.49L181.927,124.381z M188.817,117.491l19.89-19.825
l22.49,22.555l-19.825,19.76L188.817,117.491z M215.662,90.776l19.955-19.89l22.555,22.49l-20.02,19.955L215.662,90.776z
M237.242,10.501c12.48,1.365,23.855,5.33,32.695,12.35l-34.385,34.32l-22.555-22.49L237.242,10.501z M223.982,9.981
l-17.875,17.81l-13.065-13.065C203.377,11.866,213.907,10.176,223.982,9.981z M182.577,17.976l16.64,16.575l-19.825,19.825
l-23.465-23.595C164.182,25.711,173.217,21.356,182.577,17.976z M135.777,46.576c3.64-3.575,7.605-7.02,11.96-10.14l24.83,24.895
l-20.02,19.955l-25.09-25.025C129.992,52.751,132.787,49.501,135.777,46.576z M121.867,64.516l23.725,23.66l-20.15,20.02
l-15.47-15.405C112.637,82.781,116.667,73.161,121.867,64.516z M107.632,104.231l10.92,10.855l-11.96,11.96
C106.072,119.506,106.397,111.836,107.632,104.231z M93.397,212.326l-10.53,4.03l2.275-5.655
c7.8-18.525,13.39-37.895,16.835-57.85c3.835,10.335,9.555,19.5,17.095,27.235c0,0,0,0,0.065,0.065
c7.15,7.15,15.86,12.74,25.545,16.64C127.457,200.301,109.972,205.566,93.397,212.326z M159.957,191.201
c-11.635-2.6-21.97-7.605-30.29-14.755l25.22-25.155l22.555,22.49L159.957,191.201z M180.237,193.346
c-2.795,0-5.59-0.065-8.32-0.325l12.415-12.35l11.44,11.375C190.637,192.891,185.437,193.346,180.237,193.346z M207.147,189.641
l-15.86-15.795l20.085-20.085l23.92,23.855C226.712,182.881,217.092,186.976,207.147,189.641z M253.167,163.511l-0.065,0.065
c-2.925,2.99-6.175,5.785-9.62,8.45l-25.22-25.155l19.825-19.76l24.96,25.025C259.927,156.296,256.612,160.066,253.167,163.511z
M268.637,143.946l-23.66-23.725l20.02-19.955l16.705,16.64C278.257,126.461,273.772,135.691,268.637,143.946z M271.887,93.376
l18.07-18.07c-0.325,10.205-2.015,20.8-4.94,31.135L271.887,93.376z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "cda5ad695dff77bdc91d4a13aa2222c3aa763e1edff576d27ace8f53d6a475e8.png"
} | Generate code for a svg of a a diagram of a system with a view example | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" contentScriptType="application/ecmascript" contentStyleType="text/css" height="338px" preserveAspectRatio="none" style="width:496px;height:338px;" version="1.1" viewBox="0 0 496 338" width="496px" zoomAndPan="magnify"><defs><style type="text/css"><![CDATA[path:hover { stroke: #FFB99C !important;}]]></style><filter height="300%" id="fk2vuemcya6wz" width="300%" x="-1" y="-1"><feGaussianBlur result="blurOut" stdDeviation="2.0"/><feColorMatrix in="blurOut" result="blurOut2" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 .4 0"/><feOffset dx="4.0" dy="4.0" in="blurOut2" result="blurOut3"/><feBlend in="SourceGraphic" in2="blurOut3" mode="normal"/></filter></defs><g><text fill="#000000" font-family="sans-serif" font-size="18" lengthAdjust="spacingAndGlyphs" textLength="129" x="177.25" y="16.708">View Example</text><ellipse cx="45.5" cy="54.5518" fill="#566775" rx="8" ry="8" style="stroke: #566775; stroke-width: 1.5;"/><path d="M45.5,62.5518 L45.5,89.5518 M32.5,70.5518 L58.5,70.5518 M45.5,89.5518 L32.5,104.5518 M45.5,89.5518 L58.5,104.5518 " fill="none" style="stroke: #566775; stroke-width: 1.5;"/><text fill="#2C3E50" font-family="sans-serif" font-size="16" font-weight="bold" lengthAdjust="spacingAndGlyphs" textLength="41" x="25" y="121.9033">User</text><text fill="#2C3E50" font-family="sans-serif" font-size="14" lengthAdjust="spacingAndGlyphs" textLength="0" x="10" y="138.6719"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="75" x="10" y="138.6719">Real client</text><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="67" x="12" y="41.75">«person»</text><a href="view.container.svg" target="_top" title="view.container.svg" xlink:actuate="onRequest" xlink:href="view.container.svg" xlink:show="new" xlink:title="view.container.svg" xlink:type="simple"><polygon fill="#ECF0F1" filter="url(#fk2vuemcya6wz)" points="126,54.7549,136,44.7549,295,44.7549,295,115.9736,285,125.9736,126,125.9736,126,54.7549" style="stroke: #566775; stroke-width: 1.5;"/><line style="stroke: #566775; stroke-width: 1.5;" x1="285" x2="295" y1="54.7549" y2="44.7549"/><line style="stroke: #566775; stroke-width: 1.5;" x1="126" x2="285" y1="54.7549" y2="54.7549"/><line style="stroke: #566775; stroke-width: 1.5;" x1="285" x2="285" y1="54.7549" y2="125.9736"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="68" x="171.5" y="77.75">«system»</text><text fill="#2C3E50" font-family="sans-serif" font-size="16" font-weight="bold" lengthAdjust="spacingAndGlyphs" textLength="86" x="162.5" y="95.9033">System A</text><text fill="#2C3E50" font-family="sans-serif" font-size="14" lengthAdjust="spacingAndGlyphs" textLength="0" x="145" y="112.6719"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="125" x="145" y="112.6719">Awsome software</text></a><polygon fill="#ECF0F1" filter="url(#fk2vuemcya6wz)" points="353.5,54.7549,363.5,44.7549,479.5,44.7549,479.5,115.9736,469.5,125.9736,353.5,125.9736,353.5,54.7549" style="stroke: #566775; stroke-width: 1.5;"/><line style="stroke: #566775; stroke-width: 1.5;" x1="469.5" x2="479.5" y1="54.7549" y2="44.7549"/><line style="stroke: #566775; stroke-width: 1.5;" x1="353.5" x2="469.5" y1="54.7549" y2="54.7549"/><line style="stroke: #566775; stroke-width: 1.5;" x1="469.5" x2="469.5" y1="54.7549" y2="125.9736"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="68" x="377.5" y="77.75">«system»</text><text fill="#2C3E50" font-family="sans-serif" font-size="16" font-weight="bold" lengthAdjust="spacingAndGlyphs" textLength="86" x="368.5" y="95.9033">System B</text><text fill="#2C3E50" font-family="sans-serif" font-size="14" lengthAdjust="spacingAndGlyphs" textLength="0" x="411.5" y="112.6719"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="0" x="415.5" y="112.6719"/><polygon fill="#ECF0F1" filter="url(#fk2vuemcya6wz)" points="122,226.7549,132,216.7549,315,216.7549,315,287.9736,305,297.9736,122,297.9736,122,226.7549" style="stroke: #B6C1C5; stroke-width: 1.5;"/><line style="stroke: #B6C1C5; stroke-width: 1.5;" x1="305" x2="315" y1="226.7549" y2="216.7549"/><line style="stroke: #B6C1C5; stroke-width: 1.5;" x1="122" x2="305" y1="226.7549" y2="226.7549"/><line style="stroke: #B6C1C5; stroke-width: 1.5;" x1="305" x2="305" y1="226.7549" y2="297.9736"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="131" x="148" y="249.75">«external system»</text><text fill="#2C3E50" font-family="sans-serif" font-size="16" font-weight="bold" lengthAdjust="spacingAndGlyphs" textLength="148" x="139.5" y="267.9033">External system</text><text fill="#2C3E50" font-family="sans-serif" font-size="14" lengthAdjust="spacingAndGlyphs" textLength="0" x="141" y="284.6719"/><text fill="#2C3E50" font-family="sans-serif" font-size="14" font-style="italic" lengthAdjust="spacingAndGlyphs" textLength="149" x="141" y="284.6719">Authorization system</text><path d="M352,244.7549 L352,269.8877 A0,0 0 0 0 352,269.8877 L481,269.8877 A0,0 0 0 0 481,269.8877 L481,254.7549 L471,244.7549 L420.5,244.7549 L416.5,126.1119 L412.5,244.7549 L352,244.7549 A0,0 0 0 0 352,244.7549 " fill="#FFFFFF" filter="url(#fk2vuemcya6wz)" style="stroke: #B6C1C5; stroke-width: 1.0;"/><path d="M471,244.7549 L471,254.7549 L481,254.7549 L471,244.7549 " fill="#FFFFFF" style="stroke: #B6C1C5; stroke-width: 1.0;"/><text fill="#566775" font-family="sans-serif" font-size="13" lengthAdjust="spacingAndGlyphs" textLength="108" x="358" y="261.8218">Work in progress</text><path d="M295.18,85.2549 C312.779,85.2549 331.116,85.2549 348.045,85.2549 " fill="none" id="systemA-to-systemB" style="stroke: #566775; stroke-width: 1.0;"/><polygon fill="#566775" points="353.251,85.2549,344.251,81.2549,348.251,85.2549,344.251,89.2549,353.251,85.2549" style="stroke: #566775; stroke-width: 1.0;"/><text fill="#2C3E50" font-family="sans-serif" font-size="12" lengthAdjust="spacingAndGlyphs" textLength="22" x="313.25" y="79.3936">info</text><path d="M212.376,126.1119 C213.579,151.6899 215.144,184.9499 216.391,211.443 " fill="none" id="systemA-to-systemExt" style="stroke: #566775; stroke-width: 1.0;"/><polygon fill="#566775" points="216.636,216.6472,220.2083,207.469,216.4008,211.6527,212.2172,207.8453,216.636,216.6472" style="stroke: #566775; stroke-width: 1.0;"/><text fill="#2C3E50" font-family="sans-serif" font-size="12" lengthAdjust="spacingAndGlyphs" textLength="0" x="219.5" y="183.8936"/><path d="M370.328,125.8979 C339.925,152.0009 300.122,186.1749 268.898,212.9841 " fill="none" id="systemB-to-systemExt" style="stroke: #566775; stroke-width: 1.0;"/><polygon fill="#566775" points="264.745,216.5492,274.1791,213.7212,268.5386,213.2921,268.9677,207.6515,264.745,216.5492" style="stroke: #566775; stroke-width: 1.0;"/><text fill="#2C3E50" font-family="sans-serif" font-size="12" lengthAdjust="spacingAndGlyphs" textLength="0" x="316.5" y="183.8936"/><path d="M85.0216,85.2549 C95.9633,85.2549 108.304,85.2549 120.868,85.2549 " fill="none" id="person-to-systemA" style="stroke: #566775; stroke-width: 1.0;"/><polygon fill="#566775" points="125.88,85.2549,116.88,81.2549,120.88,85.2549,116.88,89.2549,125.88,85.2549" style="stroke: #566775; stroke-width: 1.0;"/><text fill="#2C3E50" font-family="sans-serif" font-size="12" lengthAdjust="spacingAndGlyphs" textLength="0" x="107.5" y="79.3936"/><text fill="#000000" font-family="sans-serif" font-size="14" lengthAdjust="spacingAndGlyphs" textLength="97" x="193.25" y="316.9688">Context View</text><text fill="#888888" font-family="sans-serif" font-size="10" lengthAdjust="spacingAndGlyphs" textLength="169" x="0" y="329.5527">| Thu Oct 29 08:20:21 UTC 2020</text></g></svg> | |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f469_1f3fd.png"
} | Generate code for a svg of a couple with heart: woman, woman, medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_8_">
<path id="hair_9_" d="M5.43,74.62c0.06-0.26,4.95-29.34,30.8-27.08c15.04,1.31,25.48,11.52,25.6,26.61 c0.04,5.32,0.22,14.51-0.22,18.69c-1.83,17.58-7.74,28.43-8.53,28.63c-4.16,1.02-41.34,3.35-44.09-2.23 C2.65,106.44,3.99,83.56,5.43,74.62z" style="fill:#AB872F;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1210.7977" x2="1210.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#530EEB"/>
<stop offset="1" style="stop-color:#651FFF"/>
</linearGradient>
<path d="M27.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H30.85H2.61 C5.52,114.36,18.39,110.45,27.08,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_2_" d="M30.61,117.83L30.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C37.41,114.79,34.36,117.83,30.61,117.83z" style="fill:#C48E6A;"/>
<g id="face_1_">
<g id="head_1_">
<path d="M37.51,55.63L37.51,55.63L37.51,55.63C25.36,54.14,13,61.79,10.64,80.95 c-1.89,15.39,6.52,25.66,14.46,29.61c1.89,0.94,3.76,1.53,5.45,1.74c1.68,0.21,3.62,0.09,5.67-0.36 c8.66-1.9,19.33-9.84,21.23-25.25C59.8,67.53,49.66,57.12,37.51,55.63z" style="fill:#E0BB95;"/>
</g>
<path id="nose_1_" d="M36.63,94.22c-0.07-0.04-0.14-0.07-0.22-0.08l-4.94-0.61c-0.08,0-0.15,0.01-0.23,0.03 c-0.47,0.13-0.77,0.56-0.62,1.08c0.15,0.52,0.96,2.03,2.94,2.27c1.98,0.24,3.13-1.02,3.41-1.49 C37.25,94.95,37.06,94.46,36.63,94.22z" style="fill:#C48E6A;"/>
<g id="eyebrows_1_">
<path d="M29.03,80.21c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C29.14,81.06,29.27,80.63,29.03,80.21z" style="fill:#AB872F;"/>
<path d="M52.23,83.06c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C52.35,83.91,52.48,83.48,52.23,83.06z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="46.34" cy="88.83" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -47.4729 123.9972)"/>
<ellipse cx="23.13" cy="85.98" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -65.0243 98.4599)"/>
</g>
<path id="mouth_1_" d="M39.11,100.32c-2.39,1.05-9.67,0.15-11.73-1.44c-1.18-0.92-2.63,0.08-2.24,1.31 c0.38,1.2,4.03,4.34,7.47,4.76c3.44,0.42,7.69-1.74,8.35-2.82C41.63,101.04,40.48,99.72,39.11,100.32z" style="fill:#6D4C41;"/>
</g>
<path id="hair_7_" d="M36.22,47.55C10.37,45.29,5.49,74.36,5.43,74.62c-0.67,4.18-1.32,11.4-1.18,19.21 l7.24,0.51c-0.22-3.96,2.88-19.14,9.42-19.61c16.27-1.19,23.71-8.59,23.71-8.59c1.7,5.36,8.36,11.2,10.74,13.41 c1.95,1.81,0.84,11.69,0.47,14.4h5.66c0.04-0.36,0.08-0.72,0.12-1.09c0.43-4.18,0.26-13.37,0.22-18.69 C61.7,59.06,51.26,48.86,36.22,47.55z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="33.6622" cy="88.578" gradientTransform="matrix(0.9988 0.0497 -0.0666 1.3393 5.9395 -31.7222)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M61.82,74.15c-0.12-15.09-10.56-25.29-25.6-26.61 C10.37,45.29,5.49,74.36,5.43,74.62c-1.34,8.35-2.6,28.87,2.4,41.97c5.33-4.24,13.28-5.94,19.25-5.48h3.76h3.76 c6.52-0.5,15.39,1.57,20.64,6.71c2.12-4.59,5.14-13.29,6.35-24.98C62.04,88.67,61.86,79.47,61.82,74.15z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
<g>
<g id="hair_2_">
<path id="hair_3_" d="M122.57,74.62c-0.06-0.26-4.95-29.34-30.8-27.08c-15.04,1.31-25.48,11.52-25.6,26.61 c-0.04,5.32-0.22,14.51,0.22,18.69c1.83,17.58,7.74,28.43,8.53,28.63c4.16,1.02,41.34,3.35,44.09-2.23 C125.35,106.44,124.01,83.56,122.57,74.62z" style="fill:#543930;"/>
</g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#9900E6"/>
<stop offset="1" style="stop-color:#AA00FF"/>
</linearGradient>
<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#99674F;"/>
<g id="face_125_">
<g id="head_349_">
<path d="M90.49,55.63L90.49,55.63L90.49,55.63c12.15-1.49,24.51,6.16,26.86,25.32 c1.89,15.39-6.52,25.66-14.46,29.61c-1.89,0.94-3.76,1.53-5.45,1.74c-1.68,0.21-3.62,0.09-5.67-0.36 c-8.66-1.9-19.33-9.84-21.23-25.25C68.2,67.53,78.34,57.12,90.49,55.63z" style="fill:#BA8D68;"/>
</g>
<path id="nose_177_" d="M91.37,94.22c0.07-0.04,0.14-0.07,0.22-0.08l4.94-0.61c0.08,0,0.15,0.01,0.23,0.03 c0.47,0.13,0.77,0.56,0.62,1.08c-0.15,0.52-0.96,2.03-2.94,2.27c-1.98,0.24-3.13-1.02-3.41-1.49 C90.75,94.95,90.94,94.46,91.37,94.22z" style="fill:#99674F;"/>
<g id="eyebrows_178_">
<path d="M98.97,80.21c0.55-0.95,1.91-2.4,4.85-2.76s4.61,0.71,5.37,1.5c0.34,0.35,0.32,0.8,0.15,1.09 c-0.16,0.27-0.68,0.57-1.31,0.44c-0.63-0.13-1.89-0.6-3.88-0.37c-1.99,0.26-3.1,1.02-3.68,1.3c-0.58,0.28-1.16,0.12-1.38-0.11 C98.86,81.06,98.73,80.63,98.97,80.21z" style="fill:#613E31;"/>
<path d="M75.77,83.06c0.55-0.95,1.91-2.4,4.85-2.76s4.61,0.71,5.37,1.5c0.34,0.35,0.32,0.8,0.15,1.09 c-0.16,0.27-0.68,0.57-1.31,0.44c-0.63-0.13-1.89-0.6-3.88-0.37c-1.99,0.26-3.1,1.02-3.68,1.3c-0.58,0.28-1.16,0.12-1.38-0.11 C75.65,83.91,75.52,83.48,75.77,83.06z" style="fill:#613E31;"/>
</g>
<g id="eyes_175_">
<ellipse cx="81.66" cy="88.83" rx="3.46" ry="3.59" style="fill:#49362E;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2167 10.6139)"/>
<ellipse cx="104.87" cy="85.98" rx="3.46" ry="3.59" style="fill:#49362E;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.6964 13.421)"/>
</g>
<path id="mouth_103_" d="M88.89,100.32c2.39,1.05,9.67,0.15,11.73-1.44c1.18-0.92,2.63,0.08,2.24,1.31 c-0.38,1.2-4.03,4.34-7.47,4.76c-3.44,0.42-7.69-1.74-8.35-2.82C86.37,101.04,87.52,99.72,88.89,100.32z" style="fill:#5D4037;"/>
</g>
<g id="hair_1_">
<path id="hair" d="M123.74,94.36c0.18-8.02-0.48-15.47-1.17-19.74c-0.06-0.26-4.95-29.34-30.8-27.08 c-15.04,1.31-25.48,11.52-25.6,26.61c-0.04,5.32-0.22,14.51,0.22,18.69c0.04,0.37,0.08,0.73,0.12,1.09h5.43 c-0.37-2.7-0.42-5.33-0.01-7.96c1.53-9.93,15.32-7.43,26.9-19.86c0,0,4.28,5.49,13.07,11.26c5.44,3.57,4.59,13,4.37,16.96 L123.74,94.36z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="1153.7797" cy="88.5548" gradientTransform="matrix(-0.9988 0.0497 0.0666 1.3393 1240.7985 -87.3355)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_4_" d="M66.18,74.13c0.12-15.09,10.56-25.29,25.6-26.61 c25.85-2.26,30.74,26.82,30.8,27.08c1.34,8.35,2.6,28.87-2.4,41.97c-5.33-4.24-13.28-5.94-19.25-5.48h-3.76h-3.76 c-6.52-0.5-15.39,1.57-20.64,6.71c-2.12-4.59-5.14-13.29-6.35-24.98C65.96,88.65,66.14,79.45,66.18,74.13z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9e0.png"
} | Generate code for a svg of a brain | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M61.53,89.7c0,0,1.87,7.96,12.23,13.88c6.53,3.73,20.26,7.6,27.27,2.42 c7.98-5.9,9.7-11.74,10.08-13.89c0.38-2.15-0.76-8.08-0.76-8.08l-13.13-4.67c0,0-21.71,5.3-22.09,5.3 C74.76,84.67,61.53,89.7,61.53,89.7z" style="fill:#E06767;"/>
<path d="M110.39,94.67c0.29-0.75,0.47-1.39,0.6-1.92c-2.32-0.62-5.01-1.62-7.45-2.66 c0.2-0.09,0.4-0.18,0.59-0.28c1.2-0.61,2.38-1.32,3.23-2.36c0.92-1.12,1.34-2.57,1.29-4.02l-11.43-4.07c0,0-21.71,5.3-22.09,5.3 c-0.38,0-13.6,5.03-13.61,5.04c-0.17,0.06,1.23,3,1.32,3.15c1.27,2.37,4.19,5.67,6.19,7.46c0,0-0.92-2.12,0.82-2.91 c0.77-0.35,1.7-0.18,2.49,0.13c1.98,0.79,4.46,3.83,10.66,7.09c4.21,2.22,8.54,3.92,9.94,3.86c1.87-0.08,5.26-0.99,5.26-0.99 s-4.32-0.41-11.26-3.64c-2.1-0.98-9.87-4.8-10.61-6.93c-0.21-0.6-0.96-1.66,0.4-2.26c2.08-0.93,7.75,3.96,12.62,6.2 c5.8,2.66,12.12,4.79,12.12,4.79c0.68-0.52,1.32-1.04,1.92-1.56c-3.23-0.83-6.39-1.97-9.44-3.3c-3.04-1.32-6.02-3.03-8.77-4.91 c-1.75-1.2-2.96-3.22-1.08-3.48c3.08-0.43,7.06,2.5,11.05,4.57c3.6,1.87,7.92,2.73,11.97,3.24c0.52-0.65,1.37-1.89,1.37-1.89 s-1.53-0.26-6.05-1.26c-1.98-0.44-3.9-1.01-5.66-2c-0.46-0.26-2.07-1.91,0.13-2.67s4.29,0.75,7.61,1.52 C107.85,94.7,110.36,94.74,110.39,94.67z" style="fill:#B05353;"/>
<path d="M118,53.3c0,0-0.25-8.1-4.6-15.27c-3.75-6.18-9.1-6.81-9.1-6.81s-1.06-3.89-4.78-6.87 s-11.37-5.47-11.37-5.47c-15.32-6.9-24.87-1.25-24.87-1.25s-22.72-5.4-40.91,10.03c0,0-9.18,4.32-12.93,12.48 c-2.07,4.52-1.18,11.89-1.18,11.89c-6.37,7.4-4.62,19.12,2.53,24.99c3.41,2.79,7.62,4.64,12.01,5.11c1.72,0.18,2.59-0.23,3.31,1.52 c1.06,2.58,1.89,5.23,4.02,7.08c2.17,1.88,4.7,3.34,7.39,4.34c5.22,1.93,11.12,2.14,16.39,0.25c1.75-0.63,7.36-0.69,7.36-0.69 s2.97,2.45,13.51,2.06s14.99-4.94,17.4-5.79c1.85-0.65,4.12-2.08,6.14-1.71c1.15,0.21,2.18,0.8,3.23,1.3 c2.94,1.41,6.24,2.18,9.48,1.88c12.25-1.13,13.54-15.24,12.33-24.94C122.14,57.64,118,53.3,118,53.3z" style="fill:#FFB3B3;"/>
<path d="M27.52,72.45c-0.25,0.57-2.75,6.03-4.85,6.91c-3.63,1.53-9.25-2.11-11.4-3.11 c-0.42-0.2-0.7,0.3-0.7,0.3c-0.35,0.45,0.56,1.38,1.02,1.71c1.78,1.28,6.05,4.18,9.22,4.97c4.09,1.02,7.16,0,7.16,0 s1.12-8.19,1.21-8.56s0-3.63,0-3.63L27.52,72.45z" style="fill:#EA6363;"/>
<g>
<path d="M63.25,95.56c0,0-2.06-0.32-5.22-0.27c-3.16,0.05-7.61,0.96-7.61,0.96s3.14-1.43,4.54-2.68 c1.4-1.26,1.68-4.32,1.45-6.14c-0.24-1.86-0.87-2.8-5.63-3.79l14.26-0.79C60.26,86.03,59.39,92.58,63.25,95.56z" style="fill:#F07371;"/>
<path d="M106.42,65.47c-2.48,0.33-4.89-0.14-7.03-1.41c-0.93-0.56-1.03-1.88-0.21-2.59 c0.55-0.47,1.34-0.5,1.95-0.1c3.46,2.27,6.98,0.78,8.86-0.39c4.8-2.99,7.18-8.29,6.86-13.85c0.96,1.7,1.66,3.58,1.83,5.52 c0.43,4.71-2.96,8.38-6.75,10.75C110.12,64.54,108.25,65.23,106.42,65.47z" style="fill:#F07371;"/>
<path d="M117.14,70.16c-1.08,0-2.25-0.23-3.36-0.91c-1.14-0.7-1.78-1.64-2.35-2.8 c-0.47-0.95-1.13-1.54-2.34-1.45c-0.85,0.07-1.67,0.55-2.52,0.43c1.13-2,2.94-3.6,5.07-4.47c0.98-0.4,2.08-0.65,3.08-0.34 c0.11,0.7-0.36,1.35-0.63,2.01c-0.47,1.17-0.28,2.57,0.48,3.57c0.52,0.68,1.51,1.41,2.42,1.35c0.6-0.04,1.02-0.55,1.61-0.6 c1.83-0.13,2.29,2.55,0.49,2.97C118.51,70.06,117.85,70.16,117.14,70.16z" style="fill:#F07371;"/>
<path d="M99.54,33.08c-0.73,0.09-1.47,0.01-1.85-0.63c-0.49-0.83-0.08-1.87,0.83-2.19 c2.51-0.88,5.33-0.72,7.78,0.26c2.14,0.86,3.43,2.32,4.28,3.31c0.85,0.99,1.43,2.95,1.43,2.95 C109.88,34.93,108.67,32.02,99.54,33.08z" style="fill:#F07371;"/>
<path d="M89.96,31.15c-2.16-0.09-0.06,0-0.08,0c-3.42,0-7.51-1.18-8.06-5.08 c-0.99-7.1,9.49-4.34,13.33-3.81c0,0-3.03-3.11-7-3.38c-1.85-0.12-3.76-0.07-5.56,0.41c-1.98,0.53-2.98,2.02-4.78,2.76 c-1.36,0.55-2.91,0.34-4.31-0.08c-1.29-0.39-5.48-2.64-5.6,0.16c-0.03,0.77,0.52,1.43,1.27,1.54c3.04,0.43,7.24,1.79,8.8,4.69 c0.72,1.33,0.89,2.94,0.47,4.39c-0.2,0.71-0.49,1.62,0.1,2.07c0.45,0.35,1.14,0.12,1.55-0.28c0.41-0.4,0.67-0.94,1.08-1.34 c1.28-1.26,2.44-0.36,3.8,0.12c1.57,0.56,3.23,0.83,4.9,0.83c0.04,0-2.93-0.29,0.11,0C93.01,34.43,92.11,31.24,89.96,31.15z" style="fill:#F07371;"/>
<path d="M41.89,27.89c-1.66-1.5-2.45-7.34,2.32-10.35c0,0-2.6,0.09-4.77,1.79 c-1.85,1.45-2.22,3.96-1.78,6.61c0.11,0.68-0.42,1.3-1.11,1.26c-2.48-0.13-4.95,0.32-7.08,1.3c-0.81,0.38-1.09,1.4-0.61,2.16l0,0 c0.41,0.64,1.22,0.86,1.91,0.54c2.39-1.1,5.87-1.69,8.66-0.99c2.83,0.71,4.82,1.53,7.04,5.38c0.38,0.65,1.2,0.88,1.82,0.46h0 c0.48-0.33,0.68-0.95,0.48-1.49C46.87,29.32,44.13,29.91,41.89,27.89z" style="fill:#F07371;"/>
<path d="M48.08,45.9c-0.24-0.82-1.08-1.27-1.87-1.03c-2.4,0.72-5.87,0.51-7.42-1.05 c-2.07-4.79-3.64-5.64-6.15-6.49c-1-0.34-2,0.52-1.9,1.56v0c0.06,0.59,0.45,1.09,1.02,1.26c1.78,0.53,3.57,2.92,4.49,5.36 c0.84,2.21,0.94,5.12-0.96,7.2c-0.49,0.54-0.59,1.32-0.16,1.91l0.02,0.03c0.55,0.76,1.65,0.82,2.29,0.13 c0.68-0.74,1.39-1.7,1.69-2.67c0.31-1.03,0.22-1.95,1.11-2.77c0.99-0.92,1.93-0.73,3.12-0.73c1.22,0,2.53-0.44,3.68-0.85 C47.82,47.51,48.32,46.68,48.08,45.9z" style="fill:#F07371;"/>
<path d="M17.42,59.46c-0.34,0-0.67-0.01-1.02-0.04c-4.63-0.4-7.06-3.73-8.16-7.38s-0.17-7.62-0.17-7.62 c1.4,10.8,7.03,11.87,8.59,12.01c2.95,0.26,5.77-1.02,6.54-2.97c1.22-3.08-2.52-6.1-4.35-7.97c-1.21-1.24-1.66-3.35-1.34-5.02 c0.16-0.86,0.54-1.7,1.25-2.25c0.7-0.54,2.46-1.03,2.22,0.51c-0.07,0.48-0.38,0.88-0.57,1.32c-1.37,3.12,3.5,6.01,4.83,8.32 c1.09,1.87,1.57,4.13,0.75,6.19C24.83,57.5,21.32,59.46,17.42,59.46z" style="fill:#F07371;"/>
<path d="M16.35,58.66c0.81,0.1,1.64-0.04,2.37-0.4c0.7-0.34,1.33-0.88,2.1-0.94 c0.37-0.02,0.83,0.2,0.77,0.56c-0.02,0.13,0.83,0.37,0.72,0.44c-1.99,1.24-7.03,2.47-3.55,11.4c0.28,0.71,0.06,1.51-0.59,1.9 c-0.76,0.46-1.77,0.16-2.13-0.65c-0.95-2.09-1.41-4.4-1.38-6.7c0.03-2.24,0.26-4.2-1.24-6.07c-0.16-0.19-0.33-0.46-0.2-0.67 c0.08-0.13,0.24-0.18,0.39-0.22c0.62-0.16,1.28-0.33,1.91-0.2c0.28,0.06,3.41,1.79,3.44,1.73" style="fill:#F07371;"/>
<path d="M105.56,73.1c-2.07-0.25-4.2-0.1-6.16,0.64c-1.66,0.63-2.9,1.9-4.81,1.48 c-1.14-0.25-2.15-0.98-2.86-1.91c-1.5-1.95-1.3-4-0.74-6.22c0.56-2.2,0.5-4.75-0.49-6.82c-0.26-0.55-0.7-1.04-1.27-1.24 c-0.58-0.2-1.29-0.03-1.63,0.48c-0.34,0.52-0.21,1.21-0.09,1.82c0.39,1.87,0.89,3.89,0.33,5.72c-0.53,1.74-1.26,3.3-2.51,4.64 c-2.37,2.55-5.81,3.72-8.78,2.97c-2.19-0.55-3.96-2.08-5.15-4.42c-0.42-1.83-0.86-4.21-3.13-4.47c-0.46-0.05-0.96,0.02-1.31,0.31 c-0.35,0.3-0.51,0.78-0.51,1.24c0,1.15,1.1,2.01,1.3,3.14c0.63,3.46-1.67,7.42-5.16,9.34c-2.7,1.49-10.11,2.33-16.75-3.24 c-0.28-0.24-0.28-0.7-0.55-0.95c-0.18-0.16-0.41-0.26-0.64-0.3c-0.99-0.19-2.02,0.75-1.93,1.75c0.08,0.91,0.83,1.61,1.5,2.23 c1.74,1.62,0.96,2.27,0.66,3.14c-0.07,0.22-0.2,0.42-0.22,0.65c-0.06,0.64,0.92,0.43,1.56,0.38c0.64-0.05,1.22-0.4,1.84-0.58 c0.78-0.22,4.35,1.09,5.05,1.24c2.03,0.44,2.73,0.64,4.48,0.64c2.19,0,4.05,1.13,5.65-0.37c2.28-2.13,4.05-3.52,6.07-4.21 c1-0.34,2.2-0.51,3.04,0.14c0.6,0.46,0.87,1.23,1.08,1.95c0.43,1.48,0.75,2.99,1.38,4.4c0.63,1.4,1.63,2.71,3.03,3.34 c0.44,0.2,0.94,0.33,1.42,0.22s0.9-0.52,0.91-1c0.01-0.33-0.16-0.63-0.34-0.9c-0.69-1.1-1.51-2.12-2.12-3.26 c-0.61-1.14-1.01-2.47-0.76-3.74c0.46-2.35,3.18-3.01,5.13-3.6c1.87-0.57,3.74-1.64,5.75-1.53c1.26,0.07,3.93,1.54,4.73,2.52 c0.16,0.2,0.23,0.45,0.27,0.71c0.34,2.11-1.21,4.01-2.68,5.55c-0.26,0.27-0.53,0.68-0.31,0.99c0.08,0.11,0.2,0.17,0.32,0.21 c1.06,0.41,2.3,0.05,3.2-0.64c1.98-1.5,2.67-4.07,4.36-5.85c1.39-1.45,3.26-2.4,5.15-3.02c6.76-2.22,7.11,3.1,8.32,6.08 s3,0.92,3.02,0.1C114.28,78.96,111.79,73.84,105.56,73.1z" style="fill:#F07371;"/>
<path d="M42.25,88.89L42.25,88.89c-1.03-0.06-1.71-1.13-1.29-2.08c0.67-1.52,1.93-3.03,3.56-4.19 c2.48-1.76,4.96-2.08,7.45-1.37l0.51,2.54c-1.61-0.46-4.49,0.05-6.22,1.28c-1.25,0.89-2.11,1.98-2.53,2.89 C43.46,88.55,42.89,88.93,42.25,88.89z" style="fill:#F07371;"/>
</g>
<path d="M107.01,42.8c-0.19-1.27-1.18-2.45-2.46-2.49c-0.63-0.02-1.33,0.31-1.5,0.92 c-0.08,0.27-0.04,0.57-0.03,0.85c0.08,2.08-1.59,4.09-3.65,4.38c-2.33,0.33-4.05-1.11-5.81-2.31c-1.68-1.14-3.78-1.91-5.72-2.46 c-5.17-1.45-9.62-0.48-13.01,3.79c-1.26,1.59-2.46,3.33-4.23,4.31c-2.78,1.54-8.65,1.65-10.38-1.37 c-2.27-3.95-2.35-16.09,4.93-14.71c2.25,0.43,3.92,2.38,4.08,3.83c0.1,0.92-0.47,1.72-1.2,2.34c-0.56,0.48-0.68,1.29-0.3,1.91 c0.48,0.79,1.56,0.96,2.26,0.37c2.05-1.76,2.37-3.61,2.22-4.95c-0.47-4.27-5.28-6.68-9.1-6.79c-0.84-0.03-1.81-0.3-2.13-1.09 c-0.14-0.34-0.12-0.71-0.15-1.07c-0.2-2.55-2.81-5.32-4.85-6.64c-0.75-0.49-1.76-0.17-2.15,0.63c-0.33,0.69-0.07,1.5,0.57,1.92 c1.94,1.28,3.12,3.14,3.51,5.54c0.44,2.76-0.16,5.58-1.32,8.09c-0.58,1.26-1.29,2.48-2.12,3.6c-0.71,0.97-1.72,1.62-2.18,2.78 c-0.05,0.13-0.1,0.27-0.06,0.4c0.07,0.25,0.38,0.32,0.64,0.33c0.74,0.03,1.48-0.13,2.14-0.44c-0.38,1.47,0.6,2.9,1.41,4.18 c0.81,1.28,1.46,3.02,0.54,4.23c-0.04,0.05-0.09,0.1-0.13,0.16c-1.97,0.83-3.87,1.96-5.35,3.52c-2.55,2.7-4.44,5.13-8.17,6.33 c-3.3,1.07-6.97,0.94-10.18-0.35c-0.62-0.25-1.25-0.54-1.92-0.52c-0.67,0.02-1.38,0.49-1.4,1.16c-0.01,0.34,0.16,0.65,0.31,0.96 c1.7,3.45-1.42,5.69-2.75,8.69c-1.25,2.8-1.89,5.87-1.89,8.94c0,3.35,1.15,5.79,5.3,10.05c1.88,1.92,4.34,3.06,6.41,3.73 c0.65,0.21,1.06-0.68,0.48-1.05c-4.27-2.72-4.94-5.13-6.24-7.61c-3.12-5.97,0.29-15.07,6.16-19.69c2.27-1.78,5.49-1.64,8.23-0.7 c2.94,1.01,4.68,3.17,6.89,5.18c0.6,0.55,1.37,1.14,2.14,0.9c0.7-0.21,1.05-1.04,0.97-1.76c-0.08-0.72-0.49-1.36-0.88-1.97 c-0.43-0.67-0.86-1.34-1.3-2.01c-0.57-0.88-1.16-1.8-1.34-2.84c-0.2-1.13,0.8-5.04,10.3-7.46c1.61-0.41,3.25-0.23,4.87,0.23 c2.18,0.62,3.74,2.22,5.57,3.47c0.51,0.35,1.07,0.72,1.69,0.74c0.78,0.03,1.54-0.56,1.7-1.33c0.22-1.06-0.58-2.01-1.11-2.95 c-1.76-3.1,0.29-7.24,2.88-9.22c2.32-1.76,5.37-2.41,8.26-2.11c4.4,0.45,8.74,3.39,9.75,7.69c0.23,0.97,0.51,2.22,1.5,2.35 c1.1,0.15,1.69-1.32,1.58-2.43s-0.47-2.36,0.22-3.24c0.32-0.4,0.8-0.63,1.27-0.84c1.35-0.59,2.76-1.08,3.97-1.93 c1.21-0.84,2.22-2.13,2.31-3.6C107.05,43.2,107.04,43,107.01,42.8z" style="fill:#EA6363;"/>
</g>
<path d="M52.86,44.9c0.74,0.03,1.48-0.13,2.14-0.44c-0.38,1.47,0.6,2.9,1.41,4.18 c0.59,0.94,1.41,2.61,0.52,4.32c0,0,1.34-0.75,3.51-1.38s4.29-0.77,4.29-0.77c-1.54-0.32-3.82-1.19-4.52-2.4 c-2.27-3.95-2.35-16.09,4.93-14.71c2.25,0.43,3.92,2.38,4.08,3.83c0.1,0.92-0.47,1.72-1.2,2.34c-0.56,0.48-0.68,1.29-0.3,1.91 c0.48,0.79,1.56,0.96,2.26,0.37c2.05-1.76,2.37-3.61,2.22-4.95c-0.47-4.27-5.28-6.68-9.1-6.79c-0.84-0.03-1.81-0.3-2.13-1.09 c-0.14-0.34-0.12-0.71-0.15-1.07c-0.2-2.55-2.81-5.32-4.85-6.64c-0.75-0.49-1.76-0.17-2.15,0.63c-0.33,0.69-0.07,1.5,0.57,1.92 c1.94,1.28,3.12,3.14,3.51,5.54c0.44,2.76-0.16,5.58-1.32,8.09c-0.58,1.26-1.29,2.48-2.12,3.6c-0.71,0.97-1.72,1.62-2.18,2.78 c-0.05,0.13-0.1,0.27-0.06,0.4C52.29,44.82,52.6,44.89,52.86,44.9z" style="fill:#F07371;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a colorful bookmark sticking out from a textbook. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v63l-10-1-3 12q-2-3-1-5h-3q-9-2-18-1-12 7-25 6l-2 7-8-6-9-3q-9-1-17 1z"/><path fill="#e1c989" d="M42 23q5-2 12-1v4q-3 2-2 7v9q-15 0 0 1l-1 4v-3h-6v3q-3-6-2-11l2-2v3q-2 1-1 4h7V23z"/><path fill="#f2cc66" d="M42 23h9v18h-7q-1-3 1-4h4v-4q-3-1-4 1l-2 2q-2-7-1-13"/><path fill="#507da0" d="m54 26-2 7q-1-5 2-7"/><path fill="#cc578b" d="M45 37v-3q1-2 4-1v4z"/><path fill="#f2ce6f" d="M51 47v23h-5l-1-23v-3h6z"/><path fill="#d4cbc6" d="M47 48q2 0 1 3-2-1-1-3"/><path fill="#cbbec9" d="M96 63v31l-15-2q-1-10 2-18l3-12z"/><path fill="#ccbfc6" d="m17 72 2 2q-6 2 0 4l-4 1q5 1 10 5v7q-6-4-12-3L0 90V73q8-2 17-1"/><path fill="#cabac2" d="m79 69 2 1-4 21q-21-3-41-9h-1l7 6-8 1-2 4 13 3H29v-2l5-13 2-7q13 1 25-6 9-1 18 1"/><path fill="#13223c" d="M51 78q4-1 10 1-4 3-8 2-2-1-2-3"/><path fill="#e0d5da" d="m17 72 9 3 8 6-5 13-4-3v-7q-5-4-10-5l4-1q-6-2 0-4z"/><path fill="#f4f1f3" d="M79 69h3q-1 2 1 5-3 8-2 18l15 2v2H45l-13-3 2-4 8-1-7-6h1q20 6 41 9l4-21z"/><path fill="#835133" d="m25 91 4 3v2H0v-6l13-2q6-1 12 3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a planet with a glowing ring surrounding it. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#f5f7ee" d="M57 60q14-12 6-27-3-4-6-5-5-3-10-2h-6l-1 2h-2l-1-2 5-3 17 1q0 3 3 4l15 8q-1 7-7 13l-5 8q-3-3-4 2z"/><path fill="#6c8071" d="M57 28H40l1-2h6q5-1 10 2"/><path fill="#33526d" d="M38 28h19q3 1 6 5 8 15-6 27-19 7-26-11V36z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f478.png"
} | Generate code for a svg of a princess | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="crown_back">
<g>
<ellipse cx="40.46" cy="16.65" rx="5.38" ry="5.88" style="fill:#F19534;" transform="matrix(0.9832 -0.1827 0.1827 0.9832 -2.3602 7.6724)"/>
<ellipse cx="87.13" cy="16.72" rx="5.88" ry="5.81" style="fill:#F19534;" transform="matrix(0.1827 -0.9832 0.9832 0.1827 54.7701 99.3273)"/>
<path d="M38.87,18.15c-0.29-2.98,1.34-3.56,1.66-3.79c0.84-0.61,0.89-1.28,0.46-1.77 c-0.52-0.6-1.6-0.26-1.95-0.12c-1.56,0.64-3.04,2.99-1.94,6.06c0.1,0.28,0.5,1.06,1.27,0.78C38.96,19.09,38.89,18.42,38.87,18.15 z" style="fill:#FFCA28;"/>
<path d="M84.62,17.61c0.66-2.74,2.39-2.73,2.96-2.84c1.24-0.23,1.56-0.64,1.47-1.29 c-0.16-1.19-1.54-1.21-2.41-1.03c-1.31,0.28-3.68,1.29-3.78,4.65c-0.01,0.28,0,1.38,0.84,1.47 C84.45,18.65,84.58,17.79,84.62,17.61z" style="fill:#FFCA28;"/>
</g>
<path d="M36.41,32.2l2.69,7.3h48.9l3.6-6.93c-4.08-4.14-3.56-11.85-3.56-11.85l-3.46-1.39 c0,0-4.63,10.5-21.67,10.5s-19.82-10.5-19.82-10.5l-3.88,1.39C39.2,20.72,40.84,27.89,36.41,32.2z" style="fill:#F19534;"/>
</g>
<g id="face_58_">
<g id="hairGroup_100_">
<path id="hair_3_" d="M106.37,55.32c0,0-9.25-33.72-41.8-33.72h-1.15c-32.55,0-41.8,33.72-41.8,33.72 c-3.55,9.47-4.13,25.32-3.48,35.52c0.01,0.06,0.02,0.12,0.03,0.18c0,0,0.95,20.1,4.18,32.98h83.28c3.22-12.88,4.2-33.1,4.21-33.16 C110.5,80.63,109.92,64.79,106.37,55.32z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="65.4469" cy="91.1132" gradientTransform="matrix(1 0 0 1.2135 0 -19.4527)" gradientUnits="userSpaceOnUse" r="48.4772">
<stop offset="0.7575" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="0.9682" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M106.37,55.32c0,0-9.25-33.72-41.8-33.72h-1.15 c-32.55,0-41.8,33.72-41.8,33.72c-3.55,9.47-4.13,25.32-3.48,35.52c0.01,0.06,0.98,20.28,4.21,33.16h83.28 c3.22-12.88,4.21-33.16,4.21-33.16C110.5,80.63,109.92,64.79,106.37,55.32z" style="fill:url(#hairHighlights_1_);"/>
</g>
<path id="head" d="M64,124L64,124L64,124c20.31,0,39.12-21.72,39.12-52.97c0-31.09-19.38-46.45-39.12-46.45 S24.89,39.94,24.89,71.03C24.88,102.28,43.69,124,64,124z" style="fill:#FFCA28;"/>
<path id="nose_61_" d="M68.5,91.08c-0.12-0.05-0.25-0.08-0.38-0.1h-8.26c-0.13,0.02-0.25,0.05-0.38,0.1 c-0.75,0.3-1.16,1.08-0.81,1.9c0.35,0.83,2,3.14,5.31,3.14c3.31,0,4.95-2.32,5.31-3.14C69.66,92.15,69.25,91.38,68.5,91.08z" style="fill:#E59600;"/>
<path id="mouth_61_" d="M73.82,100.42c-3.72,2.21-15.9,2.21-19.62,0c-2.13-1.27-4.32,0.67-3.43,2.61 c0.87,1.91,7.52,6.33,13.27,6.33s12.31-4.42,13.18-6.33C78.11,101.09,75.96,99.15,73.82,100.42z" style="fill:#795548;"/>
<g id="eyes_62_">
<ellipse cx="45.07" cy="80.26" rx="5.67" ry="5.87" style="fill:#404040;"/>
<ellipse cx="82.93" cy="80.26" rx="5.67" ry="5.87" style="fill:#404040;"/>
</g>
<g id="eyebrows_63_">
<path d="M53.5,69.71c-1.08-1.43-3.58-3.51-8.43-3.51s-7.35,2.08-8.43,3.51c-0.48,0.63-0.36,1.36-0.03,1.8 c0.31,0.41,1.21,0.79,2.21,0.45c1-0.34,2.96-1.35,6.24-1.38c3.28,0.02,5.23,1.04,6.24,1.38c1,0.34,1.91-0.04,2.21-0.45 C53.85,71.07,53.97,70.34,53.5,69.71z" style="fill:#6D4C41;"/>
<path d="M91.35,69.71c-1.08-1.43-3.58-3.51-8.43-3.51s-7.35,2.08-8.43,3.51c-0.48,0.63-0.36,1.36-0.03,1.8 c0.31,0.41,1.21,0.79,2.21,0.45c1-0.34,2.96-1.35,6.24-1.38c3.28,0.02,5.23,1.04,6.24,1.38c1,0.34,1.91-0.04,2.21-0.45 C91.71,71.07,91.83,70.34,91.35,69.71z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup_99_">
<path id="hair" d="M64.6,16.5c-39.17,0-43.65,25.09-43.89,34.99c-0.03,1.05,0.24,1.82,0.27,2.48 c0.04,0.88-0.13,1.47-0.13,1.47c-0.55,3.69-3.88,16.43-2.67,35.57L25.84,91c-0.06-3.4,2.32-24.47,9.43-26.07 c26.1-5.86,40.86-19.71,40.86-19.71c3.84,8.39,15.85,16.56,20.16,19.67c3.54,2.55,4.63,21.65,4.56,26.12h8.97 c0.01-0.06,1.04-21.2-3.44-35.7C106.4,55.32,113.41,16.5,64.6,16.5z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="65.3116" cy="43.6107" gradientTransform="matrix(1 0 0 -1.2135 0 143.9416)" gradientUnits="userSpaceOnUse" r="48.1581">
<stop offset="0.7673" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="0.981" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_93_" d="M64.6,16.5c-39.17,0-43.65,25.09-43.89,34.99 c-0.03,1.05,0.24,1.82,0.27,2.48c0.04,0.88-0.13,1.47-0.13,1.47c-0.55,3.69-3.88,16.43-2.67,35.57L25.84,91 c-0.06-3.4,2.32-24.47,9.43-26.07c26.1-5.86,40.86-19.71,40.86-19.71c3.84,8.39,15.85,16.56,20.16,19.67 c3.54,2.55,4.63,21.65,4.56,26.12h8.97c0.01-0.06,1.04-21.2-3.44-35.7C106.4,55.32,113.41,16.5,64.6,16.5z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g id="crown_front">
<path d="M112.16,14.11c-2.63-0.5-5.23,1.68-5.81,4.88c-0.32,1.74,0.04,3.41,0.85,4.67 c-2.89,2.13-12.09,7.87-23.76,4.84c-11.67-3.04-15.18-8.9-16.34-13.97c1.67-1.04,2.79-2.89,2.79-5c0-3.25-2.63-5.88-5.88-5.88 s-5.88,2.63-5.88,5.88c0,2.11,1.12,3.96,2.79,5c-1.15,4.99-4.59,10.58-16.34,13.97c-11.61,3.35-20.87-2.62-23.77-4.82 c0.81-1.25,1.17-2.94,0.85-4.68c-0.58-3.2-3.18-5.38-5.81-4.88c-2.63,0.5-4.3,3.5-3.72,6.69c0.45,2.48,2.12,4.35,4.08,4.82 l4.78,28.35c-0.36,0.11-1.55,0.65-1.06,3.21l0.39,1.91c1.2-0.1,21.05-1.82,43.69-1.82s42.48,1.72,43.69,1.82l0.39-1.91 c0.48-2.56-0.7-3.1-1.06-3.21l4.78-28.35c1.96-0.48,3.63-2.34,4.08-4.82C116.46,17.61,114.79,14.61,112.16,14.11z" style="fill:#FFCA28;"/>
<ellipse cx="64" cy="39.5" rx="5.99" ry="7.42" style="fill:#AB47BC;"/>
<path d="M64,33.91c0.24,0.27,0.42,1.18-0.21,1.88c-1.07,1.17-2.49,2.18-2.93,2.44 c-0.44,0.27-0.85,0.07-0.99-0.04c-0.65-0.54-0.4-1.75,0.02-2.49C60.79,34.08,62.69,32.43,64,33.91z" style="fill:#EA80FC;"/>
<path d="M63.56,42.27c-0.67,0.34-3.04,1.16-2.16,2.59c0.46,0.75,2.28,1.58,4.49,0.45 c3.48-1.78,3.54-6.8,2.87-7.17c-0.69-0.38-1.28,0.49-1.71,1.36C66.29,40.98,65.02,41.53,63.56,42.27z" style="fill:#7B1FA2;"/>
<path d="M103.82,44.07c0.53-3.22,2.04-5.7,3.95-5.36c2.59,0.46,3.5,3.36,2.96,6.58 c-0.53,3.22-2.28,5.44-4.89,5.07C104.2,50.13,103.29,47.29,103.82,44.07z" style="fill:#AB47BC;"/>
<path d="M108.5,40.49c0.24,0.16,0.5,0.49,0.36,1.32c-0.14,0.83-1.69,2.33-1.97,2.63 c-0.28,0.3-0.53,0.27-0.65,0.21c-0.61-0.27-0.68-1.26-0.51-1.92C106.07,41.3,107.18,39.63,108.5,40.49z" style="fill:#EA80FC;"/>
<path d="M24.18,43.45c-0.53-3.22-2.04-5.7-3.95-5.36c-2.59,0.46-3.5,3.36-2.96,6.58 c0.53,3.22,2.28,5.44,4.89,5.07C23.8,49.51,24.71,46.67,24.18,43.45z" style="fill:#AB47BC;"/>
<path d="M19.3,40.09c0.92-0.5,1.74,0.21,1.33,1.14c-0.62,1.42-0.7,2.22-0.76,2.77 c-0.05,0.56-0.23,0.74-0.55,0.8c-0.53,0.09-0.89-0.5-1-1.18C18.1,42.16,18.36,40.6,19.3,40.09z" style="fill:#EA80FC;"/>
<ellipse cx="40.47" cy="41.25" rx="3.94" ry="4.54" style="fill:#6119FF;" transform="matrix(0.9693 -0.246 0.246 0.9693 -8.9035 11.2214)"/>
<path d="M39.87,38.02c0.27,0.1,0.6,0.36,0.67,1.21c0.07,0.85-0.92,2.62-1.12,2.97 c-0.2,0.36-0.62,0.45-0.75,0.43C38,42.5,37.7,41.55,37.7,40.86C37.7,39.38,38.38,37.48,39.87,38.02z" style="fill:#536DFE;"/>
<ellipse cx="87.53" cy="41.25" rx="4.54" ry="3.94" style="fill:#6119FF;" transform="matrix(0.246 -0.9693 0.9693 0.246 26.0182 115.9478)"/>
<path d="M87.85,38.28c0.24,0.16,0.49,0.51,0.34,1.34c-0.15,0.84-1.73,2.32-2.02,2.61s-0.53,0.26-0.66,0.2 c-0.61-0.29-0.66-1.29-0.48-1.95C85.41,39.05,86.55,37.38,87.85,38.28z" style="fill:#536DFE;"/>
<path d="M61.64,10.76c0.36-3.3,2.65-3.42,3.07-3.5c1.04-0.21,1.26-0.7,1.04-1.5 c-0.23-0.86-1.41-0.8-1.79-0.79c-1.76,0.06-4.6,1.87-4.1,5.71C60.02,11.91,61.52,11.87,61.64,10.76z" style="fill:#FFF59D;"/>
<path d="M23.14,54.03c3.62-0.54,6.35-0.51,8.52-0.67c1.78-0.13,2.58,0.41,2.69,0.9 c0.19,0.92-0.62,1.17-1.89,1.27c-2.79,0.2-5.73,0.3-8.74,0.5c-1.14,0.08-1.86-0.21-1.85-0.84C21.87,54.7,22.2,54.17,23.14,54.03z" style="fill:#FFF59D;"/>
<path d="M18.92,20.93c-0.7-3.01-2.9-3.54-3.24-3.8c-0.49-0.37-0.78-0.89-0.5-1.48 c0.28-0.59,1.02-0.58,1.38-0.49c1.9,0.5,3.64,2.34,3.76,5.74C20.34,21.62,19.17,22.01,18.92,20.93z" style="fill:#FFF59D;"/>
<path d="M21.64,29.4c-0.8-0.52-2.32-1.97-1.19-2.62c1.31-0.75,2.17,1.14,7.2,3.03 c2.07,0.78,5.34,1.47,8.22,1.54c1.46,0.04,1.4,0.99-0.21,1.29C34.25,32.91,27.23,33.08,21.64,29.4z" style="fill:#FFF59D;"/>
<path d="M109.08,20.93c0.7-3.01,2.9-3.54,3.24-3.8c0.49-0.37,0.78-0.89,0.5-1.48 c-0.28-0.59-1.02-0.58-1.38-0.49c-1.9,0.5-3.64,2.34-3.76,5.74C107.66,21.62,108.83,22.01,109.08,20.93z" style="fill:#FFF59D;"/>
<path d="M106.36,29.4c0.8-0.52,2.32-1.97,1.19-2.62c-1.31-0.75-2.17,1.14-7.2,3.03 c-2.07,0.78-5.34,1.47-8.22,1.54c-1.46,0.04-1.4,0.99,0.21,1.29C93.75,32.91,100.77,33.08,106.36,29.4z" style="fill:#FFF59D;"/>
<path d="M64,55.3c-23.82,0-43.87,1.87-44.08,1.89l0.39,1.91c0.2-0.02,19.96-1.8,43.69-1.8 s43.48,1.78,43.69,1.8l0.39-1.91C107.87,57.17,87.82,55.3,64,55.3z" style="fill:#E2A610;"/>
<path d="M64,50.33c-29.48,0-43.21,1.69-43.35,1.71l0.33,1.94c0.14-0.02,13.68-1.65,43.02-1.65 s42.88,1.63,43.02,1.65l0.33-1.94C107.21,52.02,93.48,50.33,64,50.33z" style="fill:#F19534;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a computer monitor displaying various icons, including a no entry sign and a clock. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<polygon style="fill:#FFE6B8;" points="501.801,120.144 142.319,120.144 142.319,88.733 64.716,88.733 64.716,120.144
10.199,120.144 10.199,380.704 501.801,380.704 "/>
<rect x="200.241" y="380.706" style="fill:#CCCCCC;" width="111.508" height="73.169"/>
<polygon style="fill:#D35B38;" points="64.716,120.144 64.716,88.733 142.319,88.733 142.319,120.144 501.801,120.144
501.801,58.122 10.199,58.122 10.199,120.144 "/>
<circle style="fill:#FFAD61;" cx="410.987" cy="281.59" r="57.156"/>
<path style="fill:#BCC987;" d="M387.773,185.096l16.425-28.445c2.821-4.884,9.871-4.884,12.692,0l16.425,28.445
c2.821,4.885-0.705,10.992-6.346,10.992h-32.851C388.477,196.089,384.952,189.982,387.773,185.096z"/>
<g>
<path style="fill:#4D3D36;" d="M358.135,464.077c5.632,0,10.199-4.567,10.199-10.199c0-5.632-4.567-10.199-10.199-10.199h-36.179
v-52.775h27.334c0.148,19.557,16.098,35.423,35.69,35.423c19.592,0,35.542-15.866,35.69-35.423h81.131
c5.632,0,10.199-4.567,10.199-10.199V58.122c0-5.632-4.567-10.199-10.199-10.199H10.199C4.567,47.923,0,52.49,0,58.122v322.581
c0,5.632,4.567,10.199,10.199,10.199h179.845v52.775h-36.179c-5.632,0-10.199,4.567-10.199,10.199
c0,5.632,4.567,10.199,10.199,10.199h204.27V464.077z M20.398,68.321h471.203v41.623H152.518V88.733
c0-5.632-4.567-10.199-10.199-10.199H64.716c-5.632,0-10.199,4.567-10.199,10.199v21.211H20.398V68.321z M301.558,443.679h-91.116
v-52.775h91.116V443.679z M384.98,405.928c-8.344,0-15.137-6.716-15.285-15.024h30.57
C400.117,399.212,393.324,405.928,384.98,405.928z M399.093,185.89l11.452-19.831l11.452,19.831H399.093z M410.988,234.637
c25.892,0,46.956,21.064,46.956,46.956c0,25.892-21.064,46.955-46.956,46.955c-25.892,0-46.955-21.063-46.955-46.955
C364.033,255.701,385.096,234.637,410.988,234.637z M20.398,370.505V130.343h44.318c5.632,0,10.199-4.567,10.199-10.199V98.932
h57.204v21.211c0,5.632,4.567,10.199,10.199,10.199h349.283v240.163h-70.924V348.24c32.564-4.713,57.665-32.799,57.665-66.647
c0-33.827-25.068-61.898-57.6-66.64v-8.665h6.226c6.337,0,12.011-3.276,15.179-8.764s3.167-12.041-0.001-17.528l-16.425-28.446
c-3.168-5.486-8.843-8.762-15.178-8.762s-12.01,3.276-15.178,8.762l-16.425,28.446c-3.168,5.487-3.169,12.04-0.001,17.528
c3.168,5.488,8.843,8.764,15.179,8.764h6.226v8.799c-32.098,5.119-56.711,32.988-56.711,66.506
c0,33.493,24.579,61.346,56.644,66.493v22.42L20.398,370.505L20.398,370.505z"/>
<path style="fill:#4D3D36;" d="M467.124,99.436h2.04c5.632,0,10.199-4.567,10.199-10.199s-4.567-10.199-10.199-10.199h-2.04
c-5.632,0-10.199,4.567-10.199,10.199S461.492,99.436,467.124,99.436z"/>
<path style="fill:#4D3D36;" d="M430.406,99.436h2.04c5.632,0,10.199-4.567,10.199-10.199s-4.567-10.199-10.199-10.199h-2.04
c-5.632,0-10.199,4.567-10.199,10.199S424.774,99.436,430.406,99.436z"/>
<path style="fill:#4D3D36;" d="M393.689,99.436h2.04c5.632,0,10.199-4.567,10.199-10.199s-4.567-10.199-10.199-10.199h-2.04
c-5.632,0-10.199,4.567-10.199,10.199S388.057,99.436,393.689,99.436z"/>
<path style="fill:#4D3D36;" d="M295.094,191.745h3.743c5.632,0,10.199-4.567,10.199-10.199s-4.567-10.199-10.199-10.199h-3.743
c-5.632,0-10.199,4.567-10.199,10.199S289.462,191.745,295.094,191.745z"/>
<path style="fill:#4D3D36;" d="M54.056,181.546c0,5.632,4.567,10.199,10.199,10.199h197.783c5.632,0,10.199-4.567,10.199-10.199
s-4.567-10.199-10.199-10.199H64.255C58.623,171.347,54.056,175.914,54.056,181.546z"/>
<path style="fill:#4D3D36;" d="M220.303,211.124H64.255c-5.632,0-10.199,4.567-10.199,10.199c0,5.632,4.567,10.199,10.199,10.199
h156.048c5.632,0,10.199-4.567,10.199-10.199C230.502,215.691,225.935,211.124,220.303,211.124z"/>
<path style="fill:#4D3D36;" d="M391.1,310.566c2.611,0,5.22-0.996,7.212-2.987l39.777-39.777c3.983-3.983,3.983-10.441,0-14.425
c-3.984-3.982-10.44-3.982-14.425,0l-39.777,39.777c-3.983,3.983-3.983,10.441,0,14.425
C385.88,309.569,388.489,310.566,391.1,310.566z"/>
<path style="fill:#4D3D36;" d="M392.119,272.319c2.682,0,5.314-1.091,7.211-2.989c1.896-1.896,2.988-4.527,2.988-7.21
c0-2.682-1.091-5.314-2.988-7.211c-1.897-1.897-4.528-2.988-7.211-2.988c-2.682,0-5.314,1.09-7.211,2.988
c-1.896,1.897-2.988,4.528-2.988,7.211c0,2.682,1.091,5.314,2.988,7.21C386.805,271.227,389.436,272.319,392.119,272.319z"/>
<path style="fill:#4D3D36;" d="M428.836,288.637c-2.682,0-5.314,1.09-7.211,2.988c-1.896,1.897-2.988,4.528-2.988,7.211
c0,2.682,1.091,5.314,2.988,7.21c1.897,1.897,4.528,2.989,7.211,2.989c2.682,0,5.314-1.091,7.211-2.989
c1.896-1.896,2.988-4.527,2.988-7.21c0-2.682-1.091-5.314-2.988-7.211C434.15,289.728,431.518,288.637,428.836,288.637z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "029339fcd839ab2f76bb9e78e43550f46a5afea8005f63ae89aca96345d59fde.png"
} | Generate code for a svg of a a close up of a computer keyboard with a black and white button | <svg xmlns="http://www.w3.org/2000/svg" version="1.1" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" viewBox="0 0 100 100">
<defs>
<g id="Layer1_0_FILL">
<path fill="#D7D7D7" stroke="none" d="
M 84.95 77.8
Q 83.7 50.5 84.95 23.15 84.95 17.3 79.1 17.3
L 21.9 17.3
Q 16.05 17.3 16.05 23.15 17.3 50.5 16.05 77.8 16.05 83.65 21.9 83.65
L 79.1 83.65
Q 84.95 83.65 84.95 77.8
M 54.15 26.45
L 55.4 26.45 71.55 26.45
Q 75.8 26.45 75.8 30.7 74.65 50.5 75.8 70.25 75.8 74.45 71.55 74.45
L 55.4 74.45 54.15 74.45 29.45 74.45
Q 25.2 74.45 25.2 70.25 26.35 50.5 25.2 30.7 25.2 26.45 29.45 26.45
L 54.15 26.45 Z"/>
<path fill="#F5F5F5" stroke="none" d="
M 55.4 26.45
L 54.15 26.45 29.45 26.45
Q 25.2 26.45 25.2 30.7 26.35 50.5 25.2 70.25 25.2 74.45 29.45 74.45
L 54.15 74.45 55.4 74.45 71.55 74.45
Q 75.8 74.45 75.8 70.25 74.65 50.5 75.8 30.7 75.8 26.45 71.55 26.45
L 55.4 26.45
M 49.7 43.85
Q 48.4 44.45 47.4 45.5 46.45 46.55 45.9 48.05 45.35 49.5 45.35 51.2 45.35 52.95 45.9 54.4 46.45 55.85 47.4 56.95 48.35 58 49.65 58.6 50.9 59.2 52.4 59.2 54.05 59.2 55.35 58.5 56.65 57.8 57.5 56.5
L 62.05 59.95
Q 60.45 62.15 58.05 63.2 55.6 64.25 53.1 64.25 50.15 64.25 47.7 63.35 45.25 62.4 43.45 60.7 41.7 59 40.7 56.6 39.7 54.2 39.7 51.2 39.7 48.25 40.7 45.85 41.7 43.4 43.45 41.7 45.25 40 47.7 39.1 50.15 38.2 53.1 38.2 54.1 38.2 55.25 38.4 56.4 38.6 57.5 39 58.6 39.4 59.6 40.1 60.65 40.8 61.45 41.85
L 57.25 45.25
Q 56.45 44.25 55.25 43.75 54.1 43.25 52.55 43.25 51 43.25 49.7 43.85 Z"/>
<path fill="#404040" stroke="none" d="
M 47.4 45.5
Q 48.4 44.45 49.7 43.85 51 43.25 52.55 43.25 54.1 43.25 55.25 43.75 56.45 44.25 57.25 45.25
L 61.45 41.85
Q 60.65 40.8 59.6 40.1 58.6 39.4 57.5 39 56.4 38.6 55.25 38.4 54.1 38.2 53.1 38.2 50.15 38.2 47.7 39.1 45.25 40 43.45 41.7 41.7 43.4 40.7 45.85 39.7 48.25 39.7 51.2 39.7 54.2 40.7 56.6 41.7 59 43.45 60.7 45.25 62.4 47.7 63.35 50.15 64.25 53.1 64.25 55.6 64.25 58.05 63.2 60.45 62.15 62.05 59.95
L 57.5 56.5
Q 56.65 57.8 55.35 58.5 54.05 59.2 52.4 59.2 50.9 59.2 49.65 58.6 48.35 58 47.4 56.95 46.45 55.85 45.9 54.4 45.35 52.95 45.35 51.2 45.35 49.5 45.9 48.05 46.45 46.55 47.4 45.5 Z"/>
</g>
<path id="Layer1_0_1_STROKES" stroke="#404040" stroke-width="5" stroke-linejoin="round" stroke-linecap="round" fill="none" d="
M 84.95 23.15
Q 83.7 50.5 84.95 77.8 84.95 83.65 79.1 83.65
L 21.9 83.65
Q 16.05 83.65 16.05 77.8 17.3 50.5 16.05 23.15 16.05 17.3 21.9 17.3
L 79.1 17.3
Q 84.95 17.3 84.95 23.15 Z"/>
<path id="Layer1_0_2_STROKES" stroke="#FFFFFF" stroke-width="4" stroke-linejoin="round" stroke-linecap="round" fill="none" d="
M 54.15 26.45
L 29.45 26.45
Q 25.2 26.45 25.2 30.7 26.35 50.5 25.2 70.25 25.2 74.45 29.45 74.45
L 54.15 74.45
M 55.4 74.45
L 71.55 74.45
Q 75.8 74.45 75.8 70.25 74.65 50.5 75.8 30.7 75.8 26.45 71.55 26.45
L 55.4 26.45"/>
</defs>
<g transform="matrix( 1, 0, 0, 1, 0,0) ">
<use xlink:href="#Layer1_0_FILL"/>
<use xlink:href="#Layer1_0_1_STROKES"/>
<use xlink:href="#Layer1_0_2_STROKES"/>
</g>
<g transform="matrix( 1, 0, 0, 1, -3.4,-28) ">
<clipPath id="Mask_Mask_1">
<rect x="0.85" y="-2" width="105.1" height="20.8" fill="#FFFFFF" stroke="none"/>
</clipPath>
<text clip-path="url(#Mask_Mask_1)" writing-mode="lr"><tspan x="2.9" y="13.6" baseline-shift="0%" kerning="auto" font-family="Arial_Regular" font-size="15" fill="#999999" xml:space="preserve">Light Keyboard</tspan></text>
</g>
</svg> | |
{
"bytes": "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",
"path": "b2ea3b14a884cbb34b4d07da27a5f05044145dfb2e724ccd89b875b5e63bd49e.png"
} | Generate code for a svg of a a purple square with a white heart in the middle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 72 72"><path fill="#B399C8" d="M11 11h50v50H11z"/><path fill="#FFF" d="M52 30.64a8.51 8.51 0 0 0-16-4.045 8.51 8.51 0 0 0-16 4.044 8.47 8.47 0 0 0 1.886 5.337l-.003.003L36 53.475l14.117-17.496-.003-.003A8.47 8.47 0 0 0 52 30.64z"/><g fill="none" stroke="#000" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="2"><path stroke-linecap="round" d="M11 11h50v50H11z"/><path d="M52 30.64a8.51 8.51 0 0 0-16-4.045 8.51 8.51 0 0 0-16 4.044 8.47 8.47 0 0 0 1.886 5.337l-.003.003L36 53.475l14.117-17.496-.003-.003A8.47 8.47 0 0 0 52 30.64z"/></g></svg> | |
{
"bytes": "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",
"path": "76a9e99464110039746a27f10bfa11b5fd1b6ac21692d01023d4c3a416605889.png"
} | Generate code for a svg of a a picture of a dollar sign on a computer screen | <svg width="60" height="60" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M55 42.5v-30c0-2.758-2.242-5-5-5H5c-2.758 0-5 2.242-5 5v30c0 2.758 2.242 5 5 5h45c2.758 0 5-2.242 5-5zM50 10c1.378 0 2.5 1.122 2.5 2.5v4.874A8.718 8.718 0 0 1 45.126 10H50zM2.5 12.5C2.5 11.122 3.622 10 5 10h4.874A8.718 8.718 0 0 1 2.5 17.374V12.5zM5 45a2.503 2.503 0 0 1-2.5-2.5v-4.874A8.719 8.719 0 0 1 9.874 45H5zm7.374 0A11.192 11.192 0 0 0 2.5 35.126V19.874A11.192 11.192 0 0 0 12.374 10h30.252a11.192 11.192 0 0 0 9.874 9.874v15.252A11.192 11.192 0 0 0 42.626 45H12.374zM52.5 37.626V42.5c0 1.378-1.122 2.5-2.5 2.5h-4.874a8.719 8.719 0 0 1 7.374-7.374z" fill="#1B2C49"/><path d="M26.875 22.5h4.375a1.25 1.25 0 1 0 0-2.5h-2.5v-1.25a1.25 1.25 0 1 0-2.5 0v1.313c-2.115.307-3.75 2.114-3.75 4.312a4.38 4.38 0 0 0 4.375 4.375h1.25c1.034 0 1.875.841 1.875 1.875a1.877 1.877 0 0 1-1.875 1.875H23.75a1.25 1.25 0 1 0 0 2.5h2.5v1.25a1.25 1.25 0 1 0 2.5 0v-1.313c2.115-.306 3.75-2.114 3.75-4.312a4.38 4.38 0 0 0-4.375-4.375h-1.25A1.877 1.877 0 0 1 25 24.375c0-1.034.841-1.875 1.875-1.875zM10 25a2.503 2.503 0 0 0-2.5 2.5c0 1.378 1.122 2.5 2.5 2.5s2.5-1.122 2.5-2.5S11.378 25 10 25zm.001 2.5v-.002l1.249.002h-1.249zM47.5 27.5c0-1.378-1.122-2.5-2.5-2.5a2.503 2.503 0 0 0-2.5 2.5c0 1.378 1.122 2.5 2.5 2.5s2.5-1.122 2.5-2.5zm-2.499 0L45 27.497l1.25.003h-1.249z" fill="#1B2C49"/><path d="M58.75 15c-.691 0-1.25.56-1.25 1.25V47.5c0 1.378-1.122 2.5-2.5 2.5H8.75a1.25 1.25 0 1 0 0 2.5H55c2.758 0 5-2.242 5-5V16.25c0-.69-.56-1.25-1.25-1.25z" fill="#1B2C49"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a fairy lanterns glowing softly in the garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#9fb8ab" d="M0 0h96v49h-1l-4-3-2-2-1-2q-5 2-9 6l-2 31h-4q-1 3 3 5-1 2 1 3v2l-8-2-4-2q0-5 6-5l-5-1v-5l-1 2-1-4-1 2-2-5v13l-6-3H40q-6-13-19-10L8 75q1-4 4-6l-2-1q2-3 5-3-3-3-5 1l-2-5q3-2 0-2-3 3-3 8l-3-9 3-11-5 11z"/><path fill="#38383e" d="M87 9h-2q-1-2-3-1l2-6z"/><path fill="#edbe5a" d="M85 9h2q8 3 3 11l-2 1h-5q-3-4-2-9 1-3 4-3"/><path fill="#d59c4c" d="M82 8q2-1 3 1-3 0-4 3-1 5 2 9h-4q-3-6-2-10 2-3 5-3"/><path fill="#fce06e" d="M47 17h3v3h-3z"/><path fill="#443b49" d="M9 22H6q2-4 3 0"/><path fill="#9c643f" d="M79 21h9l-2 2q-3-2-5-1z"/><path fill="#eec160" d="M81 22q2-1 5 1v1h-4z"/><path fill="#edc168" d="M6 22h3l1 4q-4 3-4 8-1 2-3 1-1-7 1-12z"/><path fill="#744543" d="M82 24h4q-3 8-4 0"/><path fill="#e8cc7d" d="M19 27h4l-2 4q-3-2-2-4"/><path fill="#f6d470" d="M63 25q7-1 4 6l-2 4q-5-6-2-10"/><path fill="#c1af8f" d="m10 26-1 9q3 1 5 5-6-4-10-1l-1-4q2 1 3-1 0-5 4-8"/><path fill="#e6cd7b" d="M32 33h3v3h-3z"/><path fill="#f3d369" d="M75 34h4l-1 4q-4-1-3-4"/><path fill="#ebcc84" d="M67 37h3v4h-3z"/><path fill="#e7c26e" d="M14 40v5l-9 2-3-7q0-2 2-1 4-3 10 1"/><path fill="#f2ba5b" d="m89 44-2 4-2-1z"/><path fill="#ddb267" d="m91 46 4 3-6-1q0-2 2-2"/><path fill="#f3d074" d="M47 47q6 0 3 6l-4 1q-1-4 1-7"/><path fill="#89634a" d="m89 44 2 2q-2 0-2 2l6 1h1v1H83l4-2z"/><path fill="#f3cd61" d="M83 50h3q-3 14 0 29l-4-4-2-13v-9q0-3 3-3"/><path fill="#acb6a0" d="M52 63q0-6 5-3 5-5 11-5 8 5 0 10h-5q-2 0-2 3 0-4-2-1-2 4-1 10-3-1-4 1l-5-9v-5q2-2 3-1"/><path fill="#f6b856" d="M8 59q3 0 0 2z"/><path fill="#f5d678" d="M63 58q4 0 4 6-8 0-4-6"/><path fill="#efd882" d="M26 59q3-1 3 3-4 2-3-3"/><path fill="#f4ce61" d="M87 50h9v16l-3-2q0 6-5 2l-2-6q-1-6 1-10"/><path fill="#808e7f" d="M5 47 2 58l3 9q0-5 3-8v2l2 5q2-4 5-1-3 0-5 3l2 1q-3 2-4 6-8-7-8-15v-2z"/><path fill="#f5d370" d="M52 63q6-1 4 5-7 0-4-5"/><path fill="#b38e52" d="M86 50q-2 4-1 10-1 9 2 19-2 0-1 2l-1-2q-3-15 0-29"/><path fill="#f4d671" d="m86 60 2 6q5 4 5-2l3 2v10l-3 4-5-1q-3-10-2-19"/><path fill="#203334" d="M0 60q0 8 8 15l13-6q13-3 19 10-1 4 5 4l6 7 23 3 5 3H7q0-2 3-2l2-8q-1-3-2 0l-6 8-2-5 1-1-3-4z"/><path fill="#b1ac90" d="m89 44-4 3 2 1-4 2q-3 0-3 3v9l-1 12 5 10-5 8 1-9-3 4q-2-1-1-3 3-2 1-5l2-31q4-4 9-6z"/><path fill="#f5d574" d="m54 72 2 2-1 2q-2-3-1-4"/><path fill="#dd7c44" d="m25 74 2 1q-4 2-2-1"/><path fill="#60736f" d="m65 85-4-3V69l2 5 1-2 1 4 1-2v5l5 1q-6 0-6 5"/><path fill="#f7c752" d="M77 79q2 3-1 5-4-2-3-5z"/><path fill="#873931" d="m88 79 5 1-2 2-4-1q-1-2 1-2"/><path fill="#2c4241" d="M40 79h15l6 3 8 5 8 2-3 4-23-3-6-7q-6 0-5-4"/><path fill="#d1ad82" d="m80 62 2 13 4 4 1 2 4 1q-3 0-3 3v1l-4-2-5-10z"/><path fill="#d9854c" d="m0 84 3 4-3-1z"/><path fill="#e88651" d="M4 84h3l-2 4q-2-3-1-4"/><path fill="#e3a557" d="M18 83h4v4h-4z"/><path fill="#d06d45" d="M69 87q0 4-2 1 0-2 2-1"/><path fill="#819c91" d="M96 76v20h-6l3-6q-2-4-5-5 0-3 3-3l2-2z"/><path fill="#93a193" d="m84 84 4 2-2 2q6 12-2 2z"/><path fill="#415150" d="M84 84v6q8 10 2-2l2-2v-1q3 1 5 5l-3 6H79l-5-3 3-4v-2l3-4-1 9z"/><path fill="#344b4b" d="M7 96H0v-9l3 1-1 1 2 5 6-8q1-3 2 0l-2 8q-3 0-3 2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a basket of bright juicy oranges. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#688d3e" d="M50 25q3-1 8 2l-3 2q-3 0-3 2l-2-1z"/><path fill="#f09812" d="m55 29 4 7-2 3-2-1-3-7q0-2 3-2"/><path fill="#5c6e43" d="M37 34h-3q0-4 3-1"/><path fill="#ef7c1c" d="M38 33h3q-2 2-1 5h-1l-3-3v-1z"/><path fill="#819b79" d="M70 38v-6h1l1 3q2-4 6-1-4 4-8 4"/><path fill="#7e7d2c" d="M29 36q0 2 3 2l-1 3-4-3z"/><path fill="#f5b522" d="m58 27 6 2q1 5 5 9v1l-6 2v-1q-1-3-6-1l2-3-4-7z"/><path fill="#6a7e34" d="M57 39q5-2 6 1l-8 2h-2l-6-1 1-1q5-2 9-1"/><path fill="#7da970" d="m69 38 6 2q1 2-1 3l-3-1z"/><path fill="#82642a" d="m63 40-3 1h-5z"/><path fill="#f0a628" d="m72 42 3 1-1 3-4-4z"/><path fill="#e36012" d="M53 42h7l1 3-2 2z"/><path fill="#7e9e47" d="m69 39 3 3h-2l4 4v5l-6-1q-5-2-7-5l-1-3 3-1z"/><path fill="#5c874e" d="M25 46q4 1 1 4h-3l-1-3q0-2 3-1"/><path fill="#f9b017" d="M50 25v5l2 1 3 7 2 1q-4-1-9 1l-1 1 6 1 6 5 2-2q2 3 7 5-1 5-6 5l-5-2q-5 3-11 3l-4-5q-5 5-11 3l-5-4q3-3-1-4v-7l2-1 4 3 1-3q-3 0-3-2 2-2 5-1h3l3 3v3q-1 2 2 5 3-3 1-4l-2-4q-1-3 1-5v-3h-3v3h-1q-1-9 8-10 3-1 4 2"/><path fill="#f8e18d" d="M53 47q2 0 1 2z"/><path fill="#f17119" d="m40 41 2 2 1-1q2 1-1 4-3-3-2-5"/><path fill="#964b1e" d="m40 38 2 4-1 1-2-2z"/><path fill="#f9e598" d="M50 34q2 0 1 2z"/><path fill="#457431" d="M42 33h-3v-3h3z"/><path fill="#da7e24" d="M46 56H33q-2 0-2-2 6 2 11-3z"/><path fill="#bc8754" d="M23 50h3l5 4q0 2 2 2l3 10 4-2 3 3-8-1-11-11z"/><path fill="#c78d4f" d="m68 50 6 1q0 5-5 6-3 10-13 10 0-3 2-3-3-1 0-2l-2-1q6-4-2-4l-6 1-2-2q6 0 11-3l5 2q5 0 6-5"/><path fill="#9e6437" d="M33 56h13l2 2-1 3q-3-6-7-4v7l-4 2z"/><path fill="#b8763c" d="m48 58 6-1q8 0 2 4l2 1q-3 1 0 2-2 0-2 3H43l-3-3v-7q4-2 7 4z"/></svg> | |
{
"bytes": "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",
"path": "f588ea818f1f7e1ad02d4937c93a2f2d2d5e0f1a23625b54b84276ae45ed3e59.png"
} | Generate code for a svg of a a green circle with a white check mark on it | <svg class="icon" height="512" viewBox="0 0 1024 1024" version="1.1"
xmlns="http://www.w3.org/2000/svg">
<path d="M512 64C264.6 64 64 264.6 64 512s200.6 448 448 448 448-200.6 448-448S759.4 64 512 64z m229.8 298.2l-278.2 357c-2.2 2.2-5.8 7-10.2 7-4.6 0-7.6-3.2-10.2-5.8-2.6-2.6-157.8-151.8-157.8-151.8l-3-3c-1.2-1.8-2.2-4-2.2-6.4 0-2.4 1-4.6 2.2-6.4 0.8-0.8 1.4-1.4 2.2-2.4 15.4-16.2 46.6-49 48.6-51 2.6-2.6 4.8-6 9.6-6 5 0 8.2 4.2 10.6 6.6 2.4 2.4 90 86.6 90 86.6l222.6-286c2-1.6 4.4-2.8 7-2.8 2.6 0 5 1 7 2.6l61.2 48.2c1.6 2 2.6 4.4 2.6 7 0.2 2.6-0.8 4.8-2 6.6z" fill="#147211" />
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f468_1f3fc_200d_1f9b2.png"
} | Generate code for a svg of a man: medium-light skin tone, bald | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.005" x2="64.005" y1="32.8998" y2="5.0042">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path d="M64.13,94.68H64c-25.49,0.03-51.13,7.5-51.13,25.28v4h1.5h1.5h96.27h1.5h1.5v-4 C115.13,103.2,89.73,94.68,64.13,94.68z" style="fill:url(#SVGID_1_);"/>
</g>
<path id="neck" d="M73.08,90.08H54.92v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98 H73.08z" style="fill:#C48E6A;"/>
<g id="face">
<path id="ears" d="M36.67,72.26c-5.36,0-9.71-4.67-9.71-10.41s4.36-10.41,9.71-10.41h54.65 c5.36,0,9.71,4.67,9.71,10.41s-4.36,10.41-9.71,10.41H36.67z" style="fill:#C48E6A;"/>
<path id="head" d="M64,11.07c-24,0-33.52,16.09-33.52,42.43c0,26.64,16.61,41.77,33.52,41.77 S97.52,80.14,97.52,53.5C97.52,26.72,88,11.07,64,11.07z" style="fill:#E0BB95;"/>
<g id="eyebrows_1_">
<path d="M39.82,50.73c3.18-4.51,10.66-4.66,14.41-0.82c0.65,0.67,1.34,1.53,0.85,2.5 c-0.54,1.07-1.65,0.9-2.56,0.53c-2.43-0.98-4.94-1.42-7.55-0.89c-1.13,0.23-2.1,0.7-3.17,1.08 C40.36,53.62,38.89,52.12,39.82,50.73z" style="fill:#AB872F;"/>
<path d="M86.27,53.13c-2.23-0.97-4.49-1.53-6.95-1.25c-1.12,0.13-2.22,0.42-3.26,0.83 c-0.83,0.33-1.72,0.86-2.58,0.28c-2.45-1.69,1.89-4.44,3.17-4.99c2.76-1.19,6.05-1.08,8.72,0.31c1.06,0.55,2.21,1.35,2.84,2.4 C89,52.02,87.82,53.76,86.27,53.13z" style="fill:#AB872F;"/>
</g>
<g id="eyes">
<ellipse cx="47.37" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.63" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<path id="nose" d="M67.85,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.07c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63s1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C68.84,68.98,68.49,68.32,67.85,68.06z" style="fill:#C48E6A;"/>
<path id="mouth" d="M72.42,76.14c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.45,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#6D4C41;"/>
</g>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAArVUlEQVR4nO2deXxU1fn/P/fe2WeSTCYhe8geSIggEPZVtgABFMSIC4iK1bpUWuuuRb+1FP1q9dv2h0tdqlatuLCI7CAUlUUCKDtJIAkhZN8z+/L7IzQMyWRy751z78wd8n711VdMzjn3SebDOc99nnOeQ7lcLvTRR6BC+9uAPvrwhoxHH6fTsX3rF4VHDmu1mtEjx44YNZWmGeKW9SF1nE7Hvr3f/PDjnnajcfTI0TPnLKUoiusgFNcl3ul0PPPsb3bvO9H5nUiDbsbkEbNn3pieeT3Xx/cRlJw5eeCbbz7ftPOnmgZj5zfzJma/+tpHXDXKWaBbN/97xctvefxRenLUrGkT8mbMj4xK4DRmH8FBTVXppo2frt+yu6i03mOD1158NC9/CacxOQt05conNmw76KUBTVM5mfGzZ0yZkbdQow3lNHgfUsRibt+986sNmzZ9f6jY4fAmp4I5o/7wwmpOg3P2QbVajfcGTqfrl9MVv5z+6C9vfjJhZNasvLwx42YxDB9nt49Axul0HC3c9c3GrzftOtxusrPp0qt4usNZN6NHjv1s7W42La02x84fju/84Xik4e0+JzWYOHvq4IYN/+7iYrJh7OgJXJ/F5yXpxoU31ja0cX0SgJTEyKkTR+bPXhgbn8qjex/+paaqdNuWNRu2fHeyuIZH9yiDZseW72ia25zIWaAA/vrXFz/9+juuvTrpc1KlBXsX0zt333rDY4+/yrUXH4EWnT26+FfLufbqjkLO9DmpAQsPF9M7X3+8OjNrFNdefAQK4M6lBcWlfOZ5j0SGa6dMGDb1hhlDhnL2UfogTvHZQ9u2rlu/5fuL1a2kxhyQGvnVmq08OvKct2ZOHf/3977m17c7dY3tazbsXbNhb5+T6kd8dDG9MzdvEr+OPGfQupqKeYsWO52CbDTpc1LFhJSL6QWapnasXxMVy2fS4SlQAL9Zfu/BoyX8+rKkz0kVDuIuphfGDU95++0v+fXl/6nPmj5VaIFeiaSGv9XnpJJCCBfTO3Nn5fHuy38GNZnaZs+fbzLbeD+bB31OKm8uu5hbd58sqhbzuWqVbM/WrRqtnl93/gIF8MILv92y+wjv7rzpc1LZI4KL6Z15065fueo93t19EuiBfdsefXol7+6+0+ek9oSYLqZ3/vHGijHj5/Hu7pNAfUl7kiXSoJsyfujsmXMGZnMOBQcZ4ruYXuCX3nTHp1mHppnpk0f4kvYkRV1D2zUeSfWXi+md/OmjfFEnfJxBQS7tSZZrx0n1u4vpHX7pTXd8FShIpz3JolTIxo8YGHxOauC4mF7gnd50h8BnRjbtSRaL1d65JzU4nNTis4Xbtq4NEBfTO7zTm+4QmEEFTXsSR6JOak1V2bYtn2/dtffIyUp/28IKX9Kb7hAQKERJe5JFKk5qgLuYXvAlvekOGbdMhLQnWToPTr3+1qcB6KRKwsX0ji/pTXfIzKAmY+vs+fNNFkn+KTtIijc8/+TjOYPH+NsQ/Fy467k/rjxf0ehvQ/ijUcv3bN2q1oT5PhSZ0jdqTcjksYOJDNWBUiH2ZFZ2seGxZ19sqK8S+bldqKu58OBjz4qvTqWCZG2YaeMGEVEnCNZmmjljJqmhli4Ytuujeza+s2TZLbkRes4HVXnT3GresX2taI/zyOZvP21us4r2uEi96sFbc757/8aDny5ctiCL1LBz8/nnNrtAbKIaMWpqpOGvdSTSnotvvJ5h6MhwzbKC3LvmD921/9yaTcdOCLDNuzsNTU0iPMWrASLNnYMzI+7Iz5wxNlEuuzxJLVuY/e7Xp3wfOSpCO2rcHN/H6YCYQGmamUEo7anVKDq/lsuZvAkZeRMyTp+rW7fj5OY9Zy1WAT3dfhGRwg3OhqjIKEHHl8voKSPj75w7YOjArr+pTi0n8oj8aSMJFpMj6erNmnmjcHn5gamRT/1q4q9uHfHtd6e/2HK8pr5diKekpGQIMSx70tIHCjRyRJjypimpt+dnREcI6zXNnXMLwdFICjQj8/r05Cgf0546t+mzO4Yw9eKbhi7KH7xrX8mazceJr/spKcT8MH6kZ1xPfMzBmRG3z87MG3dlNe8JnVreZvJpB/qA1Egfk+9dIFzAdtY0n45k6DSK3ywZ22szuZzJm5j53p8XvL9yQd7ETLmczIKiD1WHR0QTGYo3hsi48DAVkaHkMnrOpKTPXpnx6cvT50xK6lWdAH6/9HqdxqeFnkh60x0ycdBOeKQ975o/9K75QzVqbxOnd+qbjGu3nVy7/WR9E7dSQV0YOijpzf/3oS8jEGHp3TcdOnbBlxEi9aqCvPSCmemRev5abzfZ3/nixHtrObw20TS185sv+0Un836ohzEJjgUgMiphxBAO6VeVUn5fwQhf1AkgQq9ZVpC7bvUdLz4yJTuD/0tGanJAlDVNT+FvxnUZhlXLx2z/x7wHF+X4ok4AWrXskTuuU8o5KGTM0GSy6gRZH7SDmdOmHjjCNu1psdqbWs2R4QTc9o51P29i5smims+3HN+1r8Rmc3AaITU52XczfCc9NRXYx6mLXEbnjUu8I3/AdRkGgpY0tlgsNif79nNnkklvukP+EoXJU+apVWz9GJfLtW77SbIGZGdEvfjIlPVv3vnQHaOiIrTsO6am+vkVvoO0dA4vahFhynvnZ215a86q5WPIqhPAF9s47K9Qq2RTZpB8f++A/AyqVusmjc5hf9rzq20n7lowVC4jfA1D5/v+fw6Vrtt+6qdjFb12SUnJJmsDP9LSh7Bplp1muGVG2rwbUjitwuyxO5xfbj/Hvv308Tm8zxZ7QZCU96y8WewF2ths2vVjSd7ETCEskcuZqWPSpo5J64jzb9p9xtrDuq8PVesNwgbJWdLxIt/YbPb4Uy+RdrJs2VteU8/hpXPunBuFMEOQf3wjRk3tZ9Cxb//Zt78IYYY7HXH+dT2v+6n9A0KdHaT179f9m52r+WuPjxNanQA+2XSWfeMog2bU2HwhzBBkBu1Ie37COqt0+lzdyaIaX17AWeJl3U9NThT66exJT0lwjzQJvZp352RJw7GiBvbt50wfJdBdWULtasvPv5m9QAGs2XzshYypAhnTBY/rfkpSf3Gezoa0lFRgn2ireXc++uYMp/Zz5xYIZAnhQL07nE57yuXMutV3iLm5rpP6JuPa7SfHTbo5a5D/dyt3cOLod3t2/LMgz6dIO2/qmszT79tgs7MNMBE5vdkTAi4ZnNKeNptjLel4E0si9Jplt+RmZQ3zy9M9Mmjw6Adv9TXSzps1W4vZqxPAvJmE05vuCCjQvBnzaZrDvXdfbT1hs3MLrRODVoFW+ufRHqHVoP2wmIB7dImmqVmzFglnj4ACjYxKyB3MIe3ZEW8Szh5vMIF3sFMe4ZfHco0ujRma7PvZYi8I+1Y4azq39x4R4k2ekZE5QEMSuX+2TnOKLoHc6c2eEPZs2uQp81752wfsi9yePld3orhmULroIUn2M6ijHY4WONrhbIPDCKcZLgucFricgBMuO8wXQClA0aAY0GrQajBaMCGQ6SELgywCMnbP8scM+svZek7RJbVKNmU6+fSmO8IKlGvaE8CazcdffGSKcCZ5xssM6rLCVgtbLWyNsDfCxeJEm8uKjtCIw9O2f1oFRRTkMVAmQJnQo+/rjxn0U47Tp0DpTXcEP93LKe0JYOePxQ/fMaqfgcMmDwIw3QRqb4DlIqyVsDcBRCNxTjPM5TCXo/UgQEERBVUq1OlQxFzVTPQZtLbRtPUHbvtQ584hdnqzJwQX6IhRU6Mi/lpTz/a0p93uXL/z1LJbcgW16ipo5ZVpzN4Icyks5XCaRHm2C9ZqWKvRsg+MDpqB0AyCIgoAaA1oDZw+bcHmxBfbSjhFl6IMmlFjiZ3e7AnBU2c0zUyfNIJTF7HjTUwYXDaYitCwCY1bYTojljqvxtGG1kOo/hBVH6DtCJxWMSdRm925Zksxpy7CpTfdESO3m5+/gFN7seNNjlbUr0dbIRwt4j3UC7Y6NO5A5Zuwi1dfZOv35XVNnvdP9YRw6U13xBBoatp16cncXsxFjTc5TXAFXlUplxUO8Yr/c40uDUzplzFwpEDGuCPS7hiupz074k0CGdNHF7hGlwDMnSVgetMdkQTKNe0JYM3m4wIZ00cXuEaXaJqaNetWgYzp+ixxHsM17Qlg54/FtQ2ClA/pwx0e0SWh05vuiCRQcE97dsSbBDKmj064RpcgfHrTHfEEyum0Zwf+3N90bcAjuiRCetMd8QSqVusmj7mOUxd/7m+6NuARXZoxQfD0pjviCRTArDzORW79tr/p2oBrdAnA3HxBTm/2hKgCzR05NSqCw2lP9MWbhOTnM5yjS1EGzUhhTm/2hKgC5ZH2RF+8STC4RpcgVnrTHVEFCiA//2auXfriTUJQ22ja9iPnGnripDfdEVugqWk5XNOeffEmIeARXRItvemO2AIFryK3ffEmsvCILkHE9KY7fhAoj7RnX7yJLDyiS2KmN696rviP5JH2RF+8iSg8oktipjfd8YNAwT3tib54Ezl4RJcgbnrTHf8IlEfaE33xJkLwiC6JnN50xz8C5ZH2RF+8iQT8oksipzfd8Y9AwSvteSXeRKsgj4Y6A3IPdTT7uAplAnRDoezfUUuHR3QJoqc33fHbDem5I6cmJ7xdWlHfa0t9qDotKTq5f3xaSkpW1iBEDLt8CNNpRMMmwQ2VOtYaRMwBEwIATtOkafsjYn8uKik+V3qxqKympzrO7qT1N4ic3nRHwPKLvXLi2P7fPfNCc+tVfyN3OSYnp6emDdKH9zBNtnwPS++V58XG7NMVR4KgzkSk5ymwsaGq+OyRcyVnikqKzpVWdpdseKjqzddX5gzxQwS0A38KFEBDfdX2bWvrGupjo2N6kWMXrFVo3i2scfwIQIEC6FcAVRKbho0Nl4rPHj1Xcrry0qV+kZGz82839PPn9VF+Fih/mrbD1rt74AcCU6CKGEQv9rcRfPDbS5JPWC4EqDoDFmsVTEX+NoIP0hSo0T+1mKVNC7fb6wIECQrUVi1myY3gwVodiO+UvSFBgRq5XUDRxxVaD/nbAs5ITaBOE6yX/G2EZDEVey5ZGsBITaCWMsLVOq8tXDCe9rcN3PBbJokn5jIenQqPnPt608+nztXXGx1Wu0sjp0LVzOC0iDkzBo/ITSNuI1n2H7zw9dain0sam4x2o82lZBARIr8uRX/rnIEjhsVzHs54EiHDBTBTKCQVB3W0o+EbTj1qqxqeXLnx1CWjx1+SAgbGaZ749dSsgdw/6Z4gFwf95UTVS6sPnKz0XKyUAnISNG88Mzk6luMVJXH3B+KtJj0gKYGaizm5+eVny1//++Z9l3r5BRU0fnfH8JvmcT5u6hlCAv1iw8k/f/iLtbd9HePj5Y8/NDYtK5bD0IY8aAf7YpuYSGqJt1axb1t2unTTv749Ue/5jGxyUlLusGEADh0+XFpW9vLHhTRNzZsjYt1xr6zZcOKPHxxzASnJySOGDwfwU2Hh+dLS7i2P1do3/OvHm5aMTRnAWqPm0j6BCoOtlmXDprqmHWu2NZnR4ulOjrsXL162dCnDMAAcDse7//znBx9//OrHhwZkxA4YQG6t58svJ6pWfXjMBdx719Jf3XNPp53vvP/+ex/+s0vjZqur0eTc9O+Ddzw8Vc+yKEZgJmN7QDpv8Y52OC0s2+7b/IPVbK03ezial5me3vmpA2AY5lf33JOZnm514uXVO4lZ6wMvrT5gdSIzPeOBZcvc7Xxg2bLM9Izu7evMLovZtnfLMbYPcBrhaCVlrdBIR6B2tsdo6iprS0+dB2Cye/A+c4cPp6irhEtR1PBhwwCcqjQeOsT5MC5Z9h0s73grGpnrwc6O5b4LJgcAFJ2orL3UzPYx1mof7RQNCQmU7V+/5PjlA8qUp7PNXl4KXcDG7X4+9rR26+UtHezfXan/dig6fpFtH5tkjh9KR6BOtimQipLLPpbGk4N9qLCwi0ZdLtdPhYUdX/9SXMffQhL8XNLU8cVPhz3YebDQQxCj89csK2b9EmkPjPtMWCAdgTrYXmnV2njZwQpXepiFikpK3nr3XYfjcp0Sh8Px5j/+UVxyedJtMvu5fkmT8fJ9I2eLila/87a7nf/v7beKij14IAbl5Tm0tYn1rV/S8UGl8xbP+s41i/nyu5RegVCFhxf5Dz/5ZPd//tPhdxYePlx24cpbrcXm56iwu9/8wccf79qzpzPMVFZe3r19mILS/1egpnYW94h2ECA3QrFAOgJ1sb0yWaVWGlsvqzkz1HGozkMotOzCBXdddiL394qioOE+iZeVl3vUZScDw6842mptD/fSdsfJWsr+xt8fCHtcbBdfnT6k8+uBepdWxmFSNOg4l5MgSwQXA3RyamDYlU8wRK9m25P1v3a/IyGBsr0MLjE9sfNrhsKkWCfDulTZdWl+uKX9agP0LFsyFG6IZxi3DzA5M6bn5lfTJ1DyeAwaeSI1J939P/upXBNiWGmUAubPGsLDNILcOnsAm9+ToTApju6ncvsWRaVns0+Dcasu6EckJFC2a19kbGRK9lV12JJ0zpkJDp28l7V+ULz2+utTeJpHiBHDE3ISNN7b6OTU7CRZcshVn11mTny/2G633vcExdpb9TdBKFAAY2aNU6iu+gwiVa75SY4Rkc5QhYf2YXLXuDjq5Wfm+mgjEd54ZvL4eEWYwsMkF6qgRkXTN6cwV82dgFKlmDCTS60rWjIClc52u8atnM7KlZ8p2/TxRpfTw2/XbKXqLTA7KKcLapkrQukKV1Gzl8ztn9mft3X7f75QdL4OgNVUCyArJXzs9aw9wm6cP1217uMfGk3OeovLaANNQ8VQEUp0RpTcoWhq/l3jODigkNIxeekItGkX1wTdhaKy7f/eajH1ElKRKxXTCmYkZyXzNu3Azxcefenbjq/b2i7HwP/xwg1jhkTzHrP0bPW3nx2wmHsxXqGUzb51ZGpWHLfRVUnoJ/Z1CPyQzhLP9OKZdScxI2nhQ7emDkrr8QWLotJy0gseWeSLOgGUVniY2ksusN664YnkzOg7Hp6SkRPvxfjMnPjFv5nOWZ1A3456ATCeRvtRfl3rL9WVHC+uKK5oa241Gc1qjUoXFpKQkZiWkx4RQyCu1NxmeXzV5uNF1U6nq62tlaapIZkRf392YpjOk8PLkdpLzWePV5QXV7c2GU3tVrVWEaLXJKXHZHB6K+qC/gaEBMrubO9IR6DWS2je428jWCCJ7cD9boEq2d9GsEI6S7xM728LggjpFP6VjkBpNSgCK2YfoNVgtP42gi3S2SwCgI7AueO41IQ2K6w2yOXQyBGhRVQoDJL5i4uH04UaIyrb0GpFmw00BTmNCDUGSubEHCQm0PJW/KfbDRXnagEgVI20fsiMhkJSv5FANJpxugHFTbB122FT3oJoP2+I4YSkPs6MMfhuh+fDEC0mHCnHiUpkxyE7Bozn08bBT7sNR2twtqHH+kAUhewbRDXJNyQlUG0EosNR1fPpOasdR8tRVI3xGYgK6bFZUOJy4VQDfqqCw2uxh2g9QvinD8RHOi9JHaRk9t6m3YLtJ3CM9QmyIMDqwPYy7K/sRZ0ABmSJYhAxpCbQwdNBs7DZ6cLRcvxYAk+5eN5YrPaTxTXW7o4dy+4256nzjRYb52uKesFkw6ZzqGBxzIimMMxvNx7xQ1JLPABtJFISUOLtFMQVSmpgtWHSAPZ7Sb1gsdrvfvKrcxWNibFhKx+bkZHELQV1+nzjY6/+WFbZmpms/+yVGUpSh0vabNhUgjZ2G5DTExDKpYpTACC1GRTA9Vzu7LnQiAPniDy2pLzhXEUjgAuXmpc++dVfPvihqZXVjdaNzZY/v3v41se3lVW2Ajhb2uRjmv4KNgd2lLJVJ4CRs8g8V0SkNoMCSMqFYR0aWB+cLapBqAocdpt7Jq2/ITkhvGNfiMPhXLPp2LrtJyeOTJmYmzx4QHRMv67vZJW17UdO1e06ePG7gxfdvYLUhNC0RL45dHecLuwoRwPra98jdEgbT+C54iKdXLw7p3Zi8wYO7SkgbxD6+bqFp6nVvOqtPbsPnu/+oxCtIiJcq1MrTMbG1nZbTYOpzehhYps+JnHFr0foQ0ikxAqr8TOX/Yc3L0TOPALPFRdpChQufPwCaps49AhTI38wGAIuzfeFZW/888eKKs/LdOd+0C4kx4U+cc/QicMJuYANZqwv5lAfJyoUD/wVlPQ8OokKFDh3EOs+4dZlSAIGJ/bejAVOp2tvYdnm3Wf2/1xhtlw1U3YRqFolGzc05sYbUiYNj6NpQkfVXC5sKEG958rLnll0NwZIKT7fiWQFCuDLVSjncuOHgsGC4ZCTTDJ1BJ6KSuvLKpua2yxtbWaTsTFEq9CHKFLiQwemhOekG5QK0mmtCy3YzqVWf1oc7lxF2AaxkLJAmyvw8euwsj0vDwDDk5DNff85J0TYD7qxBDWsyzDJGTzwPAypvbcMSKTnlFwhLAGjx3LrckYydTF7pMHMQZ0AJk6SrjohbYECGD4f0VwC5m1msC8BF5iwyRh1EheBcXcJZooYSFygFI0590HJZf9YZZNQxojDBdYCVctxy2+JZNH8iMQFCiAsFjNv4vAxNEp8BmUZmaeAubdAz/+kf4AgfYECSBuP3GFsG/d2TD6gsTk97EH2yNhRyJopsDViEBQCBTBhMTLYlVUyc3nrDzQs7NSZnYapDwpsikgEi0BBIf8hJLDYiquS4PaDTtgYnxSFBU9L3fXsJGgECtBy3PQb9NP30kwt5aOhMgrew/4xety2AoyUf8erCSKBAlDocMtjiDJ4ayP1oyBRPZcAiovAXS9BKfFf8GqCS6AAVKG49fEe13qGAceNxgFHRrjn7/fvh6V/hEoyRZdYEnQCBSDXYMFjSEnw8KOcWMmfS04ORWS3STQjAYv/BDm7uzolRTAKFIBMiZt+j9zcq2pdx4cjx5NqpQVFYUoi1P/9Z0YBY3Nx20uQqbx2kypS3izChjO7sW0DHE4MjMXQ/iC14c0L4hQPa7NhTzkaLJi3EDn5YjzRTwS7QAHUnUP7EWjEutdCtOp2MgO00xEq+VyRd64BgQJwOWA8DuNp9FhwgxxiCJRGyPUIm8ipbr9EuTYE2oG9Ea0HORW654PQApVHwjALCv4F8KXFtSRQAHCi/SRMp9jfW8cZ4QRKyRE6EiGjQF1DlackHnPhhgvmMhiLYSwBLYMqTjpBDBcs1XDawejBGKAdIKGbuHzkWphBXTBXoP0YWn6Cze06eFoJVQKUpNdKwjOoC9Z6mErhcDsiJ49E2Bjox0GbFfRKDWKBumA6h9YjaPsZ9iaPLRwurPykddCAxFkTM9UqQi8chATabrJ/s7v06KmKPy5mejznd1mp46EdGKxKDUaB2lvQehgtP8LSy5nP19Y0fLHjIgCNWjFjfHrB7OtSE3pIJLLHZ4GWVbZ+vePcF9tLWtqsAO7Mi3yqoLeL4ZRx0E+CYRoUkik+z5JgEqgLxrNo/gFtv7B5B9p60LTi3WL371AUdX1W7OSRyZNGpnQvZcMWvgKtrG3fub9ix/6Kw6fqunwoLz8Qmz+ChbtM0dBdB8NMhI0OmhepoBCovRFNe9FyAPYWlj1qW1y3rzjT2u45ek9R1MDUyMmjUscPT0pJCOdWcIGLQJ1OV3F5855Dldv3V5ws6bEwr07DrH0xNtbA+pOSGxA+BZGzIY9kb0xgInGBmi+gaTdaCzmFjVzAb/9Wuf9YPZvGGrUiI8kweGDskIExgzOjQ0N6S3n3JlCjyX6mrOnwqdojp+qOnKptbmN1BGX0oNB//DaUojh9WBRCcxF1C7QDufQKLCQr0PZTaNgKUwmPrl9/b3zlIz4dKYqKDNfER4de/l9USFRkiFol16hkCjmjVSs0ajnMFe0mW7vJbrHZjSZ7u8leXW+6UNVWUd1aUd1+obq9tsHE72/+h6UxBRN4LdzaQYguQMhQPn39jQQF2n4c9Vtg5lL7xY3qRsdtK84aBTuZ1FPxMN/Rquj1L8XFhPP9vDSZiF6EUGncgNiJpAL15jLUroOpuPeWPeNg9MKpU1DazU4HEwY08exvPIvz/wPNAMTdDW02ScuERCICtTWgbh1aj/q620OmiYsOj4lQV3EqDRcYxEYq46PDYLXB0c5/FOMZFD8N/TjELoUiipx1QhHwuT6XE427UbYSrUd83otEQRYOYHg2h1MfaiUTH6VhGMJhcIamEqKUaiUHn3JkdigAyPU+x+RdaPoeZx5E1WdwBfpiEtgzqKUCVf+ChdCFMrKQjujgsKyIb/dW9NpcIaeX3zlo3qQEGUM3t9k++qb4k01kyt0vnRO3bF6CXiezO1xff1f98r9KLdber/4YkRUGAJQMjA4Onz1dpxXVn6FlPxIfhTpwq4sF8AzadhTlfyGmTtCQXT5QNiyr9xk0Ikz55rNjFkzpL2NoAGE6+SO3Zd08Lcl3OxZNj/n97cl6nQyAjKEKpsV88FxOZFjvidYR2f89ECfXE6uVbDqP4ifRvI/MaAIQqAI1ncelD+Eitw1eHtr5ocZGqmMi1F7apiWGvPfiuEFp+i7fX35H9oBkn+4/yOyvefyO5C7fHJyuW/OnIdkp3o68xUYq4/v9NwRLXfnHRgCnBWWvwniG2IBECUyBOlH9KUn3iKLBXJW69OKGjhkS9c7zYzwqWC6j//TwMK2a57YSjYr5y6MDlAoPf/Mog+LDPwyamtvjif5Rg67+hyELIVlw3mVD+f8JuEfWBwJSoK1HYK0iOSAT0qUUTO4gzznAO/NTX/tdrhcJJkRrnr4nh58V/3NfWnJsjzO3Wsm8vnzAPXM8X5czuotAQYMhesjYUoHm/SQHJERgCvQo0eEoyLp+lpOHx/QLvyppKZfRz9035OFFWb1m3qeNjps/hbMzWjA1ZuaYXjLjNE397vakl+5Pl8uu+lyiDcqpI7pNrrJQwlvsmr8nORohAlKgFnY3HbJEpu2+tUetYt54fGRa4uV1v3+s7u9Pj54zke2p+d/emZ3Rn8N2pwFJ2ieXsCu+B9w0Ker95wYlx1yeazP7a956KstDQIpiwGjZ29A7Rj7pX6EJyFRn0XJy/hAFVUxPpx9dLldFtdHucCbH6SiO5eDKLrUv/cNek7mrnd1TnVoV8/nKwZ2CY4nLhdJLJoamEqNVPZrmtPa655UDlAKDvyQ2GiECcgYluJeRlns5m0tRVGKMNiU+hKs6ASTFap+9dzCbls/fk8pVnQAoCilx6v4xPasTAK0A3dteZg6PDMQtpAEpUIK7GLt5nwSZNjpu3uRe6iYsnBI9Z7yQu9wJrvLKQLwIOSAFqiKV2KDA9FyskAS/XzLIizOakaB5ajFb15MnMi2xVyVtFplxiBKQAg0bRWYcRi30L6iQ0396eJhG7SFjrFYyrz06QKUU+i9Mg+HsP3gmPBDvSgxIgaqSoR3k8yg05GKUAu0fq3v6nuu6f//5e1JS4wlJxzuKKAJB+9BcaDJJWEOYgBQogKgCXoFoCspEGGYg/tdIewm0SKWLpo+OW5R31VK+ND9u3gSxNrNRMmT/E6krELUQ6lQ+K74sDPG/FsAyAgRkmKkDcxkuroaDxbVGtArabGizoMm+kqQ2FaFunZD2deXHozX/OVxtN9dPGW4YO1gv5qMRfz+0/81v2RrRWojWQrQchpPFtlcmBGkvQp0uqIG8CWCBArA3ouqTHvcxUArochAyDNpsD7Gkhi1oPya0gR4wEc0ysCRsHKIXdf2m04rWQjTtRctPcFo8dwwZisRHAvnwZ2ALtANTCVoLYSqGrQEAZKFQpUKbDW0O6J6vs6h8E4420Wy8gl8EKgtD6h97XNydZrT8hNZCtJ+CrRGgoIiCbhD0kwLzzd2dwN6w3IE6Deo0bl1stf5Rp7+wN8Na3WNNRloF/QToJ3gZoKq6+od9+2ianjh+fITB6zUp4iIFgfLAUulvC0THdJ5f0dDmlpbVb7/9+Vdf2u12AEqF4t6lS++9a6lSSS5H5QNSWOJ54C8HFH5a4gGEjUX0bZx6OByOr9ev/+ubqxsbuxb1jY6KfvShB+flzyFnH0+CVKBV78PGqnAIefwlUGUskp5h33zfwQOvvPZaUYm3HUxjRo565oknUpKTfbXNB4JRoE4LLv5NjHL0HvGXQEEh/RXQvV9GU1pe9r+vv75n7142g8rl8oKbb17+0MNqtShJh24Eo0AtF1Hzqd+e7jeBAv0fgyrZy89bWlre+/DDjz79xGbjdtjLjyt+MAq0/QQaNvnt6X4UaMxdPVW28eJusscvK34wCrT5B7T86Len+1GgEbMRMav7t9m4mywRf8UPRoHWb4TxlN+e7keBho5EzGL3b3ByN9kj5oofjAKt+ZRcuQfu+FGg6jQkLu/4kre7yR5xVvxgFKgfY0zwq0CVsUh6hoi7yRIRVvxgFGjl23CwrQVOHj8KVG7YVzublLvJHkFX/GAU6MW/wWn229P9J9B2M0bd47e3Q4FW/EDdsOwLBCs6SQqFrPcSecKx7+CBBbct+vOr/2sykay9GowCvVbx+1pos9k++fe/59x884ZvN5IaMxgFSvW8STSoaTf1Uu0iJjr62See3Llp067NW55/6mmdTpAz2dU11c+sWPHQb5dXXCQQSwlGH/TSO7A3++3p/vNBK2osM5cXevyRTqu9d+ndS26/3X0T3clTp5bct8xsFspfJ7Jzr28GDR7aTB4KVspkslsWLPh27br77r67i1Cys7KefeJJ4eyxWK2r33ln9vz5vqz4wShQsiW1pENdU9e3w2lTpqxbs2bFM8/2tEl+/rx5N84RNiHUueJfquJTUjMYBRrAR8AEpaj8yu0fQ6677uP33n/jlf9N7t9LpcjnnnwqLVXwGvV79u4tWHznxUrOJx36BBo8FF80AkhMSHht1cv/ev+DoUOGsOmlVqtfW7VKpep9I6mPNDY2vvXuu1x7BaVAg+1KapZUNTJP/u6xDV98mTdtGqd6fempac89+ZRwhnVy4tRJrl2C8dCcIgq0mlXNgiDCZGPe+L9PQ0J53vFw09y5PxUeWr+RWPzSIzzOiwbjDAoaKoFrygUe6ohc3ursQARn9LaCAq5dglKgCNhCLgKiY1VN1wtCO6MPP/DrKZMmc+0VrAJNBe2fQ17+gdERqRGSnpomUGT0ofsfeGDZMh4dg1SglBwhw/xthIiE3+Cl0jknhIiMPnT/A7++7z5+fYNUoAB0w66VlFJHZRtykHVGfVEnglmgtAqho/1thChEzCTrzxB0Rn1UJ4JZoABCR0LJ9uojqaJKEaJ0NxFn1Hd1IsgFCgqGPFLOWSBCKxG7WKAP0UdnlIg6EewCBWQGRM4PzBuAfIViEHuvoGkz3s4oKXUi+AUKQJWEiLmEr7X0PxRilghdfpafM0pQnbgmBApAnYHwyUCwzKMUg6iF4sTRuDqjZNWJ4NxR747LhuYDaDkAcyloORT9QAm8/UDoHfUuOyy1cNmgyYRhCgxTRYimPfvCCjZpeuLqRDAL1GlF8/do3Am7+xl5GoowMDoBV3xBBWpvg70RLrfTm3ID+s1HRB6bwou8MZlMi+5aUnLunJc2QqgTQSvQtl9Q8/nV0nSDVkAeTvIaVncEEqjTAlsDnFbPP5UbEP8AwgSM+xafK1m0ZElPB5gEUieCUKCOVtR8idbDvbeklZCHglYRnk2JC9Rpgb2F1X1R+vGIvx8yn/Y0eWHthg3P/8+L3b8vnDoRbAK1VOLiW7BzqUlEy8FowWiI+aakBOqyw9EORzucXOpQKPoh5Q9Q9XLMgzfPvfjCum++cf+OoOpEUAm0/SQufcC/6A2tBKMGrQSl9GlK9UmgLjitcJrhMPV49VavMBokPSHQO77NZlv12qtfr19vs9nCQkMffeihgpsXCvGgToJFoMYiXFwNl4dzt9yhQStAK0DLQSnAKLiV7OAkUIqG0wKnFU4rXB3/T6J8DSVH6ovQ5fTekhdGo7GxqTEmOoZhBI/cBYVArVW48DorL40HSU+B0cHeBEcLHG1wGuEwwWmC0wo44HLAZYfLAZcNcMFpgakctBoUBUoJigElBy0DZKCVYHSQ6cDoIAuDzAB5JOzNOPuoIGYzOqS/DFWiIIOLiPTPJLkcqHxPKHXKDVDGAZRQbx7ycCiiYK0hP7KjDWWrkPl/gsd9BUb6maTGnbDyqQjAipBcgXOkFPQThRrbfAG164QaXCwkLlCHEfVbhRqcVpLdCOyZyHwBT6dUfw5Hq1CDi4LEBdp2BK4eYte+EzEbMr1Qg3cij0AMtysMOeC0oOkHoQYXBYkLlE1Anh/qNOgnCTV4FyLnQjtIqMGbCF/xITISF6ilQpBhFVGIu0+8XaQUg5RnhNr8bzovyLBiIXGB9pSb9gW5AfEPil0ijwlB6gooosiPLPEKKxIXKBNCeEBVMvr/HvIIwsOyQRGNjFehySQ8rCyc8IDiInGBkv04Q0ci8TfkRc8emR5pKxE+heSYguWTxEHiAg2fRCZOKdMj/n7ELPb/CTtagf7LkfI8oSKSFCLnkhjHb0g/1Vm3EQ0+hEI7gp0GYTf88sFhRM0a1G3y6c6nqIWIXULOJj8gfYHChbqNaNgOcPxFaDX0ExE+GYwgl12Qwd6Kug2o2whHe++Nr4JC1M2IXSz104JBIFAAgOk8Grai/WTvMqXk0OUgZDi02f5f0FnisqKlEE3/QctPLAIXFEKHI6oA2oFi2CYwwSLQDqzVMJ6GqRiWqsvbjigKjA6MDvJIqJKgSoIqUcI1m5wWmIphPAvjWViq4GiBvRUuJ2RaMDoo+0OXjZChwVRP5f8DDo7vOHgnhskAAAAASUVORK5CYII=",
"path": "7ee229a38204cc38a9f69e56b4edf01a8ac992a071f0d8b3a0e22cd35cf81b77.png"
} | Generate code for a svg of a pokemon pikachu is a cute little character with a bow tie | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32px"
height="32px" viewBox="0 0 32 32" enable-background="new 0 0 32 32" xml:space="preserve">
<g id="labels">
<g>
</g>
</g>
<g id="icons">
<g>
<ellipse transform="matrix(0.9239 -0.3827 0.3827 0.9239 -10.7351 6.6628)" fill="#FFD96C" cx="11.381" cy="30.316" rx="2.5" ry="1.5"/>
<ellipse transform="matrix(0.3827 -0.9239 0.9239 0.3827 -15.2795 37.7644)" fill="#FFD04D" cx="20.619" cy="30.316" rx="1.5" ry="2.5"/>
<path fill="#2B3332" d="M18,28l6.746-3.855c0.157-0.09,0.35-0.088,0.505,0.005l4.2,2.52c0.279,0.167,0.326,0.552,0.096,0.782
l-2.14,2.14c-0.215,0.215-0.571,0.19-0.754-0.054l-2.393-3.191c-0.15-0.199-0.423-0.258-0.642-0.138l-4.335,2.391
c-0.173,0.095-0.386,0.08-0.544-0.039L18,28z"/>
<path fill="#FFD04D" d="M18.325,19.356c0,0,3.847,0.769,6.142,2.308c0.524,0.351,0.676,1.056,0.394,1.62l-0.004,0.008
c-0.294,0.588-0.986,0.854-1.603,0.628c-3.733-1.367-5.929-0.564-5.929-0.564L18.325,19.356z"/>
<path fill="#FFD96C" d="M13.675,19.356c0,0-3.847,0.769-6.142,2.308c-0.524,0.351-0.676,1.056-0.394,1.62l0.004,0.008
c0.294,0.588,0.986,0.854,1.603,0.628c3.733-1.367,5.929-0.564,5.929-0.564L13.675,19.356z"/>
<path fill="#FFE28A" d="M16,18c-3.314,0-6,4.686-6,8s2.686,4,6,4V18z"/>
<path fill="#FFD96C" d="M22,26c0-3.314-2.686-8-6-8v12C19.314,30,22,29.314,22,26z"/>
<path fill="#373F3F" d="M16,19h-2.616c-0.708,0.55-1.336,1.285-1.855,2.118l0.277,1.106c0.09,0.358,0.523,0.499,0.806,0.262
l0.982-0.824c0.22-0.185,0.55-0.146,0.722,0.084l1.283,1.718c0.1,0.134,0.25,0.201,0.401,0.201V19z"/>
<path fill="#2B3332" d="M16.401,23.464l1.283-1.718c0.172-0.23,0.502-0.268,0.722-0.084l0.982,0.824
c0.283,0.237,0.717,0.097,0.806-0.262l0.277-1.106c-0.519-0.832-1.147-1.568-1.855-2.118H16v4.664
C16.15,23.664,16.301,23.597,16.401,23.464z"/>
<path fill="#FFEAA7" d="M12.372,7.767l0.559-3.357c0.04-0.238-0.096-0.47-0.322-0.552L3.007,0.366
C2.608,0.221,2.221,0.608,2.366,1.007l3.492,9.602c0.082,0.226,0.314,0.362,0.552,0.322l2.679-0.447C8.401,11.519,8,12.717,8,14
c0,3.866,3.582,7,8,7V7C14.693,7,13.462,7.28,12.372,7.767z"/>
<path fill="#FFE28A" d="M28.993,0.366l-9.602,3.492c-0.226,0.082-0.362,0.314-0.322,0.552l0.559,3.357C18.538,7.28,17.307,7,16,7
v14c4.418,0,8-3.134,8-7c0-1.283-0.401-2.481-1.089-3.515l2.679,0.447c0.238,0.04,0.47-0.096,0.552-0.322l3.492-9.602
C29.779,0.608,29.392,0.221,28.993,0.366z"/>
<circle fill="#96643B" cx="11.5" cy="13.5" r="1.5"/>
<path fill="#373F3F" d="M11.5,12c-0.286,0-0.55,0.084-0.777,0.223C10.584,12.45,10.5,12.714,10.5,13c0,0.828,0.672,1.5,1.5,1.5
c0.286,0,0.55-0.084,0.777-0.223C12.916,14.05,13,13.786,13,13.5C13,12.672,12.328,12,11.5,12z"/>
<circle fill="#FFFFFF" cx="12" cy="13" r="0.5"/>
<circle fill="#8D5B36" cx="20.5" cy="13.5" r="1.5"/>
<path fill="#2B3332" d="M20.5,12c0.286,0,0.55,0.084,0.777,0.223C21.416,12.45,21.5,12.714,21.5,13c0,0.828-0.672,1.5-1.5,1.5
c-0.286,0-0.55-0.084-0.777-0.223C19.084,14.05,19,13.786,19,13.5C19,12.672,19.672,12,20.5,12z"/>
<circle fill="#F7F7F7" cx="20" cy="13" r="0.5"/>
<path fill="#373F3F" d="M7,4.75V4.379c0-0.179,0.184-0.3,0.348-0.23L12.6,6.4l0.332-1.99c0.04-0.238-0.096-0.47-0.322-0.552
L3.007,0.366C2.608,0.221,2.221,0.608,2.366,1.007l3.492,9.602c0.082,0.226,0.314,0.362,0.552,0.322L8.4,10.6L6.149,5.348
C6.079,5.184,6.2,5,6.379,5H6.75C6.888,5,7,4.888,7,4.75z"/>
<path fill="#2B3332" d="M25,4.75V4.379c0-0.179-0.184-0.3-0.348-0.23L19.4,6.4l-0.332-1.99c-0.04-0.238,0.096-0.47,0.322-0.552
l9.602-3.492c0.399-0.145,0.786,0.242,0.641,0.641l-3.492,9.602c-0.082,0.226-0.314,0.362-0.552,0.322L23.6,10.6l2.251-5.251
C25.921,5.184,25.8,5,25.621,5H25.25C25.112,5,25,4.888,25,4.75z"/>
<path fill="#FF8D6E" d="M8.21,15.572c0.394,1.499,1.333,2.813,2.631,3.773c0.138-0.055,0.267-0.126,0.373-0.232
c0.613-0.613,0.364-1.854-0.555-2.773C9.88,15.562,8.873,15.271,8.21,15.572z"/>
<path fill="#FF805D" d="M23.8,15.539c-0.662-0.238-1.614,0.056-2.359,0.801c-0.919,0.919-1.167,2.16-0.555,2.773
c0.088,0.088,0.193,0.154,0.304,0.207C22.481,18.356,23.414,17.039,23.8,15.539z"/>
<path fill="#373F3F" d="M16,14.5h-0.25c-0.138,0-0.25,0.112-0.25,0.25S15.612,15,15.75,15H16V14.5z"/>
<path fill="#373F3F" d="M16,16.75c-0.867,0-1.301-0.405-1.324-0.428c-0.098-0.097-0.255-0.096-0.353,0.001
c-0.098,0.098-0.098,0.256,0,0.354C14.347,16.7,14.909,17.25,16,17.25V16.75z"/>
<path fill="#2B3332" d="M17.677,16.677c0.097-0.097,0.097-0.253,0-0.352c-0.095-0.097-0.253-0.098-0.353-0.003
C17.307,16.339,16.873,16.75,16,16.75v0.5C17.091,17.25,17.653,16.7,17.677,16.677z"/>
<path fill="#2B3332" d="M16.25,14.5H16V15h0.25c0.138,0,0.25-0.112,0.25-0.25S16.388,14.5,16.25,14.5z"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a single red apple resting on a green napkin. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#d5a59d" d="M57 31h-8q0-3 2-4v2z"/><path fill="#d83637" d="M49 31h8l1 1q-6-1-9 2-4 0-5-2 2-2 5-1"/><path fill="#fc535e" d="m43 32-4 1 2 2 7 2q-6 3-9 8-8 1-8-5 2-11 12-8"/><path fill="#eb252b" d="M43 32q1 2 5 2 3-3 9-2t7 10q0 9-5 17-5 4-10 2-2-2-5-2l-7 1q-6-6-8-13-1-4 1-7 0 6 8 5 3-5 9-8l-7-2-2-2z"/><path fill="#4d6b44" d="M19 57q5-1 10 3-3-1-5 1-2-4-5-3-3-1 0-1"/><path fill="#76b566" d="M65 42h8q2 6 7 12l-1 1 6 5-21 21-21-16q-8-5-14-5-5-4-10-3 0-10 11-10 2 7 8 13l12 1q5 2 10-2 5-8 5-17"/><path fill="#504e2c" d="m50 61-12-1 7-1q3 0 5 2"/><path fill="#75ac69" d="M19 58q3-1 5 3 2-2 5-1 6 0 14 5l21 16 2-1q-1 3-4 3l-6-2-31-17z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a distant star illuminating a quiet planet. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f7f1" d="M0 0h96v96H61v-3h3q-1-4 3-5V71q-3-2-3-5V56l1-1 3 3 2-4h-4q0-7-4-2v-1q-1-4 1-7h3q-1-6-3-1l-1-5-1-3h5v-4q5 2 7-4h3q0-4 3-5l2 8 2-2v-7l4-2q-3-1 0-3l-3-2-11 1-5-2H51l-2 1-10-3q-2 0-3 2l-1-1-3 2-1 5h5l3 2q-3-1-4 1l6 2-2 1v4l3 6-3 1 5 4q-3 3 2 3v3l3-6 3 9-12 5-5-1-2 2v2l-5-5-3 5q0 2 2 0 3 2 1 3l2 6 3-3h7q3 2 0 3v5l1 2q-4 5 0 12l-2 5h-3l-4 3h8l8 3H0z"/><path fill="#f8f6f0" d="M66 31h-7q-3 2-2 5-6-2-8 4l-3 6v-3q-5 0-2-3l-5-4 3-1-3-6v-4l2-1-6-2q1-2 4-1l-3-2h-5l1-5 3-2 1 1q1-2 3-2l10 3 2-1q3 3 7 0h10l5 2 11-1 3 2q-3 2 0 3l-4 2v7l-2 2-2-8q-3 1-3 5h-3q-2 6-7 4"/><path fill="#f6f4ec" d="m48 33-3 1q-3-1 0-3-4-2 0-4 3 2 3 6"/><path fill="#f8f6f0" d="M66 31v4h-5l1 3 1 5q2-5 3 1h-3q-2 3-1 7v1q4-5 4 2h4l-2 4-3-3-1 1v10q0 3 3 5v17q-4 1-3 5h-3v3H48l-8-3h-8l4-3h3l2-5 5 3q6 2 12-2 0-3 3-4v-7q-1-8-9-7l-2-2q-6 0-10 5v-5q3-1 0-3h-7l-3 3-2-6q2-1-1-3-2 2-2 0l3-5 5 5v-2l2-2 5 1 12-5-3-9q2-6 8-4-1-3 2-5z"/><path fill="#fdfcf5" d="M48 33q2 0 2 3-4 0-5-2z"/><path fill="#fcfaf4" d="m52 68-3 1q-4-1-5 2-3-1-3 2l-1-2q4-5 10-5z"/><path fill="#eceae4" d="M52 68q8-1 9 7l-1 5-1-2q-4 3-7 9l-6 1-5-3q-4-7 0-12 0-3 3-2l5-2z"/><path fill="#f6f3ec" d="m49 69-5 2q1-3 5-2"/><path fill="#efede7" d="M61 75v7q-3 1-3 4-6 4-12 2l6-1q3-6 7-9l1 2z"/></svg> | |
Okay, I'm ready to draw! I'm interested in understanding the mechanics of drawing a collision. I'm looking for a concise summary of my thoughts on how to draw a collision. I'm looking for a description of the key elements and the process involved. | {
"bytes": "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",
"path": "emoji_u1f4a5.png"
} | Generate code for a svg of a collision | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<polygon points="68.27,8.51 84.11,41.67 119.44,9.79 101.38,55.43 121.05,50.12 102.4,76.63 119.43,82.5 102.03,90.77 118.96,119.8 86.77,99.89 79.87,121.43 69.65,98.4 40.65,120.18 49.47,95.33 9.5,103.37 39.42,81.1 7.89,58.4 43.85,61.51 10.6,10.52 64,45.51 " style="fill:#FFA000;stroke:#F44336;stroke-width:3;stroke-miterlimit:10;"/>
<radialGradient id="SVGID_1_" cx="77.5873" cy="75.7353" gradientUnits="userSpaceOnUse" r="26.3653">
<stop offset="0" style="stop-color:#FFFDE7"/>
<stop offset="1" style="stop-color:#FFF176"/>
</radialGradient>
<polygon points="72.63,34.77 82.17,59.48 101.05,38.17 86.86,67.91 104.07,62.74 88.12,78.59 101.48,82.98 88.68,84.87 98.87,99.31 82.31,88.73 78.5,101.05 72.63,86.96 57.98,98.12 64,84.45 41,89.47 57.95,79.19 35.84,68.56 60.33,70.84 40.22,39.29 71.1,60.17 " style="fill:url(#SVGID_1_);stroke:#FFEB3B;stroke-width:2;stroke-miterlimit:10;"/>
</g>
</svg> |
{
"bytes": "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",
"path": "emoji_u1f468_200d_1f692.png"
} | Generate code for a svg of a man firefighter | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="helmet_x5F_back_1_">
<g>
<path d="M110.97,59.14c0,0,0-0.02,0-0.04c0.01,0.02,0.04,0.06,0.04,0.06s2.39,14.4,2.39,17.32 c0,17.6-23.26,24.66-48.67,24.67V45.82c19.26,0.12,30.09,4.58,37.26,8.29C105.35,55.85,110.97,59.14,110.97,59.14z" style="fill:#EF5350;"/>
<path d="M17.03,59.14c0,0,0-0.02,0-0.04c-0.01,0.02-0.04,0.06-0.04,0.06s-2.39,14.4-2.39,17.32 c0,17.6,23.26,24.66,48.67,24.67V45.82c-19.26,0.12-30.09,4.58-37.26,8.29C22.65,55.85,17.03,59.14,17.03,59.14z" style="fill:#EF5350;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="85.6885" x2="85.6885" y1="83.4014" y2="30.67">
<stop offset="0.2551" style="stop-color:#B71C1C"/>
<stop offset="1" style="stop-color:#D32F2F"/>
</linearGradient>
<path d="M100.29,48.34c2.62,2.85,7.14,6.77,7.85,10.51c1.13,5.96,1.15,15.17,1.15,16.98 c0,8.92-7.34,14.68-16.83,18.72c-14.29,6.08-30.37-4.13-30.37-19.12V61.92c0-19.12,24.66-28.2,37.9-13.91 C100.09,48.12,100.19,48.23,100.29,48.34z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="42.851" x2="42.851" y1="83.4014" y2="30.67">
<stop offset="0.2551" style="stop-color:#B71C1C"/>
<stop offset="1" style="stop-color:#D32F2F"/>
</linearGradient>
<path d="M28.02,48.34c-2.62,2.85-6.52,6.77-7.23,10.51c-1.13,5.96-1.31,14.71-1.31,16.52 c0,8.92,6.88,15.14,16.38,19.18c14.29,6.08,30.37-4.13,30.37-19.12V61.92c0-19.12-24.66-28.2-37.9-13.91 C28.22,48.12,28.12,48.23,28.02,48.34z" style="fill:url(#SVGID_2_);"/>
</g>
<g id="suit">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="12.001" x2="116" y1="17.9715" y2="17.9715">
<stop offset="0" style="stop-color:#F44336"/>
<stop offset="0.3592" style="stop-color:#E73B32"/>
<stop offset="1" style="stop-color:#C62828"/>
</linearGradient>
<path d="M64.14,96.04c-0.05,0-0.09,0-0.14,0c-25.65,0.03-52,7.1-52,24.99v3h1.44h1.45h98.22h1.45H116 v-3C116,104.16,89.9,96.04,64.14,96.04z" style="fill:url(#SVGID_3_);"/>
</g>
<g id="neck_1_">
<path d="M64,90.11h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98 C73.08,90.11,64,90.11,64,90.11z" style="fill:#E59600;"/>
</g>
<linearGradient id="collar_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="43.963" y2="0.1284">
<stop offset="0" style="stop-color:#FFEB3B"/>
<stop offset="0.6355" style="stop-color:#FFDD12"/>
<stop offset="1" style="stop-color:#FFD600"/>
</linearGradient>
<path id="collar_1_" d="M94,124.02v-6.1c0-1.37-1.11-2.48-2.48-2.48H66v-5.06l13.36-6.18 c2.95-1.36,5.03-4.24,5.51-7.6l1.69-12.03l-15.62,8.86c-4.05,2.42-6.71,6.69-7.22,11.46h-0.17c-0.51-4.77-3.17-9.05-7.22-11.46 l-14.9-9.46l1.18,12.29c0.34,3.54,2.47,6.62,5.56,8.05l13.27,6.13v4.98H36.48c-1.37,0-2.48,1.11-2.48,2.48v6.1L94,124.02z" style="fill:url(#collar_2_);"/>
<g id="ears">
<path d="M91.49,50.43h-7.37H44.21h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S97.38,50.43,91.49,50.43z" style="fill:#E59600;"/>
</g>
<path id="head" d="M64.24,16.04L64.24,16.04L64.24,16.04c-17.2,0-33.13,12.79-33.13,39.91 c0,21.78,13.49,34.67,25.23,38.83c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84 C97.38,28.83,81.44,16.04,64.24,16.04z" style="fill:#FFCA28;"/>
<path id="mouth_2_" d="M72.58,76.14c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.26,76.72,74.41,75.05,72.58,76.14z" style="fill:#795548;"/>
<path id="nose_2_" d="M68.03,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C69.02,68.98,68.67,68.32,68.03,68.06z" style="fill:#E59600;"/>
<g id="hairGroup">
<path id="hair_7_" d="M64.26,13.24L64.26,13.24c-0.01,0-0.01,0-0.02,0s-0.01,0-0.02,0v0 C18.79,13.48,28.1,55.38,28.1,55.38s2.04,5.35,2.97,7.71c0.13,0.34,0.63,0.3,0.71-0.05c0.97-4.34,4.46-19.73,6.22-24.4 c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c1.75,4.66,5.22,19.96,6.2,24.36c0.08,0.36,0.58,0.39,0.71,0.05l2.98-7.67 C100.39,55.38,109.7,13.48,64.26,13.24z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="64.244" cy="78.8577" gradientTransform="matrix(1 0 0 -1.1282 0 138.1084)" gradientUnits="userSpaceOnUse" r="37.0595">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M100.39,55.38c0,0,9.31-41.9-36.13-42.14v0 c-0.01,0-0.01,0-0.02,0h0c0,0-0.01,0-0.02,0l0,0c-0.71,0-1.4,0.02-2.08,0.05c-1.35,0.06-2.66,0.16-3.92,0.31c-0.01,0-0.03,0-0.04,0 c-0.09,0.01-0.17,0.03-0.26,0.04C19.68,18.45,28.1,55.38,28.1,55.38l2.98,7.68c0.13,0.34,0.62,0.31,0.7-0.05 c0.98-4.39,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0 s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83c1.76,4.68,5.25,20.1,6.22,24.42 c0.08,0.35,0.57,0.39,0.7,0.05C98.34,60.75,100.39,55.38,100.39,55.38z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g id="eyes_2_">
<ellipse cx="47.73" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="80.6" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<g id="eyebrows_2_">
<path d="M40.05,50.73c3.18-4.51,10.66-4.66,14.41-0.82c0.65,0.67,1.34,1.53,0.85,2.5 c-0.54,1.07-1.65,0.9-2.56,0.53c-2.43-0.98-4.94-1.42-7.55-0.89c-1.13,0.23-2.1,0.7-3.17,1.08C40.59,53.62,39.12,52.12,40.05,50.73 z" style="fill:#6D4C41;"/>
<path d="M86.38,53.13c-2.23-0.97-4.49-1.53-6.95-1.25c-1.12,0.13-2.22,0.42-3.26,0.83 c-0.83,0.33-1.72,0.86-2.58,0.28c-2.45-1.69,1.89-4.44,3.17-4.99c2.76-1.19,6.05-1.08,8.72,0.31c1.06,0.55,2.21,1.35,2.84,2.4 C89.1,52.02,87.92,53.76,86.38,53.13z" style="fill:#6D4C41;"/>
</g>
<g id="helmet_1_">
<g id="XMLID_171_">
<g>
<radialGradient id="XMLID_2_" cx="64" cy="96.2875" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="34.6381">
<stop offset="0" style="stop-color:#F44336"/>
<stop offset="0.2987" style="stop-color:#EB3E33"/>
<stop offset="0.7842" style="stop-color:#D3302C"/>
<stop offset="0.9978" style="stop-color:#C62828"/>
</radialGradient>
<path id="XMLID_172_" d="M64.41,8.04c-46.76,0-43.24,47.35-43.24,47.35s12.21-11.01,43.5-11.01 s42.1,9.99,42.1,9.99S111.17,8.04,64.41,8.04z" style="fill:url(#XMLID_2_);"/>
</g>
<g>
<defs>
<path id="SVGID_4_" d="M64.41,8.04c-46.76,0-43.24,47.35-43.24,47.35s12.21-11.01,43.5-11.01s42.1,9.99,42.1,9.99 S111.17,8.04,64.41,8.04z"/>
</defs>
<clipPath id="SVGID_5_">
<use style="overflow:visible;" xlink:href="#SVGID_4_"/>
</clipPath>
<path id="XMLID_173_" d="M47.12,10.39l6.95-2.35v23.75 C52.66,21.52,50.64,14.1,47.12,10.39z" style="clip-path:url(#SVGID_5_);fill:#C62828;"/>
</g>
<g>
<defs>
<path id="SVGID_6_" d="M64.41,8.04c-46.76,0-43.24,47.35-43.24,47.35s12.21-11.01,43.5-11.01s42.1,9.99,42.1,9.99 S111.17,8.04,64.41,8.04z"/>
</defs>
<clipPath id="SVGID_7_">
<use style="overflow:visible;" xlink:href="#SVGID_6_"/>
</clipPath>
<path d="M81.71,10.39l-6.95-2.35v23.75C76.17,21.52,78.19,14.1,81.71,10.39z" style="clip-path:url(#SVGID_7_);fill:#C62828;"/>
</g>
</g>
<path d="M69.62,42.94h-10.6c-2.82,0-5.1-2.28-5.1-5.1V9.14c0-2.82,2.28-5.1,5.1-5.1h10.6 c2.82,0,5.1,2.28,5.1,5.1v28.7C74.72,40.66,72.44,42.94,69.62,42.94z" style="fill:#E53935;"/>
<g>
<g>
<linearGradient id="SVGID_8_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="46.5074" x2="81.4946" y1="102.8835" y2="102.8835">
<stop offset="0" style="stop-color:#FFEE58"/>
<stop offset="0.366" style="stop-color:#FEE84F"/>
<stop offset="0.9612" style="stop-color:#FDD937"/>
<stop offset="1" style="stop-color:#FDD835"/>
</linearGradient>
<path d="M79.76,25.54c-3.86-6.68,1.03-9.56,1.03-9.56l-4.11-5.25c0,0-3.26,1.02-6.69,0.51 c-3.31-0.49-5.81-3.26-5.98-3.45V7.77c0,0-0.01,0.01-0.01,0.01c0,0-0.01-0.01-0.01-0.01v0.02c-0.17,0.19-2.67,2.96-5.98,3.45 c-3.43,0.51-6.69-0.51-6.69-0.51l-4.11,5.25c0,0,4.89,2.88,1.03,9.56s-1.49,13.78,9.34,15.06c2.87,0.34,5.74,1.52,5.74,1.52 l0.16,0.04l0,0.29L64,42.31l0.52,0.15l0-0.29l0.16-0.04c0,0,2.88-1.19,5.74-1.52C81.25,39.32,83.62,32.22,79.76,25.54z" style="fill:url(#SVGID_8_);"/>
</g>
<ellipse cx="64" cy="25.62" rx="12.51" ry="11.83" style="fill:#6D4C41;"/>
<g>
<path d="M62.81,19.13c-0.56-0.51-0.85-1.27-0.75-2c-0.37,0.43-0.54,1.01-0.59,1.43 c-0.21,1.93,2.03,2.54,2.07,2.5c0.07-0.09,0.21-0.33,0.04-0.8c-0.26-0.7,0.42-1.09,0.42-1.09s-0.26,0.56-0.07,0.8 c0.3,0.38,0.57,0.36,0.7,0.55c0.14,0.2-0.02,0.51-0.16,0.58c1.01-0.08,1.81-0.95,2.02-1.88c0.21-0.93-0.06-1.9-0.46-2.78 c-0.06,0.71-0.79,1.3-1.55,1.27c0.22-0.27,0.57-1.02,0.35-1.84c-0.22-0.82-1.51-1.26-1.51-1.26s0.36,0.37,0.38,1.12 C63.7,16.5,61.94,17.37,62.81,19.13z" style="fill:#FFEB3B;"/>
<g>
<path d="M69.3,32.72l-9.93-9.68l-1.79,1.27l9.96,9.66c0.14,0.14,0.38,0.22,0.63,0.22 c0.26,0,0.53-0.07,0.74-0.22c0.29-0.2,0.5-0.54,0.53-0.83C69.46,32.93,69.38,32.8,69.3,32.72z" style="fill:#FFEB3B;"/>
<path d="M60.21,21.98c-0.14-0.1-0.42-0.12-0.58-0.14c0.03-0.06,0.33-0.69,0.75-0.81 c0.35-0.1,0.26-0.54-0.06-0.65c-0.7-0.23-2.15-0.2-3.37,0.88c-0.14,0.12-1.97,1.79-2.88,2.65c-0.06,0.05-0.13,0.09-0.23,0.11 c-0.54,0.14-0.88,0.64-0.74,1.13c0.13,0.47,0.44,1.2,1.16,1.68c0.68,0.46,1.91,0.76,1.94,0.76c0.51,0,0.95-0.22,1.1-0.67 c0.09-0.27-0.12-0.43,0.17-0.78c0,0,2.92-2.6,3.21-3C60.97,22.74,60.73,22.37,60.21,21.98z" style="fill:#FFEB3B;"/>
</g>
<g>
<path d="M58.7,32.72l9.93-9.68l1.79,1.27l-9.96,9.66c-0.14,0.14-0.38,0.22-0.63,0.22 c-0.26,0-0.53-0.07-0.74-0.22c-0.29-0.2-0.51-0.54-0.53-0.83C58.54,32.93,58.62,32.8,58.7,32.72z" style="fill:#FFEB3B;"/>
<path d="M67.79,21.98c0.14-0.1,0.42-0.12,0.58-0.14c-0.03-0.06-0.33-0.69-0.75-0.81 c-0.35-0.1-0.26-0.54,0.06-0.65c0.7-0.23,2.15-0.2,3.37,0.88c0.14,0.12,1.97,1.79,2.88,2.65c0.06,0.05,0.13,0.09,0.23,0.11 c0.54,0.14,0.88,0.64,0.74,1.13c-0.13,0.47-0.45,1.2-1.16,1.68c-0.68,0.46-1.91,0.76-1.94,0.76c-0.5,0-0.95-0.22-1.1-0.67 c-0.09-0.27,0.12-0.43-0.17-0.78c0,0-2.92-2.6-3.21-3C67.03,22.74,67.27,22.37,67.79,21.98z" style="fill:#FFEB3B;"/>
</g>
</g>
</g>
<path d="M64.14,38.29c-0.24,0-0.46,0-0.69,0.01c-17.4,0.09-28.3,3.36-35.11,7.29 c-10.02,5.77-11.22,12.96-11.3,13.52c0,0.02,0,0.04,0,0.04l3.5,1.9c0,0,2.37-4.81,5.52-6.94c7.59-5.13,18.07-8.17,37.41-8.29 c0.24,0,0.47-0.01,0.71-0.01v-7.52C64.16,38.29,64.15,38.29,64.14,38.29z" style="fill:#EF5350;"/>
<path d="M64.02,38.29c0.24,0,0.46,0,0.69,0.01c17.4,0.09,28.3,3.36,35.11,7.29 c10.02,5.77,11.22,12.96,11.3,13.52c0,0.02,0,0.04,0,0.04l-2.65,1.9c0,0-3.22-4.81-6.36-6.94c-7.59-5.13-18.07-8.17-37.41-8.29 c-0.24,0-0.47-0.01-0.72-0.01v-7.52C64.01,38.29,64.01,38.29,64.02,38.29z" style="fill:#EF5350;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "4e9f1676d2da3c700ed77fe959ee707427992d684659a1041bccd5b731c7782d.png"
} | Generate code for a svg of a a close up of a person with a blindfold on their head | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><circle cx="256" cy="256" r="256" fill="#fcfcfc"/><path d="M345.136 216.833c0-54.144-43.892-98.035-98.035-98.035-39.954 0-74.301 23.91-89.573 58.194l-12.091 43.835 11.13 11.13-22.261 44.522 22.261 11.13-11.13 11.13v11.13l11.13 11.13v22.261l11.13 11.13 33.391-11.13s0 11.13 11.13 22.261c11.13 11.13 22.262 33.392 22.262 33.392s33.391 11.13 55.652-22.261c22.261-33.391 44.522-44.522 44.522-44.522l-21.456-42.914c19.622-17.923 31.938-43.71 31.938-72.383z"/><path d="M353.126 254.322c45.229-7.629 52.763-96.195 52.763-96.195h-62.33c32.278 77.913-1.507 83.154-1.507 83.154-4.577-3.405-168.375-81.001-173.567-82.974-1.251 1.674-5.856 6.071-11.454 19.761-5.599 13.69-6.973 26.006-6.973 26.006 2.622 1.709 176.575 62.45 181.173 62.956 9.125 5.966 20.353 23.807 14.078 76.705l59.994-16.908c.002 0-20.359-54.163-52.177-72.505z" fill="#acabb1"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f47e.png"
} | Generate code for a svg of a alien monster | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect height="13.39" style="fill:#995AA8;" width="13.39" x="30.47" y="104.24"/>
<rect height="13.39" style="fill:#995AA8;" width="13.39" x="84.04" y="104.24"/>
<rect height="13.39" style="fill:#B574C3;" width="13.39" x="30.48" y="10.51"/>
<rect height="13.39" style="fill:#B574C3;" width="13.39" x="84.04" y="10.51"/>
<radialGradient id="SVGID_1_" cx="64.3435" cy="9.4034" gradientUnits="userSpaceOnUse" r="83.0562">
<stop offset="0.5082" style="stop-color:#B574C3"/>
<stop offset="0.684" style="stop-color:#B070BF"/>
<stop offset="0.878" style="stop-color:#A363B2"/>
<stop offset="0.9813" style="stop-color:#995AA8"/>
</radialGradient>
<path d="M97.46,64.08V37.3H84.04v-13.4H70.65v13.4H57.26V23.9H43.87v13.4H30.48v26.78H17.09v13.39 h13.39v13.4h13.39v13.38h13.39V90.87h13.39v13.38h13.39V90.87h13.42V77.47h13.37V64.08H97.46z M57.25,64.08H43.86V50.69h13.39V64.08 z M84.03,64.08H70.64V50.69h13.39V64.08z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="63.1176" cy="24.1144" gradientUnits="userSpaceOnUse" r="65.2806">
<stop offset="0.5082" style="stop-color:#B574C3"/>
<stop offset="0.684" style="stop-color:#B070BF"/>
<stop offset="0.878" style="stop-color:#A363B2"/>
<stop offset="0.9813" style="stop-color:#995AA8"/>
</radialGradient>
<rect height="26.8" style="fill:url(#SVGID_2_);" width="13.4" x="110.82" y="37.29"/>
<radialGradient id="SVGID_3_" cx="62.8111" cy="13.0811" gradientUnits="userSpaceOnUse" r="75.0897">
<stop offset="0.5082" style="stop-color:#B574C3"/>
<stop offset="0.684" style="stop-color:#B070BF"/>
<stop offset="0.878" style="stop-color:#A363B2"/>
<stop offset="0.9813" style="stop-color:#995AA8"/>
</radialGradient>
<rect height="26.8" style="fill:url(#SVGID_3_);" width="13.4" x="3.7" y="37.28"/>
</svg> | |
{
"bytes": "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",
"path": "e0ccc939d1990a5e13fd52446ee4db93bae6631f2f1efacfa37245ec411dba8a.png"
} | Generate code for a svg of a a black and white photo of a sign with the word hello written in korean | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
<path fill="currentColor"
d="M150 309c0 82 64 140 153 140c90 0 154 -58 154 -140s-64 -138 -154 -138c-89 0 -153 56 -153 138zM537 309c0 124 -98 208 -234 208c-135 0 -232 -84 -232 -208c0 -122 97 -206 232 -206c136 0 234 84 234 206zM668 875v-114h-403v114h403zM668 697v-111h81v356h-565
v-356h81v111h403zM882 262v68h-133v213h-82v-485h82v204h133z" />
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a light breeze blowing through a field of grass. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7f7f0" d="M0 0h96v46h-8q-7 3-14 3-10 4-19 4-3 0-4 3l-5-1q-1-6-5-1l-6-4-12 4h-6L0 48z"/><path fill="#f6f5ea" d="M96 46v3l-25 5q-6 1-9 4l-4-2q-2 2-4 1v2q-2-1-2 1-3-3-5 0l-4-4 1-2q-3 0-4 3-3-2-5 1l-2-4-2 4h-6l-13-2-12-4v-4l17 6h6l12-4 6 4q4-5 5 1l5 1q1-3 4-3 9 0 19-4 7 0 14-3z"/><path fill="#f7f1bd" d="M96 49v12l-3-3-6 1q-3 4-6 4l-1-2-4 9-2-4-1 2-2-5v-9z"/><path fill="#f3f1da" d="M52 60v3q3 0 4-3l-2-1v-2q2 1 4-1l4 2q-4 3 0 8-2 4-5 1l-1 2-9-5q-3 1-1-2-3-2-6 0l-1-3-4 6q-1-4 2-6h-2q-3 6-4 1-4 1-6-2h6l2-4 2 4q2-3 5-1 1-3 4-3l-1 2 4 4q2-3 5 0"/><path fill="#f3efc4" d="M71 54v9l-1 7-5-9-2 12-3 4-4-6q3-2 0-2l1-2q3 3 5-1-4-5 0-8 3-3 9-4"/><path fill="#efedc7" d="m0 52 12 4 19 4q1 5 4-1h2q-3 2-2 6l4-6 1 3q3-2 6 0-2 3 1 2l9 5q-3 1-2 4l-2-3-2 10q-2-3-1-4-1-4 2-6-3-1-5 2l-1-1 1-5q-3 3-5 9v-7l3-1-2-4q-1 5-7 8v-1q1-3 4-3l-4-1-3 5-3-2-4 9q-3-5 1-8-4-4 0-9-1-3-2 0l-2 5q-3 1-3 4l-2-1 2-5q-3 0-3-2l-2 6q0-7-5-1-2-4-2 0l1 2-4 6-3-11-1-3z"/><path fill="#b4bd82" d="m54 59 2 1q-1 3-4 3v-3q0-2 2-1"/><path fill="#f4f1d2" d="M96 61v8l-2-2-2 7-1 4-3-6 1-6-4 4q-3 0-1 4-2 2-2 5-2-5 1-8-2-2-3 1l1-9q3 0 6-4l6-1z"/><path fill="#727e42" d="m1 64 3 11v3l-2-4z"/><path fill="#bcbd88" d="m25 78-1 3h-1l-1-1v-6l-1 2-1-5 2-5 2-5q1-3 2 0-4 5 0 9-4 3-1 8"/><path fill="#e2dfad" d="m19 70-5 11-1-1q0-4 2-6-2-2-2 1-3 0-3-2 2-2 1-5-1 4-3 1l-1-2q0-4 2 0 5-6 5 1l2-6q0 2 3 2l-2 5z"/><path fill="#777f49" d="M35 70q-5 10 2 1v10l2-7 1 4-3 10-2-3-1-1 1-8q-3 5-3 12l-1-3-3 7q-1-7 2-13 0-4 3-7l-1-1 3-5 4 1q-3 0-4 3"/><path fill="#d0cc8d" d="m0 61 1 3 1 10-1 5-1-5z"/><path fill="#818448" d="m22 66-2 5 1 5 1-2v6q-4 7-3 16h-3l-2-14v-1l5-11q0-3 3-4"/><path fill="#e0ddb6" d="M32 71q-3 3-3 7-3-3-1-5z"/><path fill="#cfcc86" d="m13 75-4 5-1-6-1 1q-3 7-3 14V75l4-6q2 3 3-1 1 3-1 5 0 2 3 2"/><path fill="#e8e3aa" d="m91 78-1 4h1l2-10-1 2 2-7 2 2v12l-5 9-6-20 4-4-1 6z"/><path fill="#a2a56d" d="m48 76-3 9-1-5 1-7z"/><path fill="#b4b77c" d="m84 74 1 7q-2 0-1 2l-2-4q0-3 2-5"/><path fill="#b4b963" d="m91 78 1-4 1-2-2 10h-1z"/><path fill="#9ea161" d="M68 91v5h-4V83l3-12 1 2q-4 9 0 18"/><path fill="#c9c89a" d="M49 76h-1l-3-3-1 7v2q-2-1-2 1l-2 2-1-11-2 7V71q-7 9-2-1v1q6-3 7-8l2 4-3 1v7q2-6 5-9l-1 5 1 1q2-3 5-2-3 2-2 6"/><path fill="#899149" d="m85 70 6 20 5-9v6q-3 3-3 9h-5l-2-15v2l-1-2-1-7q-2-4 1-4"/><path fill="#808747" d="M13 80q-6 7-4 16H4v-7q0-7 3-14l1-1 1 6 6-6q-2 2-2 6"/><path fill="#e2de96" d="M27 96h-3V81l1-3 1-1z"/><path fill="#788344" d="M56 75q-5 9-5 21h-2q1-11 5-20z"/><path fill="#848c50" d="M71 96h-3V76l1 4 3-6-2 10z"/><path fill="#a4a766" d="m2 74 2 4v11L1 79z"/><path fill="#bcbb80" d="m32 71-3 3q-2 2 1 5-3 6-2 13l3-7 1 3q0-7 3-12l-1 8 1 1-1 4q-3 3-3 7h-4l-1-19-1 1 4-9z"/><path fill="#848a4b" d="m82 79 2 4v8q-2 2-1 5h-1l-1-11-1 2v-1z"/><path fill="#d2ce82" d="M13 80v1q-3 6-3 14H9q-2-9 4-16"/><path fill="#778040" d="m48 76-2 20h-1l-1-14v-2l1 5z"/><path fill="#e1dda6" d="m56 75 1 1 1 6q-3 6-3 14h-4q0-12 5-21"/><path fill="#c6c688" d="M56 69q3 0 0 2l4 6 3-4 1 10v13h-2q2-8-2-13 0-4-2-1l-1-6-1-1-2 1q-4 0-4 5v-1l2-10 2 3q-1-3 2-4"/><path fill="#5c6336" d="M40 78v7l2-2 2 13h-8q-1-5 1-8z"/><path fill="#aaac57" d="m85 81 1 2v13h-1l-1-5v-8q-1-2 1-2"/><path fill="#ded991" d="M37 88q-2 3-1 8h-3l1-7 1-4z"/><path fill="#e8e4b9" d="m71 63 2 5 1-2 2 4 4-9 1 2-1 9q1-3 3-1-3 3-1 8l-2 7q-2-1-1-3l-1-4v-9l-4 11q-2 6-2 15h-1l-1-12 2-10-3 6-1-4v15q-4-9 0-18l-1-2-3 12-1-10 2-12 5 9z"/><path fill="#9aa16c" d="m78 79-2 2h-2l4-11z"/><path fill="#6b7240" d="m0 74 1 5 3 10v7H0z"/><path fill="#5f653b" d="m14 82 2 14h-5q0-8 3-14"/><path fill="#75823f" d="M74 81h2q-2 6-1 15h-3q0-9 2-15"/><path fill="#e8e6a7" d="m78 79 1 4q-2 6-1 13h-3q-1-9 1-15z"/><path fill="#d4cf87" d="m22 80-2 15h-2q-1-9 3-16"/><path fill="#83894e" d="M60 83v6q-3 3-4 7h-1q0-8 3-14 2-3 2 1"/><path fill="#a1a366" d="M60 83q4 5 2 13h-1q-2-4-1-7z"/><path fill="#afb278" d="M79 83q-1 2 1 3v10h-2q-1-7 1-13"/><path fill="#6a7339" d="M23 81v15h-3z"/><path fill="#dbd79e" d="M48 76q-1 1 1 4v1q0-5 4-5-4 9-5 20h-3z"/><path fill="#5e6637" d="M60 89q-1 3 1 7h-5q1-4 4-7"/><path fill="#cfcc9a" d="M88 96h-2V81z"/><path fill="#707c37" d="m34 89-1 7h-2q0-4 3-7"/><path fill="#eeeaac" d="M82 96h-2v-9l1-2z"/><path fill="#a9a865" d="M42 83q0-2 2-1l1 14h-1z"/><path fill="#d8d3a0" d="m84 91 1 5h-2q-1-3 1-5"/><path fill="#d5d798" d="M96 87v9h-3q0-6 3-9"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAf8AAAH/CAYAAABZ8dS+AAAABmJLR0QA/wD/AP+gvaeTAAAfB0lEQVR4nO3defStd0Hf+/c5mRMChClIAAGZx4QpYbRMUiKiooACggMgRUEEBVExDAIaIAld97YVtXfZ1d6uegu3trZYpIBSpUpAwYUIValFKKOoSBBCkv7xJCXDGX7D3vu7935er7W+66xwzn6eD3v/fvuz9zN8vwUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAO3RgdAC2zjHVbas7Vl9XnVHd/Mo/T65Oqk68cpw0KGPV56u/rv579QfVb1YfHZiH1blt9ajqzOoO1WnVDRv3fvjF6ivVJdWXr/zvv6w+deWfn6w+0vTzefmgjGwZ5c9+HFfdt3pQ0xvpXau7NBX7Jnp/9U+qf9n0Rsz2OKn6nuo51b0GZ9mrL1Ufqj5Y/WH1O9X7qktHhgK238Hq7Orl1TuavqFcsYXjE9XT8+F4GxysvrfpNR39c7WM8cXq7dXLqvvlZxZYkBOqb6neWP2vxr/ZrXK8tbrZ/p9CBjm96XTO6J+jVY6PV79QnVsdv/+nEJibs6p/XH228W9oo99M777P55LVu0fTazf652fk+Ex1UXXPfT6XwJY7sXpW0wVwo9+41ml8tunDEJvhrOpzjf+5Wafx3uoZTUfyAKq6QfUj+aZ0pPGJpjsWWG83rz7W+J+XdR2faro+4MZ7fH6BLXDj6vVt74V7ix6/Ux27p2eaVTi2+q+N/znZhPF31fnVjfb0TAMb6eTqxU33uo9+E9q08ao9PN+sxqsa//OxaeML1c9Vp+7h+QY2xIHqaW3vbU+rGJdVj9ztE8/SPaLptRn987Gp4+PVU3f9rANr7/ZNt66NfpPZhvGppnPLrIeb5gPtosZvNU3UBWy446tXVH/f+DeWbRq/0TSBDGMdqN7S+J+HbRpfqs5rmsET2EB3brrFZ/SbybaOF+38pWBJXtT4n4NtHe9pWqMD2CBPa7qid/QbyDaPS6sH7PQFYeHu17QQzuifg20elzTdBgysuVOqX238m8Zcxp83zZPAat2g6bkf/frPZfzrpruEgDV0y+rixr9RzG38fzt5cViof9X4131u4w+r2+zgtQFW6MFN636PfoOY63jW0V8iFuRZjX+95zo+Uz3s6C8RsApPrr7S+DeGOY9Lqrsd7YVi3+6WGSlHjy9XTzzaCwUs17Mzucm6jA/mvOgyndh06Hn062zUV3O0C4Z5cePfBIxrjl844ivGfvxC419f42vj8qZFgoAVelnjf/mNQw+HRBfvCY1/XY1Dj5ce4XUDFuh5jf+FNw4//rq67WFfPXbr1tXnGv+6GocfLzzsqwcsxPc2HW4b/ctuHHn8ftPUyuzPsdXvNv71NI48Lq+ecZjXENin78jFfZs0zj/0y8gu/HzjX0djZ+Or1bce+mUE9urMTNe7aePy6rGHejHZkUfnw+6mjS9U9zzUi8l6OTA6ADtyetMiG7caHYRd+0zTB7dPjA6yYW5WvT9LJ2+iv6juX316dBAOz5Kk6++E6s0p/k110+pX8ru2Gwebpu9V/Jvp66s35ZqXtXbM6AAc1Wtz69imu13TDIzvGh1kQ7ykeuboEOzLrauTqt8cHQQ20aNzZf+2jEurB8XR3D9TVW/LuLw6N9aSc/7r66bVB3Loc5t8rDqr6Z51ruuG1R9k5bht8unqXk2LjrFGnIdcX/9Pin/b3Kp64+gQa+yXUvzb5mb5mYcd+67GH7IzljeeE9f2nMa/LsbyxhNirTjsv36uX/1xdcboICzNl6tzmlaoo+7eNCPiSaODsDSfrO7SNPU1a8Bh//XzmhT/tjuh+tXq1NFB1sApTc+F4t9uN69+dnQIWFf3y4xmcxr/PH658a+DsZpxWXXfgGs40HQf+OhfUGO146nN1xMb//wbqx2/m9PNcA1PbfwvprH68YXqTs3PN1R/0/jn31j9eHIM5xPYeji5+lDTrFjMz3urBzZNbjMHx1W/3XTRI/Pz8aYPvF8cHWTOTO+7Hn6m+pbRIRjmFk0Xvr11dJAVeW1u/Zqz6zct//vOwTlmzTf/8W5V/UnTt3/m64rq26p/PzrIkj2m+o9575m7L1V3rf7H4Byz5Va/8V6f4mcqw19uu2/zPL1p5krFz0nVz48OMWd+Ccd6UNMV/l4HrvLb1cObbovaJgebTms8YnQQ1so/qH5rdIg5cs5/nIPVm5vO98JVvr6p+LftDfGl1fePDsHaObNpTYcrRgeBVXlW42+5MdZzXNb07X9bPKRpSePRz6uxnuOZsXION49x/erDWbWPw/vLpuV/Pzs6yD6d1rRM79ePDsLa+nTTrX/m/V8hF/yNcV6KnyO7ZfUrbfYH9ANNUxgrfo7kZtVPjw4By3b76u8bf6jN2IzxvDbX8xr//BmbMb7SPGe6HGaTv1Vsqv9YnTs6BBvjy02z/71vdJBdukf1e1mtj5379Ux2tjLKf7UeWf3m6BBsnD+t7lP97eggO3RKdXF159FB2DjnVm8ZHWIOnPNfnWOri0aHYCPdvnrj6BC78E9S/OzNBU1rP7Bk7vNfnR+pvmd0CDbW3auPVu8fHeQonlS9cnQINtZNqs81nTJiiRz2X40bVf/9yj9hr75Y3bdpLYh1dPumFQqvPzoIG+3z1R3b/Ntc15rD/qvx6hQ/+3dK9aut50V0J1T/JsXP/p1WvWJ0iG3nsP/y3a3pfK0PWizC6dWp1W+MDnItFzStSgiLcO/q16pPjQ6yrRz2X763Vo8aHYKtckX1+OrfjQ5ypXObbtPyfsIivaPtmuZ6rfg2ulzfmeJn8Q5UTxsd4mqekeJn8R7W9CGXJVD+y3NC9ZrRIQA22OuqE0eH2EbKf3l+rOnqZwD25rbVC0aH2EbKfznOqH5idAiALfCS6hajQ2wb5b8cr6muNzoEwBa4Xk6hLpzyX7xzqqeODgGwRb6nOnt0iG2i/BfrQNP8/a58Blgc760LpvwXy6dTgOVwVHWBlP/iOC8FsFznZwrphVD+i+OKVIDlunn1otEhtoHyXwz3ogKshjlUFkD5L4ZZqABWw+ypC6D898/80wCrZd2UfVL++3NMdeHoEAAzdGF17OgQm0r578+zqnuNDgEwQ3erfmB0iE2l/PfutOoVo0MAzNirqxuNDrGJlP/enVfdZHQIgBm7UfXTo0NsIuW/N3eunjM6BAA9t+kUALug/Pfmguq40SEA6Nimef/ZBeW/e4+tHjM6BAD/xyOrc0eH2CTKf3eOb5rQB4D18oamCYDYAeW/O8+t7jQ6BADXcfvqh0aH2BTKf+dulqtKAdbZeU2L/3AUyn/nfra64egQABzW9auXjw6xCZT/zpxZff/oEAAc1TOq+4wOse6U/85c1DSPPwDr7WDTxX8HRgdZZ8r/6J5YfePoEADs2IOaVv7jMJT/kZ1U/fzoEADs2uurk0eHWFfK/8h+vLrN6BAA7NqtqheMDrGulP/hnVG9aHQIAPbsJdWtR4dYR8r/8M6vThkdAoA9O7l61egQ60j5H9oDqu8eHQKAfXtK9eDRIdaN8r+ug0239rlNBGDzHWi69U/fXY0n47qeXt1/dAgAFube1feMDrFOlP81XS/nhwC20c83Tf9Lyv/afqr6utEhAFi406ufGB1iXSj/r7ld9fzRIQBYmhdWdxgdYh0o/695fXXi6BAALM3xmbW1Uv5XeXj1baNDALB031590+gQoyn/abW+i0aHAGBlLqyOHR1iJOVfz67uMToEACtz1+pZo0OMNPfyP6162egQAKzcK6sbjw4xytzL/+XVTUaHAGDlblT9zOgQo8y5/O/SdMgfgHl6TnX30SFGmHP5X1gdNzoEAMMc20wv+J5r+T+uevToEAAM94jqW0aHWLU5lv/x1WtHhwBgbVxYnTA6xCrNsfyfX91xdAgA1sY3VM8dHWKV5lb+N6t+cnQIANbOzzSjhd3mVv6vrm4wOgQAa+fU6hWjQ6zKnMr/rOr7RocAYG19f3W/0SFWYU7lf1Hz+v8LwO4cbOqKA6ODLNtcyvC7q4eODgHA2ntg9cTRIZZtDuV/UvWa0SEA2Bivq04ZHWKZ5lD+L66+fnQIADbGLasfGx1imba9/Lf+BQRgKbb6i+O2l/9r2/JDNwAsxVafMt7m8n9A9aTRIQDYWN9VPWR0iGXY1vI/WL2hGdyuAcDSHGjqkq3ryq37P3Sl72smEzUAsFRnVd87OsSibWP5n1q9cnQIALbGa9qyqeG3sfxf2owWZwBg6bZuUbhtK/9vqJ43OgQAW2erloPftvK/oDphdAgAts7x1fmjQyzKNpX/I6rHjQ4BK+JOFli9b60ePTrEImxL+R9bXTg6BABb78LquNEh9mtbyv851T1GhwBg692l+sHRIfZrG8r/tOpnRocAYDZeUd1kdIj92Ibyf2V149EhAJiN06rzRofYj00v/7u2BYdfANg4/6gNPt286eV/YdPFfgCwSsdUF40OsVebXP7fVn3T6BAAzNbDm27/2zibWv5bNdkCABtrIyeX29Tyf0F1h9EhAJi92zVN/btRNrH8T69eMjoEAFzpp9qwBeU2sfx/rrr+6BAAcKVTq1eNDrEbm1b+966eNjoEAFzL06v7jw6xU5tU/geabqvYpMwAzMPBpo7aiEW3NqlIn1w9ZHQIADiMB1TfPTrETmxK+Z9UvXp0CAA4ivOrU0aHOJpNKf+XVLceHQIAjuKM6sdHhziaTSj/W1UvHB0CAHboRdVtRoc4kk0o/9dVJ48OAQA7dFLTbelra93L/0HVE0aHAIBdelL1jaNDHM46l/9G3TYBANdyUdPqf2tnncv/B6r7jg4BAHt0ZvV9o0McyrqW/6nVK0aHAIB9elV1g9Ehrm1dy/+86uajQwDAPt2s+unRIa5tHcv/9tUPjw4BAAvyvOpOo0Nc3TqW/0XVCaNDAMCCHN902/raWLfyf2T1zaNDAMCCPbb6h6NDXGWdyv/Y6sLRIQBgSS6ojhsdotar/H+4uvvoEACwJHepnjM6RK1P+d+oNbwaEgAW7LzqJqNDrEv5v6q68egQALBkp1UvHx1iHcr/btUzRocAgBX5weqeIwOsQ/lf2HSxHwDMwTFNt7UPM7r8v6N61OAMALBqD6seP2rnI8v/hNZ8vWMAWKLXVSeO2PHI8n9h01S+ADBHt61+dMSOR5X/6dWLB+0bANbFT1a3WPVOR5X/+dX1B+0bANbF9apXr3qnI8r/PtVTB+wXANbR06qzV7nDVZf/geoNA/YLAOvqQNOtfwdWtcNVl/BTqweteJ8AsO7OqZ6yqp2tsvxPrn52hfsDgE3yc03XACzdKsv/J6tbr3B/ALBJzmhFd8Ktqvxv3aB7GQFgg/xYdZtl72RV5X9B02F/AODwTmy6HX6pVlH+D27g/MUAsGGeUP2DZe5g2eV/sBXfvgAAW+CiptX/lmLZ5f+spkl9AICdu1f1jGVtfJnlf8PqFUvcPgBss1c2denCLbP8z6tuusTtA8A2u2n10mVseFnlf+fqh5a0bQCYi+dVd1v0RpdV/hdUxy1p2wAwF8dWFy56o8so/2+uHrOE7QLAHD2qOneRG1x0+R9XvX7B2wSAuXtDdfyiNrbo8n9udacFbxMA5u72LfBaukWW/9KuSgQAell180VsaJHl/7Mt6X5EAKDrN30A2LdFlf+Z1Q8saFsAwKE9swXMnLuo8l/qHMQAQLWgNXMWUf5PqL5xAdsBAI7uwdV37GcD+y3/law7DABcwwXVyXt98H7L/8er2+xzGwDA7tyqesFeH7yf8j+jevE+Hg8A7N1Lqlvv5YH7Kf+fq07Zx+MBgL07uek2+13ba/mfUz1lj48F9m9h03wuwDplgbl5alMn78peyv9A0xzD+7rNANiXU0cHuJp1ygJzs6dO3kv5P726/x4eByzOrUYHuJo9nXMEFub+1dN284Ddfnu/XvXh6ha7fBywWJc3TfX5xcE5Tqn+tuUsDw7s3CeaFtb7u538493+wv5kih/WwcHqgaNDNE02ovhhvFs0Xf2/I7v5pb1d9aO7jgMsy7mjA1SPGR0A+D9e0NTVR7Wb8n9t04x+wHr47urYgfs/tvqugfsHrunEpq4+qp2W/8Orx+85DrAMpzd9ABjlyVdmANbH46tHHe0f7eSCv2Oq91X33G8iYOE+Ut2j+sqK93t89UfVHVe8X+DoPlDdu7rscP9gJ8vwPrv6/kUlAhbqxtXfV+9a8X5fXD1xxfsEdub06pPVxYf7B0f75n9a0zeLmywwFLBYl1YPrf7bivZ33+p3MrMfrLO/ajoy97lD/eXRzvmfl+KHdXdc9W+qW65gX2dUb0rxw7q7UfXSw/3lkb7536V6f9MbC7D+/rjpQp9PLGn7t6jeWt1tSdsHFuvS6l7Vh679F0f65n9hih82yV2bDsefuYRtn3nlthU/bI7jmrr8Og5X/o+tHr20OMCy3KZ6d/X8FjMHwDFXbuvdV24b2CyPbur0azjUYX+38MB2eH/1surXqit2+dgD1eOqlzcdNgQ213VuCT7UrX7Pb+zEIcBi3LxpBr6nNN2583fVpzr8B4GD1VnVM6tfrH7oym0Am+3G1d80HcGrrvvN/2ZNnxBusMJQwOr8bfUn1V9Un7/yfzutaVneO+d3H7bV3zQd0f90Xbf8f7F6xqoTAQBL94vVs+qa5X9W9Z52NusfALBZLq/Ori6++tX+F6T4AWBbHazOr699839U0+QdAMB2e8RV3/T/r+oOI5MAACtxowNNU3b+zxzyB4A5uOxg9ZgUPwDMxTEHm5YCBQBm4mDTlH8AwEwcbJrZCwCYiQNN6/0uYvUvAGADHGz3q30BABvsYNNCHwDATBysPjY6BACwOgerD4wOAQCszsHqv44OAQCszoHq66q/bPogAABst8sOVv+retvoJADASvzGVXP6/1X1lJFJAICV+OEDV/uPt1cPG5UEAFi6d1YPu3r537N6T3X8kDgAwDJ9ubpP9cGrL+X7qepL1TcNiQQALNOPV/+h6phr/cW7q9tWZ646EQCwNL9U/dRV/3Ht8q/pU8E3NJ0GAAA227+ontnV1vI5VPlfUf3/TacAHt40FwAAsFmuqM6vnlddfvW/OFqxP6J6Y3W75eQCAJbgz5q+7b/jUH95qG/+V/fR6herL1RnVycsNBoAsEiXVBdUT64+crh/tJtD+mdUr6meusvHAQDL9+vVc6v/cbR/uJcSv1/1huoBe3gsALBY76t+pF0s1LeXxXzeUz2oenr1yT08HgDYv89Wz6/u3y5X6D3aOf8jeX/1z6pLq3OqY/exLQBgZy6t/u/q26rf7mq38O3Uos7d3756dfWEBW0PALiuX2/6tv9n+9nIoi/ce3h1YSYIAoBF+nD1o9VbFrGxvZzzP5K3Ny0a8IPVZxa8bQCYm883fdO/ewsq/trfOf/Dubx6b9M8wjVdiLCM/QDAtvpqU48+vumL9eVH/ue7s4r79e/UNOHAuSvYFwBsurc3fdv/o2XtYNGH/Q/lw9U3V4+qPrSC/QHAJvrT6olNU+svrfhrtYfj/7xpnYDPNU0QdOIK9w0A6+qLTTPoPqX6wCp2uOpz8ZdXv9e0XsCJ1X1bzdEHAFg3V1T/svqWplv4vrqqHY+eo//e1UXVQwbnAIBV+v2m8/rvHrHz0d+631c9tHpcO1iIAAA23Mebpsc/p0HFX+tzC95H+trSwedUx4+NAwAL9aWmO9+e2LRGzlCjD/sfiqWDAdgmO15qd1XWuVzv37R08DmjgwDAHryv6bz+u0YHubbR5/yP5PerB2bpYAA2y+f62lK7a1f8tT7n/I/k6ksHPyBLBwOwnq5aavfbq99qD0vtrso6H/Y/FEsHA7CO3lb9SPXHo4PsxKaV/1Ue0bR08D1GBwFg1j5cvaD6T6OD7MY6n/M/kv/SNEGQpYMBGOHz1U9U92zDir8245z/4Vy1dPAvVydV92lzP8wAsBkub5qS93HVW6vLxsbZm0097H8od26aQOExo4MAsJXe0XQV/0oW31mmbfqm/CfVuU2fxv5scBYAtsfHmm47f3hbUPy12Yf9D+cj1T9tus/ygdUJY+MAsKGuWmr3SU2nmbfGNpZ/fW3p4F+pTq3ObLuOcgCwPFdU/7bpSPK/b4VL7a7KNp3zP5L7NC0d/ODRQQBYa+9pul9/2Ip7qzCXb8PvbVo6+InVXwzOAsD6+UTTef2z2/Lir+097H84f1y9sekQztnVcWPjADDYVUvtPqk1WGp3VeZy2P9Qbtk0VbClgwHm6der51UfHR1k1ZTedATgDVf+CcD2+4Om+/V/e3SQUeZyzv9Ifq+vLR38qcFZAFieq5bavV8zLv6a3zn/w7kiSwcDbKuNWWp3VRz2P7Q7VK/K0sEAm+5tTd/2Pzg6yDpR/kf2yKalg+8+OggAu/KR6oVNF/VxLc75H9nbqrOalg7+7OAsABzdXzcttXuPFP9hOed/dNdeOvi++dAEsG62YqndVXHYf/fu0nQq4NGjgwBQ1Tubzuu/f3COjeEb7O59qPqHTZ8u/3xwFoA5u2qp3Yel+HfFYf+9+0jTrYGWDgZYrUuaZmjduqV2V0X5789lTZME/YumpYPPyqkUgGW5aqndb61+rS1candVFNVi3bdp6eAHjQ4CsGUublpq93dHB9kGzvkv1sXVQ5qWDv6fg7MAbINPNN1ufXaKf2Ec9l+Oqy8dfE6mCgbYra80Tcn7+OrdmZJ3oZT/8lzadPvJ/9u0fPBdl7CPS6pPVjdYwrYBjuRj1XFXjkV7U9N5/X/d9CGABXPYf/k+Wn1ni78V5YNNRxUuXuA2AXbqPdV9qj9c4DavupX6O5veO1kS5b8672z6RXlG9Wf72M4nmy56uU/1R/uPBbBnf9L0JeT57W9J9D9tem+8R/WfF5AL1tIx1XdVb6m+1HQu60jjq9V/abro5ZRrbevNO3i8YRjGosebuqZTqmdXb296zzra4y+p/lPTvfpOQa+YW/3GO7l6aHWn6rbV6dXfNs1T/dGmUwXvqz5zmMe/uWmNaoBVenP1HYf5u5s2HZ28Z3W7pq45tfp008yoH67e1fQBgAFchT7eJdVvXDkAtsFn8r621pzzB4CZUf4AMDPKHwBmRvkDwMwofwCYGeUPADOj/AFgZpQ/AMyM8geAmVH+ADAzyh8AZkb5A8DMKH8AmBnlDwAzo/wBYGaUPwDMjPIHgJlR/gAwM8ofAGZG+QPAzCh/AJgZ5Q8AM6P8AWBmlD8AzIzyB4CZUf4AMDPKHwBmRvkDwMwofwCYGeUPADOj/AFgZpQ/AMyM8geAmVH+ADAzyh8AZkb5A8DMKH8AmBnlDwAzo/wBYGaUPwDMjPIHgJlR/gAwM8ofAGZG+QPAzCh/AJgZ5Q8AM6P8AWBmlD8AzIzyB4CZUf4AMDPKHwBmRvkDwMwofwCYGeUPADOj/AFgZpQ/AMyM8geAmVH+ADAzyh8AZkb5A8DMKH8AmBnlDwAzo/wBYGaUPwDMjPIHgJlR/gAwM8ofAGZG+QPAzCh/AJgZ5Q8AM6P8AWBmlD8AzIzyB4CZUf4AMDPKHwBmRvkDwMwofwCYGeUPADOj/AFgZpQ/AMyM8geAmVH+ADAzyh8AZkb5A8DMKH8AmBnlDwAzo/wBYGaUPwDMjPIHgJlR/gAwM8ofAGZG+QPAzCh/AJgZ5Q8AM3NgdAD27YHVGaNDALPz8ep3R4cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgM10YHQA9u3N1bePDgHMzpuq7xwdgr05ODoAALBayh8AZkb5A8DMKH8AmBnlDwAzo/wBYGaUPwDMjPIHgJlR/gAwM8ofAGZG+QPAzCh/AJgZ5Q8AM6P8AWBmlD8AzIzyB4CZUf4AMDPKHwBmRvkDwMwofwCYGeUPADOj/AFgZpQ/AMyM8geAmVH+ADAzyh8AZkb5A8DMKH8AmBnlDwAzo/wBYGaUPwDMjPIHgJlR/gAwM8ofAGZG+QPAzCj/zXfF6ADALHnv2WDKf/NdMjoAMEt/NzoAe6f8N9/nRgcAZsl7zwZT/pvvI6MDALP04dEB2Dvlv/kuHh0AmKX3jg7A3h0YHYB9O7b6THXD0UGA2fhsdXp1+egg7I1v/pvvq9WbRocAZuXfpvg3mvLfDm8cHQCYlV8aHYD9Uf7b4fert40OAczCW3K+f+M557897l69rzpudBBga321uk/1gdFB2J9jRgdgYT5dHV89dHQQYGu9vPrV0SHYP9/8t8ux1X+uHj46CLB13lqdW102Ogj7p/y3zw2qd1RnjQ4CbI33Vg+rvjA6CIvhgr/t8zdN3/zfNToIsBXeUT0ixb9VnPPfTn9f/avqetU5OcID7N7l1euq78sCYltHKWy/B1f/OKcBgJ27uHpu9d9GB2E5lP88HKgeWz27+qamCwMBru7SpguG/2nTvfxXjI3DMin/+blJ04U7Z1d3rG7RdHrA/AAwH5c2ncP/RNPKoO+u3ln91cBMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAhvjfJ4SN/sRBYkMAAAAASUVORK5CYII=",
"path": null
} | Generate code for a svg of a black and white icon of a t-shirt, featuring a white stripe and a white collar with sleeves, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 511.999 511.999" style="enable-background:new 0 0 511.999 511.999;" xml:space="preserve">
<g>
<g>
<path d="M509.678,228.361L412.157,59.425c0-0.001-0.001-0.002-0.001-0.002c-12.21-21.141-34.957-34.275-59.366-34.275h-30.415
c-5.51,0-10.693,2.624-13.955,7.065l-35.107,47.803v128.09c0,9.562-7.752,17.314-17.314,17.314
c-9.562,0-17.314-7.752-17.314-17.314V80.015l-35.107-47.803c-3.262-4.442-8.443-7.065-13.955-7.065h-30.415
c-24.408,0-47.156,13.133-59.367,34.278L2.321,228.361c-4.779,8.276-1.941,18.87,6.339,23.651l83.751,48.344
c6.527,3.766,14.487,2.803,19.908-1.829v99.814h287.364v-99.814c5.42,4.631,13.38,5.596,19.908,1.829l83.751-48.344
C511.618,247.232,514.458,236.639,509.678,228.361z"/>
</g>
</g>
<g>
<g>
<path d="M112.317,432.967v36.572c0,9.562,7.752,17.314,17.314,17.314h252.736c9.562,0,17.314-7.752,17.314-17.314v-36.572H112.317
z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAADTElEQVR4nO3d0W3bMBRA0arIGt5DGSQeJINEczgeRNlD2UOdoEHLuvZ1fM4/4WfogvwRqGnf9x9Q9fPWA8BXBEqaQEkTKGkCJU2gpAmUNIGSJlDSBEqaQEkTKGkCJU2gpAmUNIGSJlDSBEqaQEkTKGkCJU2gpAmUNIGSJlDSBEqaQEl7uvUAtzRN061H+COPfH+WHZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZS0h36jfszhcJjneWDhuq6fn58Xn+d7E+hfe35+Pp1OAwuPx+P5fL74PN+bI540gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZLm6pv7di/3Pc3zfDgcBhYK9L4ty3IX9z2dTqexQB3xpAmUNIGSJlDSBEqaQEkTKGkCJU2gpAmUNIGSJlDSBEqaQEkTKGkCJU2gpHmj/hFN0zT2weZ1XZdlufg8XxDog3p5eRlYte/7xSf5miOeNIGSJlDSBEqaQEkTKGkCJU2gpAmUNIGSJlDSBEqaQEkTKGkCJU2gpAmUNIGSJlDSBEqaQEkTKGkCJU2gpAmUNIGSNnj1zcfHx9vb22VH+R/meX59fb31FIwbDHTbtrv4CjT3zhFPmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRK2rUDfX9/34dceU4i7KCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNKervx7y7Kcz+cr/+hlret6PB7HFl58mGmaBlbt+z72F7ZtG1j1L64d6P94SFe2bdv1n9PvDH//5F62CUc8aQIlTaCkCZQ0gZImUNIESppASRMoaQIlTaCkCZQ0gZImUNIESppASRMoadPwK9lwBXZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJ+wV3UouQAnNvJwAAAABJRU5ErkJggg==",
"path": "36e64dad1e2238d86f7570924023a265fb8d8147d6ddad13a13da21f1977e112.png"
} | Generate code for a svg of a a close up of a black and white picture of a bar chart | <svg viewBox="0 0 24 24"><path fill="currentColor" d="M2 13h6v8H2v-8zm14-5h6v13h-6V8zM9 3h6v18H9V3zM4 15v4h2v-4H4zm7-10v14h2V5h-2zm7 5v9h2v-9h-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a classroom desk with an open math workbook. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf9f7" d="M0 0h96v96h-4l-4-22v-3q-10-2-21-1-1-3 1-4l3-2q-3-8-9-8-3 2 0 5h-4q3-3 0-5-8-4-14 0-6-3-10-1-2 3-1 6H19q0-3 2-4l-4-1-11 3H0z"/><path fill="#e7e8e7" d="m62 56 1 7q-10-3-19 0-5-3-11-2-1-3 1-6 4-2 10 1 6-4 14 0 3 2 0 5h4q-3-3 0-5"/><path fill="#f9dcb0" d="M62 56q6 0 9 8h-8v-1z"/><path fill="#6d4c44" d="M0 59h6l-6 5z"/><path fill="#f4d6ad" d="m89 50 2 1 3 6q-4 5-6 12L77 58q8-2 12-8"/><path fill="#78727e" d="M23 61h10q6-1 11 2 9-3 19 0v2l-45-3z"/><path fill="#b1a59d" d="M19 61h4l-5 1 6 2-8-1q0-2 3-2"/><path fill="#cbc2b2" d="M63 64h8l-3 2z"/><path fill="#f5deb4" d="M19 61q-3 0-3 2l8 1 44 2q-2 1-1 4 11-1 21 1H0v-7l6-5 11-3 4 1q-2 1-2 4"/><path fill="#e3b47e" d="M0 71h88v3H72q-13-1-25 1h-1q-3-2-4-1H0z"/><path fill="#f0e1c3" d="M47 75q12-2 25-1v1q-4-1-6 1z"/><path fill="#ac7758" d="M39 74q0 8 2 0 1-1 4 1-1 8 1 15v6h-4l-1-17-2 13q-2-9-1-18"/><path fill="#f1e8ce" d="M40 74h2q-2 8-2 0"/><path fill="#d8aa7e" d="m46 75 19 1q3 0 6 4H47v10q-2-7-1-15"/><path fill="#7b5445" d="M72 74h10v5h-6z"/><path fill="#7c4e3e" d="M6 74h33q-1 9 1 18-2-1-1-3L5 90q-3 0-3-2h30l4-1 1-8-30-1q-2-2-1-4"/><path fill="#8c583e" d="M0 74h6q-1 2 1 4l30 1-1 8-4 1H2l-2-7z"/><path fill="#f4d9b1" d="M82 74h6l4 22h-8l-4-16-4-1h6z"/><path fill="#efcc9d" d="m72 80-7 7 12 3 2 4q-4 0-6 2H47V80z"/><path fill="#f9f4ea" d="M66 76q2-2 6-1l4 4 4 1 4 16H73q2-2 6-2l-2-4-12-3 7-7q-3-4-6-4"/><path fill="#a27c63" d="m0 81 2 7q0 2 3 2v6H0z"/><path fill="#cdc0ae" d="M43 96h-3v-4l2-13z"/><path fill="#915c3e" d="M40 92v4H5v-6l34-1q-1 2 1 3"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a beach resort, featuring a prominent building or house with a tower. The scene is set under a bright sun with a bird soaring overhead. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<path style="fill:#EAFFFF;" d="M445.217,489.739H66.783c-24.588,0-44.522-19.934-44.522-44.522V66.783
c0-24.588,19.933-44.522,44.522-44.522h378.435c24.588,0,44.522,19.933,44.522,44.522v378.435
C489.739,469.806,469.806,489.739,445.217,489.739z"/>
<path style="fill:#A9D5BB;" d="M512,322.783v166.957c0,12.295-9.966,22.261-22.261,22.261H22.261C9.966,512,0,502.034,0,489.739
V381.217h133.565L512,322.783z"/>
<path style="fill:#FFFF81;" d="M189.217,94.609c0,52.251-42.358,94.609-94.609,94.609S0,146.859,0,94.609S42.358,0,94.609,0
S189.217,42.358,189.217,94.609z"/>
<path style="fill:#FFF145;" d="M144.696,94.609c0,27.662-22.424,50.087-50.087,50.087s-50.087-22.424-50.087-50.087
s22.424-50.087,50.087-50.087S144.696,66.946,144.696,94.609z"/>
<path style="fill:#84837A;" d="M72.348,294.957c0,4.61-3.738,8.348-8.348,8.348c-10.74,0-19.478,8.739-19.478,19.478
c0,4.61-3.738,8.348-8.348,8.348s-8.348-3.738-8.348-8.348c0-10.74-8.739-19.478-19.478-19.478c-4.61,0-8.348-3.738-8.348-8.348
s3.738-8.348,8.348-8.348c11.176,0,21.186,5.096,27.826,13.084c6.64-7.988,16.65-13.084,27.826-13.084
C68.61,286.609,72.348,290.346,72.348,294.957z"/>
<path style="fill:#DBCB9C;" d="M478.609,22.261v100.174V244.87H378.435v122.435h-256V244.87h89.043V122.435h133.565V22.261H478.609z
"/>
<path style="fill:#998C6E;" d="M219.826,300.522c0,4.61-3.738,8.348-8.348,8.348h-55.652c-4.61,0-8.348-3.738-8.348-8.348
s3.738-8.348,8.348-8.348h55.652C216.088,292.174,219.826,295.911,219.826,300.522z M311.652,169.739H256
c-4.61,0-8.348,3.738-8.348,8.348c0,4.61,3.738,8.348,8.348,8.348h55.652c4.61,0,8.348-3.738,8.348-8.348
C320,173.477,316.262,169.739,311.652,169.739z M400.696,169.739h-55.652c-4.61,0-8.348,3.738-8.348,8.348
c0,4.61,3.738,8.348,8.348,8.348h55.652c4.61,0,8.348-3.738,8.348-8.348C409.043,173.477,405.306,169.739,400.696,169.739z
M434.087,64h-44.522c-4.61,0-8.348,3.738-8.348,8.348s3.738,8.348,8.348,8.348h44.522c4.61,0,8.348-3.738,8.348-8.348
S438.697,64,434.087,64z"/>
<path style="fill:#FF7039;" d="M378.435,244.87L378.435,244.87v44.522h-77.913V267.13H111.304c-12.295,0-22.261-9.966-22.261-22.261
l0,0c0-12.295,9.966-22.261,22.261-22.261h244.87C368.469,222.609,378.435,232.575,378.435,244.87z M489.739,100.174H200.348
c-12.295,0-22.261,9.966-22.261,22.261l0,0c0,12.295,9.966,22.261,22.261,22.261h289.391c12.295,0,22.261-9.966,22.261-22.261l0,0
C512,110.14,502.034,100.174,489.739,100.174z M489.739,0H333.913c-12.295,0-22.261,9.966-22.261,22.261l0,0
c0,12.295,9.966,22.261,22.261,22.261h155.826c12.295,0,22.261-9.966,22.261-22.261l0,0C512,9.966,502.034,0,489.739,0z"/>
<path style="fill:#DDB961;" d="M300.522,389.565H66.783l0,0c0-24.588,19.933-44.522,44.522-44.522h189.217V389.565z"/>
<path style="fill:#CEA455;" d="M473.414,381.217c0,4.61-3.738,8.348-8.348,8.348H8.348c-4.61,0-8.348-3.738-8.348-8.348
s3.738-8.348,8.348-8.348h456.718C469.678,372.87,473.414,376.607,473.414,381.217z"/>
<path style="fill:#EAFFFF;" d="M370.087,439.652h-244.87c-4.61,0-8.348-3.738-8.348-8.348s3.738-8.348,8.348-8.348h244.87
c4.61,0,8.348,3.738,8.348,8.348S374.697,439.652,370.087,439.652z M91.826,422.957H36.174c-4.61,0-8.348,3.738-8.348,8.348
s3.738,8.348,8.348,8.348h55.652c4.61,0,8.348-3.738,8.348-8.348S96.436,422.957,91.826,422.957z M386.783,463.768h-244.87
c-4.61,0-8.348,3.738-8.348,8.348c0,4.61,3.738,8.348,8.348,8.348h244.87c4.61,0,8.348-3.738,8.348-8.348
C395.13,467.506,391.393,463.768,386.783,463.768z M475.826,463.768h-55.652c-4.61,0-8.348,3.738-8.348,8.348
c0,4.61,3.738,8.348,8.348,8.348h55.652c4.61,0,8.348-3.738,8.348-8.348C484.174,467.506,480.436,463.768,475.826,463.768z"/>
<path style="fill:#9FBA41;" d="M512,237.449v107.595c0,24.588-19.933,44.522-44.522,44.522H289.391
c-24.588,0-44.522-19.933-44.522-44.522v-40.812c0-26.637,21.594-48.232,48.232-48.232l0,0c14.919,0,28.255,6.777,37.101,17.417
v-2.577c0.001-26.637,21.595-48.231,48.233-48.231l0,0c14.919,0,28.255,6.777,37.101,17.417v-2.577
c0-26.637,21.594-48.232,48.232-48.232l0,0C490.406,189.217,512,210.812,512,237.449z"/>
<path style="fill:#7F932A;" d="M512,300.517v42.588c0,25.659-20.826,46.46-46.516,46.46H279.417c-0.21,0-0.421-0.001-0.631-0.004
c-41.284-0.549-46.642-59.707-6.31-68.522c3.484-0.761,7.103-1.163,10.817-1.163l0,0c15.588,0,29.52,7.072,38.764,18.176v-2.689
c0-27.797,22.561-50.332,50.393-50.332l0,0c15.588,0,29.52,7.072,38.764,18.176v-2.689c0-27.797,22.561-50.332,50.393-50.332l0,0
C489.439,250.185,512,272.72,512,300.517z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft wool blanket draped over a wicker chair. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#fbfaf8" d="M42 33h3q0 25-6 2 0-3 3-2"/><path fill="#c6cbc8" d="M32 36q-5 4-5 11 0 4 3 7 3 1 4 5l-3-2-2 12-5-4V41q1-8 8-5"/><path fill="#dbd9d1" d="m60 34 2 1v3l-3 5-1-2z"/><path fill="#d1bda4" d="m40 32 2 1q-3-1-3 2h-1q-8 1-8 10v3q-2 1 1 4l-1 2q-3-3-3-7 0-7 5-11 3-4 8-4"/><path fill="#939695" d="m62 38-1 12-4-1 2-7z"/><path fill="#d0c7bc" d="M40 32q0-2 3-1l3 1v14h4l1-14q1-1 4 1h2l-2 15q-8 3-14-1l-3-12h1q6 23 6-2h-3z"/><path fill="#f9fbfa" d="M55 33q-4 29-3 0z"/><path fill="#f8f8f6" d="M46 32h5l-1 14h-4z"/><path fill="#d0b394" d="M43 31q10-1 22 2 9 7 8 19h-3q-1-3 1-4l-3-4-1-1q2-1 1-3-3-5-6-5l-2-1-3-1h-2q-3-2-4-1h-5z"/><path fill="#c2c0b8" d="m62 39 1 12h-2z"/><path fill="#877f77" d="m30 48 2 4h-1q-3-3-1-4"/><path fill="#d4d5ce" d="M30 45h5l9 6-12 1-2-4z"/><path fill="#b4b8b3" d="M31 47q4-1 8 3h-5z"/><path fill="#9f9b94" d="m68 44 3 4q-2 1-1 4l-3-1z"/><path fill="#f7f6f0" d="M62 35q3 0 6 5 1 2-1 3l1 1-1 7-1 1 5 17-4-1V57h-4v-6l-1-12z"/><path fill="#e3e3dd" d="m57 50 4 1h2v6h4v11l4 1v2q-3-2-5-1l-1-12-4 4-3-2q-2 6-2 14-3-1-4 1l2-13q-8 2-13-2-2-3-1-4 9 2 17-6"/><path fill="#afb4af" d="m61 52-3 6q-4 3-7 2z"/><path fill="#d9dad4" d="m67 51 3 1h3q-3 3-2 8l-1 2z"/><path fill="#f6f7f1" d="m57 33 3 1-2 7 1 2-2 7q-8 8-17 6-1 1 1 4 5 4 13 2l-2 13-6 2-5 1-1-11-6-8q-1-4-4-5l1-2h1l12-1-9-6h-5q0-9 8-10l3 12q6 4 14 1z"/><path fill="#babfbc" d="m34 59 2 2q0 4 3 7l1 13-13-2-1 3 1-7 3 1 6 4v-2l-4-3-2-2 1-1-2-3 2-12z"/><path fill="#c8b5a8" d="m24 65 5 4 2 3-1 1q-2-3-5-3t0 3l-1 6q-3-8 0-14"/><path fill="#80675a" d="m30 73 2 2-2 1-3-1-2-2q-3-3 0-3t5 3"/><path fill="#e5d9c7" d="M66 73q2 0 2 3-2 0-1 2-2-3-1-5"/><path fill="#c9aa8c" d="M66 73q-1 2 1 5l-1 7q-2-4-1-9-1-3 1-3"/><path fill="#b2b5b0" d="m71 71 1 1-4 4q0-3-2-3t-1 3q-3 0-4 3l-15 1v-3l6-2q1-2 4-1 0-8 2-14l3 2 4-4 1 12q2-1 5 1"/><path fill="#948e88" d="m32 75 4 3v2l-6-4z"/><path fill="#af846a" d="m25 73 2 2-1 7v2h-3v-3q-1-2 1-2z"/><path fill="#d6d8d5" d="m36 61 4 6 1 11 5-1v3l15-1q-5 0-8 3-15-1-27 2v-2l1-3 13 2-1-13q-3-3-3-7"/><path fill="#e9ece9" d="M23 81v3h3q12-3 27-2-16 3-31 2-3-3 1-3"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a computer mouse resting beside a notepad:I'm drawn to the concept of a simple, yet effective, tool for artistic expression. The mouse, with its ergonomic design and comfortable grip, offers a tactile and tactile experience. The arrangement of the notepad and mouse, with its curves and shapes, creates a visual harmony. The detail level is relatively low, allowing for a clean and refined look. The overall impression is one of a tool that can be used for both creative pursuits and everyday tasks, offering a versatile and aesthetically pleasing medium. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a computer mouse resting beside a notepad. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H0z"/><path fill="#d0d1d2" d="M78 52q-7-4-12 2l-1-1 8-5-19-7-4 2q1-3 4-3l24 8z"/><path fill="#bebcc1" d="m50 43-2 3-6 4q-3 1-3-1 5-4 11-6"/><path fill="#f8f9fa" d="m78 52-1 7-4 5-4-7-3-3q5-6 12-2"/><path fill="#384c5a" d="m65 53 3 3-8 12-5 1 1 2q-8-3-5-10 4-9 13-9"/><path fill="#c3c5c6" d="M78 52q3 8-5 12l4-5z"/><path fill="#d1d6d9" d="m69 57 4 7q-6 9-16 8l-1-2 5-1z"/></svg> |
Okay, here's a concise summary of my thoughts on drawing a purple diamond with a white background and black outline:I'm drawn to a purple diamond with a white background, creating a visually striking and dynamic image. The diamond's shape is defined by curves, shapes, and positioning, creating a sense of depth and visual interest. The white background provides a clean and uncluttered space, enhancing the diamond's overall aesthetic. The black outline adds a sense of depth and realism, further emphasizing the diamond's form. I aim to capture the interplay of light and shadow, creating a visually appealing and memorable image. | {
"bytes": "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",
"path": "3b029ebc31a0cd753ffb36593d73858f29499e9bc1e64f46e494451e294250df.png"
} | Generate code for a svg of a a purple diamond with a white background and a black outline | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><defs><style>.cls-1{fill:#4a00e0;}</style></defs><title>diamond-night</title><path class="cls-1" d="M454.25,258.61l-55.7-86A23.24,23.24,0,0,0,379,161.94H133.2a23.24,23.24,0,0,0-19.56,10.62l-55.88,86a23.4,23.4,0,0,0,2.15,28.23L238.57,487.4A23.36,23.36,0,0,0,256,495.21h0a23.36,23.36,0,0,0,17.42-7.81L452.09,286.8A23.38,23.38,0,0,0,454.25,258.61Zm-86.56-76.67-46.85,72.44L274,181.94Zm-65.23,80.85H209.52L256,191ZM238,181.94l-46.74,72.24-46.73-72.24Zm-112,8.24,47,72.61H78.89ZM83.11,282.79H183.75L237,455.53ZM256,449.34,204.68,282.79H307.3Zm19,6.19,53.22-172.74H428.88Zm64.21-192.74,46.93-72.56,47,72.56Z"/><path class="cls-1" d="M30.33,262.79H10a10,10,0,0,0,0,20H30.33a10,10,0,0,0,0-20Z"/><path class="cls-1" d="M502,262.79H481.67a10,10,0,0,0,0,20H502a10,10,0,0,0,0-20Z"/><path class="cls-1" d="M437.15,91.83a10,10,0,0,0-14.15,0L389.79,125a10,10,0,1,0,14.14,14.14L437.15,106A10,10,0,0,0,437.15,91.83Z"/><path class="cls-1" d="M122.65,124.86,89.43,91.65a10,10,0,0,0-14.14,14.14L108.5,139a10,10,0,1,0,14.15-14.15Z"/><path class="cls-1" d="M256.25,16.79a10,10,0,0,0-10,10V92a10,10,0,0,0,20,0V26.79A10,10,0,0,0,256.25,16.79Z"/><path class="cls-1" d="M263.32,118.72a10,10,0,1,0,2.93,7.07A10.08,10.08,0,0,0,263.32,118.72Z"/></svg> |
{
"bytes": "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",
"path": "emoji_u1f9d1_200d_1f393.png"
} | Generate code for a svg of a student | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="hair_3_" d="M98.9,79.76c-1.25-2.27,0.34-4.58,3.06-7.44c4.31-4.54,9-15.07,4.64-25.76 c0.03-0.06-0.86-1.86-0.83-1.92l-1.79-0.09c-0.57-0.08-20.26-0.12-39.97-0.12s-39.4,0.04-39.97,0.12c0,0-2.65,1.95-2.63,2.01 c-4.35,10.69,0.33,21.22,4.64,25.76c2.71,2.86,4.3,5.17,3.06,7.44c-1.21,2.21-4.81,2.53-4.81,2.53s0.83,2.26,2.83,3.48 c1.85,1.13,4.13,1.39,5.7,1.43c0,0,6.15,8.51,22.23,8.51l8.95,0l8.95,0c16.08,0,22.23-8.51,22.23-8.51c1.57-0.04,3.85-0.3,5.7-1.43 c2-1.22,2.83-3.48,2.83-3.48S100.11,81.96,98.9,79.76z" style="fill:#543930;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="99.6381" cy="45.941" gradientTransform="matrix(1 0 0 0.4912 -21.0552 59.4924)" gradientUnits="userSpaceOnUse" r="23.419">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M63.99,95.7v-9.44L92.56,84l2.6,3.2c0,0-6.15,8.51-22.23,8.51L63.99,95.7z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="76.5728" cy="49.4229" gradientTransform="matrix(-0.9057 0.4238 -0.3144 -0.6719 186.5418 79.3297)" gradientUnits="userSpaceOnUse" r="6.9209">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M95.1,83.07c-4.28-6.5,5.21-8.93,5.21-8.93s0.01,0.01,0.01,0.01 c-1.65,2.05-2.4,3.84-1.43,5.61c1.21,2.21,4.81,2.53,4.81,2.53S98.79,86.65,95.1,83.07z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="94.5091" cy="69.0016" gradientTransform="matrix(-0.0746 -0.9972 0.8311 -0.0622 33.4179 157.5364)" gradientUnits="userSpaceOnUse" r="30.3992">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M106.62,46.56c4.25,10.35-0.22,21.01-4.41,25.51c-0.57,0.62-3.01,3.01-3.57,4.92 c0,0-9.54-13.31-12.39-21.13c-0.57-1.58-1.1-3.2-1.17-4.88c-0.05-1.26,0.14-2.76,0.87-3.83c0.89-1.31,20.16-1.7,20.16-1.7 C106.11,45.46,106.62,46.56,106.62,46.56z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="44.3102" cy="69.0016" gradientTransform="matrix(0.0746 -0.9972 -0.8311 -0.0622 98.35 107.4774)" gradientUnits="userSpaceOnUse" r="30.3992">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M21.4,46.56c-4.25,10.35,0.22,21.01,4.41,25.51c0.58,0.62,3.01,3.01,3.57,4.92 c0,0,9.54-13.31,12.39-21.13c0.58-1.58,1.1-3.2,1.17-4.88c0.05-1.26-0.14-2.76-0.87-3.83c-0.89-1.31-1.93-0.96-3.44-0.96 c-2.88,0-15.49-0.74-16.47-0.74C22.17,45.46,21.4,46.56,21.4,46.56z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="49.4391" cy="45.941" gradientTransform="matrix(-1 0 0 0.4912 98.8783 59.4924)" gradientUnits="userSpaceOnUse" r="23.419">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M64.03,95.7v-9.44L35.46,84l-2.6,3.2c0,0,6.15,8.51,22.23,8.51L64.03,95.7z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="26.3739" cy="49.4229" gradientTransform="matrix(0.9057 0.4238 0.3144 -0.6719 -13.0523 100.6049)" gradientUnits="userSpaceOnUse" r="6.9209">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M32.92,83.07c4.28-6.5-5.21-8.93-5.21-8.93s-0.01,0.01-0.01,0.01 c1.65,2.05,2.4,3.84,1.43,5.61c-1.21,2.21-4.81,2.53-4.81,2.53S29.23,86.65,32.92,83.07z" style="fill:url(#SVGID_6_);"/>
</g>
<g id="neck_2_">
<polygon points="73.78,112.04 73.78,89.25 63.99,89.25 54.21,89.25 54.21,112.04 " style="fill:#E59600;"/>
</g>
<g id="ears_2_">
<path d="M91.33,50.34H36.67c-5.89,0-10.71,5.13-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41C102.04,55.48,97.22,50.34,91.33,50.34z" style="fill:#E59600;"/>
</g>
<g id="head_1_">
<path d="M64,10.98L64,10.98L64,10.98c-17.4,0-33.52,18.61-33.52,45.4c0,26.64,16.61,39.81,33.52,39.81 s33.52-13.17,33.52-39.81C97.52,29.59,81.4,10.98,64,10.98z" style="fill:#FFCA28;"/>
</g>
<g id="eyebrows_2_">
<path d="M54.8,49.72c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C55.1,50.9,55.21,50.27,54.8,49.72z" style="fill:#6D4C41;"/>
<path d="M87.67,49.72c-0.93-1.23-3.07-3.01-7.23-3.01c-4.16,0-6.31,1.79-7.23,3.01 c-0.41,0.54-0.31,1.17-0.02,1.55c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18 c0.86,0.29,1.64-0.03,1.9-0.39C87.97,50.9,88.08,50.27,87.67,49.72z" style="fill:#6D4C41;"/>
</g>
<g id="eyes_2_">
<ellipse cx="47.56" cy="58.72" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="80.44" cy="58.72" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<path id="mouth_2_" d="M72.42,76.05c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.63,74.25,74.96,72.42,76.05z" style="fill:#795548;"/>
<path id="nose_2_" d="M67.86,67.96c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.89,68.5,68.22,67.86,67.96z" style="fill:#E59600;"/>
<path id="hair" d="M99.27,23.45c-0.79-4.72-13.85-13.12-18.74-14.67C67.29,4.59,58.68,6.29,54.06,8.81 c-0.96,0.52-7.17,3.97-11.51,1.5c-2.72-1.55-10.53,10.84-14.46,13.21c-4.59,2.77-4.19,7.81-3.49,9.77 c-2.52,2.14-5.69,6.69-3.52,12.6c1.64,4.45,8.17,6.5,8.17,6.5c-0.62,10.74,2.28,15.95,2.28,15.95s4.69-18.45,4.3-21.27 c0,0,7.76-1.54,16.57-6.58c5.95-3.41,10.02-7.4,16.71-8.91c10.18-2.29,12.45,5.08,12.45,5.08s9.42-1.81,12.26,11.27 c1.17,5.38,1.93,14.3,2.57,19.77c-0.06-0.48,3.24-6.33,3.86-12.33c0.16-1.55,4.34-3.6,6.14-10.26 C108.79,36.23,106.15,26.61,99.27,23.45z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_7_" cx="82.8719" cy="84.5361" gradientTransform="matrix(0.3076 0.9515 0.706 -0.2282 -2.3034 -16.0998)" gradientUnits="userSpaceOnUse" r="33.8764">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M106.4,45.1c-1.5,5.53-4.63,7.88-5.75,9.41c-1.54-9.37-1.3-18.27-12.71-28.81 c0,0,2.29-0.49,3.41-2.53c0.87-1.59,0.54-3.57,0.54-3.57c0.38,0.02,0.77,0.06,1.17,0.11c1.96,0.36,3.96,1.32,5.79,2.55 c0.22,0.42,0.36,0.82,0.42,1.19C106.15,26.6,108.8,36.22,106.4,45.1z" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="38.5334" cy="84.7003" gradientTransform="matrix(0.9907 0.1363 0.1915 -1.3921 -15.859 155.9584)" gradientUnits="userSpaceOnUse" r="16.8856">
<stop offset="0.5981" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M24.37,33.49c-2.37,2.1-5.56,6.79-3.21,12.61c1.77,4.39,8.09,6.29,8.09,6.29 c0,0.02,1.26,0.4,1.91,0.4l1.48-21.9c-3.03,0-5.94,0.91-7.82,2.22C24.85,33.14,24.36,33.46,24.37,33.49z" style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="37.0856" cy="95.7775" gradientTransform="matrix(-0.9657 -0.2598 -0.2432 0.9037 96.1919 -44.6961)" gradientUnits="userSpaceOnUse" r="12.9411">
<stop offset="0.6605" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M32.69,30.9v-0.05c-3.03,0-5.93,0.91-7.82,2.21c0,0.03-0.15,0.14-0.27,0.23c0,0,0,0,0-0.01 c0.01-0.01,0.03-0.02,0.04-0.03c-0.7-1.96-1.11-7,3.49-9.77c0.44-0.27,0.93-0.66,1.46-1.15c1.22-0.5,2.52-0.79,3.72-0.91 c0.35-0.03,0.99-0.08,1.18-0.08l4.81,0.59L32.69,30.9z" style="fill:url(#SVGID_9_);"/>
</g>
<g id="hat">
<g>
<g>
<g>
<path d="M116.67,53.3c-1.24,0-2.25,0.96-2.25,2.14v9.2c0,1.18,1.01,2.14,2.25,2.14s2.25-0.96,2.25-2.14 v-9.2C118.92,54.26,117.91,53.3,116.67,53.3z" style="fill:#E8AD00;"/>
<path d="M112.17,53.3c-1.24,0-2.25,0.96-2.25,2.14v9.2c0,1.18,1.01,2.14,2.25,2.14s2.25-0.96,2.25-2.14 v-9.2C114.42,54.26,113.41,53.3,112.17,53.3z" style="fill:#E8AD00;"/>
<path d="M114.42,53.3c-1.24,0-2.25,0.96-2.25,2.14v11.19c0,1.18,1.01,2.14,2.25,2.14 s2.25-0.96,2.25-2.14V55.44C116.67,54.26,115.66,53.3,114.42,53.3z" style="fill:#FFCA28;"/>
</g>
<ellipse cx="114.42" cy="52.07" rx="2.76" ry="2.63" style="fill:#FFCA28;"/>
</g>
<path d="M114.42,52.04L114.42,52.04c-0.55,0-1-0.45-1-1v-38c0-0.55,0.45-1,1-1l0,0c0.55,0,1,0.45,1,1v38 C115.42,51.59,114.97,52.04,114.42,52.04z" style="fill:#504F4F;"/>
</g>
<g>
<linearGradient id="SVGID_10_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.417" x2="63.417" y1="128.3333" y2="99.6928">
<stop offset="3.200000e-03" style="stop-color:#424242"/>
<stop offset="0.4718" style="stop-color:#353535"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M115.42,12c-30.83-7.75-52-8-52-8s-21.17,0.25-52,8v0.77c0,1.33,0.87,2.5,2.14,2.87 c3.72,1.1,11.47,3.34,16.53,4.36c0,0-1.11,1.71-2,3.52c0,0,9.95,5.92,35.33,8.48c25.38-2.56,35.85-8.55,35.85-8.55 C98.39,21.64,97.29,20,97.29,20c4.5-0.74,12.32-3.14,16.04-4.32c1.25-0.4,2.09-1.55,2.09-2.86V12z" style="fill:url(#SVGID_10_);"/>
</g>
<linearGradient id="SVGID_11_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.417" x2="63.417" y1="128.1667" y2="97.1667">
<stop offset="3.200000e-03" style="stop-color:#616161"/>
<stop offset="0.3237" style="stop-color:#505050"/>
<stop offset="0.955" style="stop-color:#242424"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M63.42,4c0,0-21.17,0.25-52,8c0,0,35.41,9.67,52,9.38c16.59,0.29,52-9.38,52-9.38 C84.58,4.25,63.42,4,63.42,4z" style="fill:url(#SVGID_11_);"/>
<linearGradient id="SVGID_12_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="13.3092" x2="114.1374" y1="110.0005" y2="110.0005">
<stop offset="1.200000e-03" style="stop-color:#BFBEBE"/>
<stop offset="0.3" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="0.7" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFBEBE"/>
</linearGradient>
<path d="M115.42,12c-30.83-7.75-52-8-52-8s-21.17,0.25-52,8 v0.77c0,1.33,0.87,2.5,2.14,2.87c3.72,1.1,11.47,3.34,16.53,4.36c0,0-1.11,1.71-2,3.52c0,0,9.95,5.92,35.33,8.48 c25.38-2.56,35.85-8.55,35.85-8.55C98.39,21.64,97.29,20,97.29,20c4.5-0.74,12.32-3.14,16.04-4.32c1.25-0.4,2.09-1.55,2.09-2.86V12 z" style="opacity:0.4;fill:url(#SVGID_12_);enable-background:new ;"/>
</g>
<g>
<path d="M114.5,120.99c0-14.61-21.75-21.54-40.72-23.1l-8.6,11.03c-0.28,0.36-0.72,0.58-1.18,0.58 c-0.46,0-0.9-0.21-1.18-0.58L54.2,97.87c-10.55,0.81-40.71,4.75-40.71,23.12V124h101L114.5,120.99L114.5,120.99z" style="fill:#212121;"/>
<radialGradient id="SVGID_13_" cx="64" cy="5.3966" gradientTransform="matrix(1 0 0 -0.5247 0 125.4353)" gradientUnits="userSpaceOnUse" r="54.167">
<stop offset="0.5981" style="stop-color:#212121"/>
<stop offset="1" style="stop-color:#616161"/>
</radialGradient>
<path d="M114.5,120.99c0-14.61-21.75-21.54-40.72-23.1l-8.6,11.03c-0.28,0.36-0.72,0.58-1.18,0.58 c-0.46,0-0.9-0.21-1.18-0.58L54.2,97.87c-10.55,0.81-40.71,4.75-40.71,23.12V124h101L114.5,120.99L114.5,120.99z" style="fill:url(#SVGID_13_);"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green frog hopping across a pond. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#edf8d1" d="M0 0h11l11 1-6 1 4 2 16-1q4 1 7 4l23-2-6-1 14-1 16 1 1 17-2 6-1-8h-3l-1 5q2 1 3-1 0 5 4 8l2 20-2 7 1 9q-3 3-3 7 1 2-1 3 1 3-2 6v4q-4 0-7 3l1 1-7 2-3-3q-3 3-7 1-1 2 1 3h-7q3-3 1-6-3 0-3 3-3-7-6-1-4-3-6 1l-2-2-10 5q-12-2-21 1l-4-2 1-1-3-3 1-6q6-1 11 2 0-2 3-2-1-9 3-1l6-6q1 3 5 1l10-7 12 5q3-1 2-3l12-2q-3 0-1-2l-21-1q-6-1-1-3 9 2 19 1l-12-1-4-2 13-2-2-1q0-3 3-4-3 0-4 2-5-3-8-2l1 4-5-1q-3 0 0 1l-4 2-15-3q-4-4 2-5-3-2-4 1l-1-2-6 2q-2 1-1 4h-5q-4 5-8 3 1-3-1-4 0 4-3 1 3-3 0-4l-1 2z"/><path fill="#edf9cf" d="M11 0h85v96H0V56l1-2q3 1 0 4 3 3 3-1 2 1 1 4 4 2 8-3h5q-1-3 1-4l6-2 1 2q1-3 4-1-6 1-2 5l15 3-2 1h8l4 2 12 1q-10 1-19-1-5 2 1 3l21 1q-2 2 1 2l-12 2q1 2-2 3l-12-5-10 7q-4 2-5-1l-6 6q-4-8-3 1-3 0-3 2-5-3-11-2l-1 6 3 3-1 1 4 2q9-3 21-1l10-5 2 2q2-4 6-1 3-6 6 1 0-3 3-3 2 3-1 6h7q-2-1-1-3 4 2 7-1l3 3 7-2-1-1q3-3 7-3v-4q3-3 2-6 2-1 1-3 0-4 3-7l-1-9 2-7-2-20q-4-3-4-8-1 2-3 1l1-5h3l1 8 2-6-1-17-16-1-14 1 6 1-2 2H43q-3-3-7-4L20 4l-4-2 6-1z"/><path fill="#5d7b3f" d="M49 36q-1 3-3 0 2-3 3 0"/><path fill="#76b539" d="M46 36q2 3 3 0l2 2 11 2 2 7 5 1-2 2q-3-3-4 0l-4-5-5 4q-2-1 1-3h-4l-1-4-14-4q1-6 3-1 3-2 7-1"/><path fill="#6fa94e" d="M51 46q-3 2-5 6-1-3-3-2l3-5-2-3 4 2q-3 6 2 2"/><path fill="#6f9a5e" d="M49 62h-8l2-1 4-2q-3-1 0-1l5 1-1-4q3-1 8 2 1-2 4-2-3 1-3 4l2 1z"/><path fill="#bccf97" d="M14 65h2l-5 11-3-9 1-1 2 6z"/><path fill="#7eb44f" d="M24 72q2-1 3 1-3 1-3-1"/></svg> | |
{
"bytes": "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",
"path": "9f0690f4d2f075c91c19b72c24788dd45a3f9a844747879e8802b99a829ad4fd.png"
} | Generate code for a svg of a there are three circles on the screen of a cell phone | <svg width="48" height="48" viewBox="0 0 48 48" fill="none" xmlns="http://www.w3.org/2000/svg">
<g filter="url(#filter0_d)">
<circle cx="24" cy="20" r="20" fill="white"/>
</g>
<path fill-rule="evenodd" clip-rule="evenodd" d="M18.667 20C18.667 21.1046 17.7716 22 16.667 22C15.5624 22 14.667 21.1046 14.667 20C14.667 18.8954 15.5624 18 16.667 18C17.7716 18 18.667 18.8954 18.667 20ZM26 20C26 21.1046 25.1046 22 24 22C22.8954 22 22 21.1046 22 20C22 18.8954 22.8954 18 24 18C25.1046 18 26 18.8954 26 20ZM31.333 22C32.4376 22 33.333 21.1046 33.333 20C33.333 18.8954 32.4376 18 31.333 18C30.2284 18 29.333 18.8954 29.333 20C29.333 21.1046 30.2284 22 31.333 22Z" fill="#737D8C"/>
<defs>
<filter id="filter0_d" x="0" y="0" width="48" height="48" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
<feOffset dy="4"/>
<feGaussianBlur stdDeviation="2"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.15 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
</defs>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red kite soaring high against a cloudless sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6746b" d="M0 0h85l4 5v4q1-3 2 0-6-2-6 5h3q-5 1-5 4l-3-2-1-4q-6 0-1 3l-5 1-3 5-6-4q-9 0-18 4-6-4-10-1l-3-4h-4l1-1q-3-2-3-5-3 2 1 5l-8 2-3-2-8 4v6q2 4 8 4-2 2 1 4 2-3 3 0l-4 8-8 2q-4-2-6-5V26l2-2q-4-1-1-4l-4-3z"/><path fill="#f6786e" d="M85 0h11v46l-8 6q-4 3-4 8-13-1-13 12-4 0-6 3v1l-2 1-3-1q-5 0-9 3l-15-1q-3 1-3-2-3-2-4-1l-1-5q-9-4-13-12L0 48V17l4 3q-3 3 1 4l-2 2v12q2 3 6 5l8-2 4-8q-1-3-3 0-3-2-1-4-6 0-8-4v-6l8-4 3 2 8-2q-4-3-1-5 0 3 3 5l-1 1h4l3 4q4-3 10 1 9-4 18-4l6 4 3-5 5-1q-5-3 1-3l1 4 3 2q0-3 5-4h-3q0-7 6-5-1-3-2 0V5z"/><path fill="#d31620" d="m55 38-1 1-1 1q-3-2-6-1-12-4-12-14 8 3 15 10 3 0 5 3"/><path fill="#f7dacd" d="m54 39 1-1 4-3-1 4z"/><path fill="#930614" d="M47 39q3-1 6 1l-3 2q-3 0-3-2z"/><path fill="#e0333b" d="M47 40q0 2 3 2-3 7-8 1 2-3 5-3"/><path fill="#f9e2d3" d="M96 46v19q-5-1-8 3l-2 8q-7 2-6-4l-1 1-1-2v-6q5-2 6-5 0-5 4-8z"/><path fill="#f78174" d="m0 48 15 10q-3-3-6-1 3 4 5 11h7l5 6-1 7 5 1-1 2 3 1 1 5q-12 9-22 1l-2 3-5-4H2v-7l-2-1z"/><path fill="#f69485" d="M84 60q-1 3-6 5v6l-5 4q-5-3-8 0 2-3 6-3 0-13 13-12"/><path fill="#f6d9c8" d="M96 65v15q-5 3-11 1l-21 7-1-1q1-9 10-12l5-4 1 2 1-1q-1 6 6 4l2-8q3-4 8-3"/><path fill="#f68778" d="M15 58q4 8 13 12l1 5q1-1 4 1 0 3 3 2l6 2 9-1q4-3 9-3l3 1q-6 0-9 3l-8 1v15H0V82l2 1v7h2l5 4 2-3q10 8 22-1l-1-5-3-1 1-2-5-1 1-7-5-6h-7q-2-7-5-11 3-2 6 1"/><path fill="#f2c7b4" d="M96 80v16H61q-1-6 2-9l1 1 21-7q6 2 11-1"/><path fill="#f2b09c" d="M73 75q-9 3-10 12-3 3-2 9h-9q-2-4-5-6-1-4 3-6l11-2v-3l4-3v-1q3-3 8 0"/><path fill="#f39b89" d="m65 76-4 3v3l-11 2q-4 2-3 6 3 2 5 6h-6V81l8-1q3-3 9-3z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f92c.png"
} | Generate code for a svg of a face with symbols on mouth | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="faces">
<radialGradient id="cursing-face_1_" cx="63.6" cy="2584.8999" gradientTransform="matrix(1 0 0 1 0 -2522)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.12" style="stop-color:#FAC742"/>
<stop offset="0.32" style="stop-color:#FAC440"/>
<stop offset="0.48" style="stop-color:#FBBA3B"/>
<stop offset="0.62" style="stop-color:#FBA931"/>
<stop offset="0.76" style="stop-color:#FC9224"/>
<stop offset="0.88" style="stop-color:#FE7413"/>
<stop offset="1" style="stop-color:#FF5100"/>
</radialGradient>
<path id="cursing-face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7 c15.5,0,29.8,5.1,40.4,14.4c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#cursing-face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#D84213;"/>
</g>
<g id="facial_expressions">
<g id="serious-face-with-symbols-covering-mouth">
<g id="mouth">
<rect height="79.43" transform="matrix(0.1047 -0.9945 0.9945 0.1047 -37.2971 145.7383)" width="33.75" x="45.42" y="53.87"/>
<path d="M38.73,94.29l-2.1-0.2l-1.39,5.26l-2.6-0.25L34,93.84l-2.89-0.28l0.23-2.39l3.29,0.32l0.9-3.39 l-2.88-0.28l0.23-2.38l3.27,0.32l1.43-5.34l2.58,0.25L38.78,86l2.1,0.2l1.42-5.34l2.59,0.25l-1.42,5.34l3,0.29l-0.23,2.39 l-3.4-0.33l-0.91,3.38l3,0.29l-0.23,2.39l-3.38-0.33l-1.39,5.27l-2.59-0.25L38.73,94.29z M37.25,91.74l2.1,0.2l0.9-3.38 l-2.1-0.21L37.25,91.74z" style="fill:#FFFFFF;"/>
<path d="M57,96.5c0.07-0.53-0.05-1.06-0.35-1.5c-0.4-0.48-0.9-0.86-1.47-1.12c-0.72-0.38-1.38-0.75-2-1.12 c-0.56-0.35-1.08-0.77-1.53-1.25c-0.4-0.44-0.7-0.95-0.89-1.51c-0.2-0.65-0.26-1.33-0.18-2c0.1-1.18,0.68-2.26,1.61-3 c1.04-0.78,2.32-1.17,3.62-1.12L56,81.44l1.81,0.18l-0.23,2.45c1.25,0.25,2.36,0.97,3.11,2c0.72,1.08,1.03,2.4,0.85,3.69 l-3.86-0.37c0.1-0.64,0-1.29-0.28-1.87c-0.48-0.77-1.5-1.01-2.27-0.53c-0.06,0.04-0.12,0.08-0.18,0.13 c-0.33,0.34-0.53,0.79-0.55,1.26c-0.07,0.49,0.05,0.99,0.35,1.39c0.41,0.46,0.9,0.83,1.45,1.1c0.68,0.37,1.32,0.74,1.92,1.13 c0.56,0.35,1.07,0.78,1.52,1.26c0.41,0.45,0.72,0.97,0.93,1.54c0.21,0.64,0.28,1.33,0.2,2c-0.07,1.19-0.63,2.3-1.55,3.07 c-0.99,0.77-2.22,1.17-3.47,1.13l-0.23,2.29l-1.81-0.17l0.22-2.31c-1.43-0.21-2.73-0.95-3.65-2.07c-0.83-1.13-1.19-2.55-1-3.94 l3.84,0.37c-0.11,0.69,0.03,1.4,0.39,2c0.37,0.5,0.95,0.81,1.57,0.84c0.45,0.07,0.91-0.06,1.27-0.35 C56.71,97.37,56.94,96.96,57,96.5z" style="fill:#FFFFFF;"/>
<path d="M65.75,101.68c0.04-0.59,0.34-1.12,0.82-1.46c1.06-0.71,2.46-0.57,3.37,0.32 c0.77,0.87,0.69,2.19-0.17,2.96c-0.04,0.04-0.08,0.07-0.13,0.11c-0.51,0.36-1.13,0.51-1.74,0.43c-0.62-0.04-1.2-0.31-1.62-0.76 C65.88,102.85,65.68,102.27,65.75,101.68z M70.24,98.17l-3.44-0.33l0.67-12.59l4.52,0.44L70.24,98.17z" style="fill:#FFFFFF;"/>
<path d="M96.26,96.18c-0.15,1.75-0.85,3.41-2,4.73c-0.99,1.1-2.46,1.65-3.93,1.46 c-0.59-0.05-1.17-0.25-1.66-0.58c-0.45-0.33-0.8-0.77-1-1.29c-0.8,0.93-2.02,1.4-3.24,1.25c-0.72-0.06-1.39-0.36-1.91-0.86 c-0.53-0.55-0.88-1.25-1-2c-0.19-0.92-0.19-1.88,0-2.8c0.31-1.71,1.13-3.29,2.35-4.53c1.03-1.05,2.48-1.58,3.94-1.43 c1.05,0.08,2.06,0.46,2.9,1.09l0.69,0.57l-1.27,6.83c-0.23,1.08,0.09,1.66,1,1.74c0.77,0.02,1.47-0.42,1.8-1.11 c0.59-0.97,0.95-2.06,1.06-3.19c0.49-2.12,0.13-4.35-1-6.21c-1.22-1.62-3.11-2.6-5.14-2.66c-1.41-0.16-2.84,0.11-4.1,0.76 c-1.28,0.69-2.35,1.73-3.07,3c-0.85,1.43-1.4,3.01-1.61,4.66c-0.39,2.73-0.06,4.88,1,6.45c1.26,1.66,3.21,2.66,5.29,2.71 c0.7,0.07,1.41,0.07,2.11,0c0.63-0.05,1.25-0.18,1.85-0.36l0.25,2c-0.63,0.3-1.31,0.5-2,0.57c-0.85,0.12-1.72,0.12-2.57,0.02 c-1.89-0.12-3.71-0.72-5.3-1.75c-1.42-0.96-2.48-2.37-3-4c-0.58-1.92-0.71-3.95-0.39-5.93c0.25-2.02,0.95-3.95,2.05-5.66 c1-1.57,2.42-2.82,4.1-3.61c3.4-1.5,7.32-1.19,10.44,0.83c1.34,0.94,2.36,2.29,2.89,3.84C96.39,92.47,96.55,94.35,96.26,96.18z M84.39,96.38c-0.2,0.76-0.2,1.57,0,2.33c0.15,0.5,0.59,0.86,1.11,0.9c0.4,0.02,0.79-0.12,1.07-0.4c0.39-0.37,0.7-0.83,0.9-1.33 l1-5.32c-0.23-0.08-0.47-0.14-0.72-0.16c-0.8-0.11-1.61,0.2-2.12,0.83C84.97,94.16,84.54,95.25,84.39,96.38z" style="fill:#FFFFFF;"/>
</g>
<g id="eyes">
<g id="peepers">
<path d="M82.77,51.36L82.77,51.36c4.19,0,8,3.54,8,9.42s-3.81,9.41-8,9.41l0,0c-4.19,0-8-3.54-8-9.41 S78.58,51.36,82.77,51.36z" style="fill:#422B0D;"/>
<path d="M45.23,51.36L45.23,51.36c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S49.42,51.36,45.23,51.36z" style="fill:#422B0D;"/>
</g>
<g id="eyebrows">
<path d="M36.58,43.73l-0.11-0.09c-1.67-1.49-4.3,0.92-2.81,3c1.21,1.6,2.67,2.99,4.34,4.11 c4.45,3.01,9.98,3.94,15.17,2.54c2.45-0.71,1.89-4.25-0.35-4.08C46.9,49.56,41.08,47.59,36.58,43.73z" style="fill:#422B0D;"/>
<path d="M91.42,43.73l0.11-0.09c1.67-1.49,4.3,0.92,2.81,3c-1.21,1.6-2.67,2.99-4.34,4.11 c-4.45,3.01-9.98,3.94-15.17,2.54c-2.45-0.71-1.89-4.25,0.35-4.08C81.1,49.56,86.92,47.59,91.42,43.73z" style="fill:#422B0D;"/>
</g>
</g>
</g>
<g id="peepers-2">
<path d="M44.28,54.87L44.28,54.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C45.41,57.06,45.17,55.73,44.28,54.87z" style="fill:#896024;"/>
</g>
<g id="peepers-3">
<path d="M82.63,54.87L82.63,54.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.76,57.06,83.52,55.73,82.63,54.87z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "e85c4b5eaa426196a3b04f125a72dc71a8351fed60d47a6ab944c50340b6fb9d.png"
} | Generate code for a svg of a a black and white photo of a bottle of liquid with a long handle | <svg class="nc-icon glyph" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="24px" height="24px" viewBox="0 0 24 24"><g>
<path data-color="color-2" fill="#444444" d="M4.3,16.6l-2.2,2.2c-0.6,0.6-0.9,1.3-0.9,2.1c0,0.8,0.3,1.6,0.9,2.1s1.3,0.9,2.1,0.9
c0.8,0,1.6-0.3,2.1-0.9l2.2-2.2L4.3,16.6z"></path>
<path fill="#444444" d="M22.6,5.4l-3.5-3.5c-1.1-1.1-2.6-1.8-4.2-1.8s-3.1,0.6-4.2,1.8l-8.4,8.4c-0.4,0.4-0.4,1,0,1.4l7.1,7.1
C9.5,18.9,9.7,19,10,19c0,0,0,0,0,0c0.3,0,0.5-0.1,0.7-0.3L22.6,6.8C23,6.4,23,5.8,22.6,5.4z M9.2,14.6l-1.4-1.4l6.4-6.4l1.4,1.4
L9.2,14.6z"></path>
</g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red binder with white labeling tape on the spine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8f9fa" d="M0 0h96v16l-3-4-1 15-1-1-1 4q-2-3-2 0t4 6l2 14-2 41-3 2-7-2 1-1-2-2 3-3q-3-3-2-6 1-1 4 1l4-5-4-3-3 6q-2-10 1-19l-2-8V28l3-2-5-11-2 71-1-71h-1l-2-2q-114-1 0-2H44q-16-1-31 1l1 69-2 5q5 2 2 6l-4-3H6l1 2-3 1-2-7-2 2z"/><path fill="#f3efee" d="M74 13H17v71h3l1 1 8 1h47l2-1 2-71 5 11-3 2v23l2 8q-3 9-1 19l3-6 4 3-4 5q-3-2-4-1-1 3 2 6l-3 3 2 2-1 1 7 2 3-2 2-41-2-14q-4-3-4-6t2 0l1-4 1 1 1-15 3 4v80H0v-9l2-2 2 7 3-1-1-2h4l4 3q3-4-2-6l2-5-1-69q15-2 31-1h30q-114 1 0 2"/><path fill="#fc3d36" d="M24 15v-1h50v1h-4v71l-1 1-1-65-1 10q0-9-4-15l1-1q-4-2-7-1H46l1 1-2 7q-1-2-3 1l-1 18-1-11-2 13-2 12-1-2v11q2-2 2 1 0 2-2 1l-1 13-2 3 5 3-13-1z"/><path fill="#f7f4f2" d="M24 15v10h-4V15z"/><path fill="#ca5854" d="m74 13 2 2-1 18-1-18z"/><path fill="#fd2b27" d="M57 15q-2 5 1 11 1-3 4-2-1 9 1 20h-6l-1 3 1 14q0-6 3-11l3 13-1 12 1 6 1-1 3 4q-13 3-25 1-1-20 1-38l1-1 1 7 2-8q-4-2-9-1l2-13 1 11 1-18q2-3 3-1l2-7-1-1z"/><path fill="#fd322d" d="M57 15q3-1 7 1l-1 1q4 6 4 15l1-10 1 65H37v-1l-5-3 2-3 1-13q2 1 2-1 0-3-2-1V54l1 2 2-12q5-1 9 1l-2 8-1-7-1 1q-2 18-1 38 12 2 25-1l-3-4-1 1-1-6 1-12-3-13q-3 5-3 11l-1-14 1-3h6q-2-11-1-20-3-1-4 2-3-6-1-11"/><path fill="#e92f2e" d="M24 14h-4v70h-3V14z"/><path fill="#fb4a41" d="M24 15v70l13 1v1h-8l-8-1-1-1V25h4z"/><path fill="#f3ede9" d="m74 15 1 18v53h-5V15z"/><path fill="#bc8780" d="m76 15-1 72H29h40l1-1h5V33z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white vector illustration of an eye icon, prominently featuring a white circle, possibly representing the iris or pupil, on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="440.042px" height="440.042px" viewBox="0 0 440.042 440.042" style="enable-background:new 0 0 440.042 440.042;"
xml:space="preserve">
<g>
<g>
<g>
<path d="M437.73,213.626c-0.99-1.191-24.714-29.507-63.234-58.15C323.029,117.208,269.613,96.98,220.021,96.98
c-49.592,0-103.008,20.228-154.474,58.496c-38.521,28.643-62.245,56.959-63.235,58.15c-3.083,3.706-3.083,9.084,0,12.79
c0.99,1.191,24.714,29.509,63.235,58.15c51.466,38.268,104.882,58.496,154.474,58.496c49.592,0,103.008-20.229,154.475-58.496
c38.521-28.643,62.244-56.959,63.234-58.15C440.812,222.71,440.812,217.332,437.73,213.626z M220.021,295.021
c-41.422,0-75.002-33.579-75.002-75s33.58-75,75.002-75c41.422,0,75,33.579,75,75S261.443,295.021,220.021,295.021z"/>
<path d="M234.016,187.939c-2.159,5.631-7.604,9.636-13.995,9.636s-11.834-4.004-13.994-9.635
c-12.362,5.4-21.006,17.728-21.006,32.081c0,19.33,15.671,35,35,35c19.331,0,35-15.67,35-35
C255.021,205.668,246.378,193.34,234.016,187.939z"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f469_1f3ff_200d_1f91d_200d_1f469_1f3fc.png"
} | Generate code for a svg of a women holding hands: dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_wmn_x5F_right">
<g id="pants_3_">
<g id="pants">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_1_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left_3_">
<g id="arm_x5F_left_x5F_fill">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4049" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
</g>
<g id="arm_x5F_right">
<g id="arm_x5F_right_x5F_fill">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.3992" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M100.1,54.1l9.7-0.6c0,0,4.5,10,6,13.33c0,0,4.24,6.32,6.17,9.17 c1.88,1.92,2.36,2.62,3.04,5.19c0.75,2.83,0.4,4.38,0.04,5.06c-0.35,0.69-2.25,2.46-3.42,1.38c-1.24-1.15-1.15-5.22-2.31-4.94 c-0.6,0.15,0.16,1.36,0.23,2.56c0.07,1.2-0.85,1.41-1.5,1.08c-0.33-0.17-1.85-2.71-1.85-2.71l-0.65-4.21l-15.13-21.23L100.1,54.1 z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<path id="hair_4_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08c0,10.89,0.83,26.27,5.19,32.32 c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53c4.36-6.05,5.19-21.43,5.19-32.32 C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_5_" cx="91.5413" cy="99.3574" gradientTransform="matrix(1 0 0 -1.1901 0 146.8868)" gradientUnits="userSpaceOnUse" r="21.072">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_1_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08 c0,10.89,0.83,26.27,5.19,32.32c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53 c4.36-6.05,5.19-21.43,5.19-32.32C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:url(#hair_x5F_highlights_5_);"/>
<g id="shirt">
<g id="shirt_x5F_fill">
<linearGradient id="SVGID_3_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="35.9171" x2="35.9171" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#AA00FF"/>
<stop offset="0.4193" style="stop-color:#A100F2"/>
<stop offset="1" style="stop-color:#9000D9"/>
</linearGradient>
<path d="M80.94,44.87c2.42-0.64,6.65-1.06,10.65-1.06c4-0.01,8.19,0.42,10.61,1.06 c7.55,2.01,9.42,5.56,11.67,11.65l-8.28,3.2V78h-28V59.72l-8.37-3.2C71.47,50.43,73.39,46.88,80.94,44.87z" style="fill:url(#SVGID_3_);"/>
</g>
</g>
<path id="neck" d="M91.54,40.72h-5v5.3c0,2.4,2.04,4.34,4.54,4.34H92c2.51,0,4.54-1.94,4.54-4.34v-5.3H91.54 z" style="fill:#C48E6A;"/>
<g id="head_1_">
<path id="head_x5F_fill" d="M91.57,8.39L91.57,8.39L91.57,8.39c7.63,0,14.69,5.67,14.69,17.7 c0,9.66-5.98,15.38-11.19,17.22c-1.24,0.44-2.44,0.66-3.5,0.66c-1.06,0-2.25-0.22-3.48-0.65c-5.21-1.83-11.21-7.55-11.21-17.23 C76.88,14.06,83.94,8.39,91.57,8.39z" style="fill:#E0BB95;"/>
</g>
<path id="mouth" d="M87.85,35.99c1.4,0.83,5.97,0.83,7.37,0c0.8-0.48,1.62,0.25,1.29,0.98 c-0.33,0.72-2.82,2.38-4.98,2.38c-2.16,0-4.62-1.66-4.95-2.38C86.24,36.24,87.05,35.51,87.85,35.99z" style="fill:#6D4C41;"/>
<path id="nose" d="M89.85,32.4c0.05-0.02,0.09-0.03,0.14-0.04h3.1c0.05,0.01,0.1,0.02,0.14,0.04 c0.28,0.11,0.44,0.4,0.3,0.72c-0.13,0.31-0.75,1.18-1.99,1.18c-1.24,0-1.86-0.87-1.99-1.18C89.41,32.81,89.57,32.52,89.85,32.4z" style="fill:#C48E6A;"/>
<g id="eyes_1_">
<ellipse cx="98.75" cy="28.33" rx="2.16" ry="2.24" style="fill:#5D4037;"/>
<ellipse cx="84.33" cy="28.33" rx="2.16" ry="2.24" style="fill:#5D4037;"/>
</g>
<g id="eyebrows_1_">
<path d="M95.54,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C95.4,24.83,95.36,24.56,95.54,24.32z" style="fill:#AB872F;"/>
<path d="M81.13,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C80.99,24.83,80.95,24.56,81.13,24.32z" style="fill:#AB872F;"/>
</g>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.8654" x2="70.2904" y1="50.9231" y2="56.5203">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95;stop-opacity:0"/>
</linearGradient>
<polygon id="shadow_1_" points="66.37,69.83 64.59,74.29 66.03,77.05 69.94,80.12 73.61,72.38 " style="fill:url(#shadow_2_);"/>
<g id="hairGroup_3_">
<path id="hair_6_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01 c-0.03-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92 h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_6_" cx="91.6881" cy="97.5732" gradientTransform="matrix(1 0 0 -1.2135 0 148.8334)" gradientUnits="userSpaceOnUse" r="22.0729">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_3_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08 c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01c-0.03-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49 c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16 C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:url(#hair_x5F_highlights_6_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_wmn_x5F_left">
<g id="pants_1_">
<g id="pants_5_">
<path d="M22.53,74.61v48.08h5.65l7.87-38.21c0.04-0.24,0.24-0.41,0.46-0.41s0.42,0.17,0.46,0.41 l7.87,38.21h5.65V74.61H22.53z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_2_">
<path d="M25.48,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C29.93,124,25.48,124,25.48,124z" style="fill:#424242;"/>
<path d="M47.53,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C43.08,124,47.53,124,47.53,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left_1_">
<g id="arm_x5F_left_x5F_fill_2_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 -40.8976 128)" gradientUnits="userSpaceOnUse" x1="65.2624" x2="45.8034" y1="74.5075" y2="41.4061">
<stop offset="0" style="stop-color:#5C4037"/>
<stop offset="0.3967" style="stop-color:#70534A"/>
</linearGradient>
<path d="M27.99,54.1l-9.7-0.6c0,0-4.5,10-6,13.33c0,0-4.24,6.32-6.17,9.17 c-1.88,1.92-2.36,2.62-3.04,5.19c-0.75,2.83-0.4,4.38-0.04,5.06s2.25,2.46,3.42,1.38c1.24-1.15,1.15-5.22,2.31-4.94 c0.6,0.15-0.16,1.36-0.23,2.56c-0.07,1.2,0.85,1.41,1.5,1.08c0.33-0.17,1.85-2.71,1.85-2.71l0.65-4.21l15.13-21.24L27.99,54.1z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
<g id="arm_x5F_left_2_">
<g id="arm_x5F_left_x5F_fill_1_">
<linearGradient id="SVGID_5_" gradientTransform="matrix(-0.9962 -0.0869 -0.0869 0.9962 198.3757 12.1515)" gradientUnits="userSpaceOnUse" x1="143.1861" x2="123.5858" y1="53.3833" y2="86.7249">
<stop offset="0" style="stop-color:#5C4037"/>
<stop offset="0.4009" style="stop-color:#70534A"/>
</linearGradient>
<path d="M46.93,57.48l14.15,23.51c0,0-1.53,2.62-0.39,4.91c1.6,1.15,2.32-2.27,2.94-2.36 c1.19-0.18,3.08,4.56,4.34,4.56c2.41,1.04,3.53-2.18,3.57-4.08c0.91-3.31-5.37-6.79-5.37-6.79c-1.68-3-4.67-9.8-4.67-9.8 c-1.21-3.45-4.82-13.8-4.82-13.8l-9.71-0.25L46.93,57.48z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<path id="hair_2_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08c0,10.89,0.83,26.27,5.19,32.32 c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53c4.36-6.05,5.19-21.43,5.19-32.32 C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:#232020;"/>
<radialGradient id="hair_x5F_highlights_7_" cx="36.4183" cy="99.3574" gradientTransform="matrix(1 0 0 -1.1901 0 146.8868)" gradientUnits="userSpaceOnUse" r="21.0718">
<stop offset="0.7936" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path id="hair_x5F_highlights_2_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08 c0,10.89,0.83,26.27,5.19,32.32c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53 c4.36-6.05,5.19-21.43,5.19-32.32C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:url(#hair_x5F_highlights_7_);"/>
<g id="shirt_3_">
<g id="shirt_x5F_fill_2_">
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 -40.8976 128)" gradientUnits="userSpaceOnUse" x1="77.3636" x2="77.3636" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path d="M47.08,44.87c-2.42-0.64-6.65-1.06-10.65-1.06c-4-0.01-8.19,0.42-10.61,1.06 c-7.55,2.01-9.42,5.56-11.67,11.65l8.28,3.2V78h28V59.72l8.37-3.2C56.54,50.43,54.62,46.88,47.08,44.87z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<path id="neck_2_" d="M36.47,40.72h5v5.3c0,2.4-2.03,4.34-4.55,4.34h-0.91c-2.51,0-4.55-1.94-4.55-4.34v-5.3 H36.47z" style="fill:#3C2B24;"/>
<g id="head_2_">
<path id="head_x5F_fill_2_" d="M36.45,8.39L36.45,8.39L36.45,8.39c7.63,0,14.69,5.67,14.69,17.7 c0,9.66-5.98,15.38-11.19,17.22c-1.24,0.44-2.44,0.66-3.5,0.66c-1.06,0-2.25-0.22-3.48-0.65c-5.21-1.83-11.21-7.55-11.21-17.23 C21.76,14.06,28.82,8.39,36.45,8.39z" style="fill:#70534A;"/>
</g>
<path id="mouth_2_" d="M32.73,35.99c1.4,0.83,5.97,0.83,7.37,0c0.8-0.48,1.62,0.25,1.29,0.98 c-0.33,0.72-2.82,2.38-4.98,2.38c-2.16,0-4.62-1.66-4.95-2.38C31.12,36.24,31.93,35.51,32.73,35.99z" style="fill:#1A1717;"/>
<path id="nose_2_" d="M34.73,32.4c0.05-0.02,0.09-0.03,0.14-0.04h3.1c0.05,0.01,0.1,0.02,0.14,0.04 c0.28,0.11,0.44,0.4,0.3,0.72s-0.75,1.18-1.99,1.18c-1.24,0-1.86-0.87-1.99-1.18S34.45,32.52,34.73,32.4z" style="fill:#33251F;"/>
<g id="eyes_2_">
<ellipse cx="43.62" cy="28.33" rx="2.16" ry="2.24" style="fill:#1A1717;"/>
<ellipse cx="29.21" cy="28.33" rx="2.16" ry="2.24" style="fill:#1A1717;"/>
</g>
<g id="eyebrows_2_">
<path d="M40.42,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C40.28,24.83,40.23,24.56,40.42,24.32z" style="fill:#1A1717;"/>
<path d="M26.01,24.32c0.41-0.54,1.36-1.34,3.21-1.34c1.84,0,2.8,0.79,3.21,1.34 c0.18,0.24,0.14,0.52,0.01,0.69c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52 C26.46,25.3,26.11,25.16,26,25C25.87,24.83,25.82,24.56,26.01,24.32z" style="fill:#1A1717;"/>
</g>
<g id="hairGroup_1_">
<path id="hair_3_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01 c-0.02-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92 h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:#232020;"/>
<radialGradient id="hair_x5F_highlights_8_" cx="36.5658" cy="97.5732" gradientTransform="matrix(1 0 0 -1.2135 0 148.8334)" gradientUnits="userSpaceOnUse" r="22.0729">
<stop offset="0.7945" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path id="hair_x5F_highlights_4_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08 c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01c-0.02-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49 c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16 C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:url(#hair_x5F_highlights_8_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
<path d="M67.34,86.4c-0.16-0.07-0.32-0.11-0.5-0.11c-0.04,0-0.07,0.01-0.11,0.02l0.05-0.1 c0.28-0.62,0.04-1.36-0.55-1.66c-0.16-0.08-0.33-0.12-0.51-0.12c-0.07,0-0.14,0.02-0.21,0.03c0.25-0.6,0.03-1.31-0.53-1.61 c-0.17-0.09-0.35-0.14-0.54-0.14c-0.26,0-0.51,0.1-0.71,0.26c-0.07-0.37-0.29-0.72-0.66-0.91c-0.17-0.09-0.35-0.13-0.53-0.13 c-0.46,0-0.87,0.27-1.07,0.7l-0.92,1.96c-0.29,0.62-0.05,1.39,0.58,1.71c0.17,0.09,0.35,0.13,0.54,0.13 c0.19,0,0.36-0.06,0.52-0.14c0.01,0.1,0,0.2,0.03,0.29c0.1,0.32,0.3,0.58,0.58,0.73c0.17,0.09,0.35,0.14,0.54,0.14 c0.21,0,0.4-0.06,0.57-0.16c0.06,0.39,0.27,0.76,0.63,0.94c0.16,0.08,0.33,0.12,0.51,0.12c0.16,0,0.31-0.04,0.44-0.11 c0.08,0.38,0.3,0.72,0.65,0.89c0.16,0.07,0.32,0.11,0.5,0.11c0.47,0,0.9-0.29,1.09-0.74l0.18-0.42 C68.21,87.45,67.94,86.69,67.34,86.4z" style="fill:#E0BB95;"/>
</g>
<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white image of a rocket launch, docked and ready to launch. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 225.571 225.571" style="enable-background:new 0 0 225.571 225.571;" xml:space="preserve">
<path d="M218.071,208.76h-9.361l-33.959-49.131V54.802c0-4.143-3.357-7.5-7.5-7.5s-7.5,3.357-7.5,7.5v107.249
c0,0.003,0,0.005,0,0.008v46.701H141.68v-6.747c0-1.434-0.411-2.838-1.185-4.045l-7.818-12.206v-44.854
c3.012-0.974,5.192-3.798,5.192-7.135v-22.422c0-3.337-2.18-6.161-5.192-7.135V47.673c0-8.314-5.132-15.444-12.392-18.411V9.31
c0-4.143-3.357-7.5-7.5-7.5s-7.5,3.357-7.5,7.5v19.952c-7.259,2.968-12.391,10.097-12.391,18.411v56.544
c-3.012,0.974-5.192,3.798-5.192,7.135v22.422c0,3.337,2.18,6.161,5.192,7.135v44.853l-7.818,12.207
c-0.773,1.207-1.185,2.611-1.185,4.045v6.747H65.82v-46.701c0-0.003,0-0.005,0-0.008V54.802c0-4.143-3.357-7.5-7.5-7.5
s-7.5,3.357-7.5,7.5v104.827L16.861,208.76H7.5c-4.143,0-7.5,3.357-7.5,7.5s3.357,7.5,7.5,7.5h13.275
c0.004,0,0.009,0.001,0.013,0.001c0.005,0,0.011-0.001,0.016-0.001h70.587h42.788h70.587c0.005,0,0.011,0.001,0.016,0.001
c0.004,0,0.009-0.001,0.013-0.001h13.275c4.143,0,7.5-3.357,7.5-7.5S222.214,208.76,218.071,208.76z M50.82,208.76H35.096
l15.724-22.749V208.76z M112.785,96.857c-6.478,0-11.748-5.271-11.748-11.748s5.271-11.748,11.748-11.748
s11.748,5.271,11.748,11.748S119.263,96.857,112.785,96.857z M174.751,208.76v-22.749l15.724,22.749H174.751z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white picnic basket with a gingham cloth. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#b59b82" d="m28 37 2 1q-4 1-6 4v-1q-2-6 4-4"/><path fill="#e1d7c8" d="M28 37h8l6 1q-22 1 0 4h17l-5 1q-1 2 1 3 2-3 5 0l2 7h-4l-1-4-6-3q-1-2-4-2l-16-2q-2 0-2 2l-2 4v-4h-5l-2 3-2-6h6v1q2-3 6-4z"/><path fill="#84736c" d="m69 38 3 1-3 2z"/><path fill="#e5dcd1" d="M50 38h19v3l3-2 5 3-3 4q-3-3 0-4-4-2-7 1-4 1-5-2l6-1z"/><path fill="#dbccba" d="M49 46v2l-16-2z"/><path fill="#f6f6f4" d="M36 37q6-1 14 1h-6l24 2-6 1q1 3 5 2l3 4q-3 0-4 2l1 8q-4 2-3-3-3-1-5 1l1 6 5-1 1 2q-5 0-5 5-2-1-1-3-4-1-5 2l3 5 4 1v-4q3 0 5-3 4 6-4 7-3 1 0 2-3 1-4 4-4-1-7 2l-5-3 3-1q-3-4-2-9v-8l-1-2q0-6 2-9v-2h2l6 3 1 4h4l-2-7q-3-3-5 0-2-1-1-3l5-1H42q-22-3 0-4z"/><path fill="#e6e5e3" d="M51 46H33l16 2q-2 3-2 9-5-2-8-1v-5h-6v3h-4V44q0-2 2-2z"/><path fill="#e2d6c8" d="M52 52h3q1 5 4 9-2 3-5 1z"/><path fill="#e8e1d6" d="M70 47q-1 2 1 3l3-1q-9 5 0 6l-9 5-5 1-1-6q2-2 5-1-1 5 3 3l-1-8q1-2 4-2"/><path fill="#e0dfdf" d="M48 59v3l-19-2v-3z"/><path fill="#e9e7e4" d="m27 48-3 15q-2-3-2 0 5 9 5-1 8-2 5 7h7v-3l-4-1q6-2 13-1v3h-6v6l-12-2q0-4-3-1 1 3-1 5-1-5-6-5l1-15q1 3 4 0-2-3-5-3v-5l2-3h5z"/><path fill="#daccbc" d="M29 44v10h4v-3h6v5q3-1 8 1l1 2-19-2v3l19 2v2q-7-1-13 1l4 1v3h-7q3-9-5-7 0 10-5 1 0-3 2 0l3-15z"/><path fill="#cecccc" d="m5 64 1-1q2 3 3 0 2 4-3 4z"/><path fill="#e4dbcf" d="m66 62 1 3q-2 3-5 3v4l-4-1-3-5q1-3 5-2-1 2 1 3 0-5 5-5"/><path fill="#917a72" d="M16 70q3-1 5 3l-5 1z"/><path fill="#ded3c6" d="M48 67q-1 5 2 9l-3 1-17-6 12 2v-6z"/><path fill="#947e6f" d="M63 74h4l-1 3-7 1q1-3 4-4"/><path fill="#8f7668" d="M28 77q3-3 9 0-4 5-9 0"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a large jar filled with colorful marbles. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcf8" d="M0 0h96v96H0z"/><path fill="#bababe" d="M62 21q-14-1-26 2h8l-5 1 5 2h-6l-3-1q-4-6 3-8h19l-17 1-4 2 2 1q12-3 24 0"/><path fill="#9498aa" d="m62 25 3 4-3-3-11-1 9-1z"/><path fill="#495094" d="M38 26h8v2h-2q-3-1-4 2l-4-1z"/><path fill="#e9e8e7" d="M62 21v4l-2-1-9 1 11 1 3 3-3 51-10 2 8-3q3-3 3-7l1-1v-7l-1-16q-3-3-4 0v-2h4v-9q-5 0-2-3l2-4q-3-1-3 1-6-3-8 2l-1-5q-2-3-5-2h-2l-5-2 5-1h-8q12-3 26-2"/><path fill="#aca194" d="M44 28h2l2 3q-3 2-2 6-2-1-1-3z"/><path fill="#e73e60" d="m36 29 4 1 1 4q-5 2-2 6l-5 2q-3-4 2-7-4-3 0-6"/><path fill="#dbb74d" d="m44 28 1 6h-4l-1-4q1-3 4-2"/><path fill="#cc6380" d="m61 34-1-3q0-2 3-1z"/><path fill="#f88e36" d="M46 26q3-1 5 2l1 5 1 4-2 3-4-1-1-2q-1-4 2-6l-2-3z"/><path fill="#f0e7ec" d="m35 25 3 1-2 3q-4 3 0 6-5 3-2 7v3q1-1 4 1l-1 2q-2-3-4-2v21q-3-20-1-38z"/><path fill="#3b5792" d="m60 31 1 3q-3 3 2 3v9h-4l-1-1v-1q3-6-3-7h-2l-1-4q2-5 8-2"/><path fill="#4682c3" d="M41 34h4q-1 2 1 3l1 2q-5 2-8 1-3-4 2-6"/><path fill="#aa2956" d="M53 37h2q-1 3 1 6h-4l-1-3z"/><path fill="#a37bae" d="M55 37q6 1 3 7l-2-1q-2-3-1-6"/><path fill="#3e538a" d="m47 39 4 1 1 3-1 1-2-2h-8q-4 0-3 4-3-2-4-1v-3l5-2q3 1 8-1"/><path fill="#c98230" d="m51 44-2 2-1-1q-3 0-4 3-4 0-3 4l-2-3-1-3q-1-4 3-4h8z"/><path fill="#1f2d53" d="m49 46-1 5-4-3q1-3 4-3z"/><path fill="#e8d1ae" d="M58 45v4l-4 2q-3 1-3 4l-2-6z"/><path fill="#e882a1" d="m38 46 1 3q-2 1-2 4-3-2-4-1v-6q2-1 4 2z"/><path fill="#595b9b" d="m63 48-1 6-3-4v-2q1-3 4 0"/><path fill="#f1912b" d="M52 43h4l2 1v1l-8 5 2 6-4 2-3-1q-1-5-4-5-1-4 3-4l4 3 1-5 2-2z"/><path fill="#b6b5b9" d="m35 25-3 4q-2 18 1 38-1 5 2 11l5 2 6 2-11-2q-2 0-1 2-4-6-4-12V30q1-4 5-5"/><path fill="#33386b" d="m39 49 2 3q-2 1-2 4-3-1-2-3 0-3 2-4"/><path fill="#e84044" d="M41 52q3 0 4 5l-4 2-2-3q0-3 2-4"/><path fill="#c9417a" d="m59 50 3 4-2 4h-1q-5-1-4-6z"/><path fill="#b79290" d="m63 48 1 16-4 2v-2l2-1 1-5h-3l2-4z"/><path fill="#ae2150" d="m45 57 3 1 1 1q-3 1-3 4-3-2-6-1l1-3z"/><path fill="#f18c2d" d="M33 52q1-1 4 1-1 2 2 3l2 3-1 3-5-1-2-2z"/><path fill="#365a8c" d="M55 52q-1 5 4 6l-1 4q-9 1-3 8l-4 2v-1q1-6-5-5v-3q0-3 3-4l-1-1 4-2q0-3 3-4"/><path fill="#f38531" d="M59 58h3l-1 5-2 1-2-2z"/><path fill="#f07e30" d="M40 62q3-1 6 1v3q-2 1-2 4h-1l-4-1q-1-4 1-7"/><path fill="#c35c5a" d="m35 61 5 1q-2 3-1 7-7-2-4-8"/><path fill="#c2d0e2" d="m58 62 2 2v2q-2 1-2 4h-3q-6-7 3-8"/><path fill="#f8952b" d="M64 64v7l-6-1q0-3 2-4z"/><path fill="#f24041" d="M46 66q6-1 5 5h-6l-1-1q0-3 2-4"/><path fill="#46559f" d="m33 59 2 2q-3 6 4 8l4 1q-7 3-2 9l-1 1-5-2q-3-6-2-11z"/><path fill="#d6d0d5" d="m43 70 1 1 4 6q-4 0-7 3l-1-1q-5-6 2-9"/><path fill="#f18e55" d="M45 71h6v4l-2 2z"/><path fill="#d5898f" d="M55 70h3l6 1-1 1h-3l-3 6-6-3v-3z"/><path fill="#3f7ba9" d="M63 72q0 4-3 7l-8 3h-6l-6-2 1-1 1 1q3-3 7-3l2-2 6 3 3-6z"/><path fill="#382a31" d="M46 82h6l10-2 1 2q-15 3-29 0-1-2 1-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green chameleon blending into a leaf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfd" d="M0 0h96v96H51q2-10 1-19A50 50 0 005 51q-2-3-5-2z"/><path fill="#6dd954" d="M81 44q-7-5-15-5l2-1q-6-7-4 3-6-8-15-5l9-2q7-15 22-21l4 18z"/><path fill="#44ce41" d="M49 36q9-3 15 5l-13 2q-3 1 0 4l3 1-4 4h-9q-5 0-8-3 7-2 16-1-1-5-3-2l-7 1-6-2q1-3 5-3 3-6 11-6"/><path fill="#69df51" d="M81 44q7 13-7 20l-8-1 5-4 2 2 1-5q8 2 6-7l-3-4-5 6-1 7-2-2q-3 2-1-1l-3-1-5 4-1-2 5-5q-9-5-11 5l-3-1v-3l4-4-3-1q-3-3 0-4l13-2q-2-10 4-3l-2 1q8 0 15 5"/><path fill="#bdeab7" d="m33 45 6 2 7-1q2-3 3 2-9-1-16 1-3-3 0-4"/><path fill="#f2faf1" d="m74 56-2-5 5-6 3 4q2 9-6 7"/><path fill="#90dc90" d="M41 52h9v3z"/><path fill="#67d44f" d="M0 49q3-1 5 2 30-1 47 26 1 9-1 19h-9q-5-11-14-14l-17-1q-8-3-11-7z"/><path fill="#7adf5b" d="m72 51 2 5-1 5-2-2-5 4 8 1-5 1-11-3h-7l9-4 5-4 3 1q-2 3 1 1l2 2z"/><path fill="#fbfcfc" d="M0 74q3 4 11 7l17 1q9 3 14 14H0z"/><path fill="#34792f" d="m34 81-1 1q-5-3-5-6z"/><path fill="#184120" d="m33 82 1-1 2 1 1-4 1 1-1 7z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: woman, man, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_4_">
<path id="hair_3_" d="M5.43,74.62c0.06-0.26,4.95-29.34,30.8-27.08c15.04,1.31,25.48,11.52,25.6,26.61 c0.04,5.32,0.22,14.51-0.22,18.69c-1.83,17.58-7.74,28.43-8.53,28.63c-4.16,1.02-41.34,3.35-44.09-2.23 C2.65,106.44,3.99,83.56,5.43,74.62z" style="fill:#AB872F;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1210.7977" x2="1210.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#530EEB"/>
<stop offset="1" style="stop-color:#651FFF"/>
</linearGradient>
<path d="M27.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H30.85H2.61 C5.52,114.36,18.39,110.45,27.08,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_1_" d="M30.61,117.83L30.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C37.41,114.79,34.36,117.83,30.61,117.83z" style="fill:#C48E6A;"/>
<g id="face_126_">
<g id="head_358_">
<path d="M37.51,55.63L37.51,55.63L37.51,55.63C25.36,54.14,13,61.79,10.64,80.95 c-1.89,15.39,6.52,25.66,14.46,29.61c1.89,0.94,3.76,1.53,5.45,1.74c1.68,0.21,3.62,0.09,5.67-0.36 c8.66-1.9,19.33-9.84,21.23-25.25C59.8,67.53,49.66,57.12,37.51,55.63z" style="fill:#E0BB95;"/>
</g>
<path id="nose_178_" d="M36.63,94.22c-0.07-0.04-0.14-0.07-0.22-0.08l-4.94-0.61 c-0.08,0-0.15,0.01-0.23,0.03c-0.47,0.13-0.77,0.56-0.62,1.08c0.15,0.52,0.96,2.03,2.94,2.27c1.98,0.24,3.13-1.02,3.41-1.49 C37.25,94.95,37.06,94.46,36.63,94.22z" style="fill:#C48E6A;"/>
<g id="eyebrows_179_">
<path d="M29.03,80.21c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C29.14,81.06,29.27,80.63,29.03,80.21z" style="fill:#AB872F;"/>
<path d="M52.23,83.06c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C52.35,83.91,52.48,83.48,52.23,83.06z" style="fill:#AB872F;"/>
</g>
<g id="eyes_176_">
<ellipse cx="46.34" cy="88.83" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -47.4729 123.9972)"/>
<ellipse cx="23.13" cy="85.98" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -65.0243 98.4599)"/>
</g>
<path id="mouth_104_" d="M39.11,100.32c-2.39,1.05-9.67,0.15-11.73-1.44c-1.18-0.92-2.63,0.08-2.24,1.31 c0.38,1.2,4.03,4.34,7.47,4.76c3.44,0.42,7.69-1.74,8.35-2.82C41.63,101.04,40.48,99.72,39.11,100.32z" style="fill:#6D4C41;"/>
</g>
<g id="hair_1_">
<path id="hair_2_" d="M36.22,47.55C10.37,45.29,5.49,74.36,5.43,74.62c-0.67,4.18-1.32,11.4-1.18,19.21 l7.24,0.51c-0.22-3.96,2.88-19.14,9.42-19.61c16.27-1.19,23.71-8.59,23.71-8.59c1.7,5.36,8.36,11.2,10.74,13.41 c1.95,1.81,0.84,11.69,0.47,14.4h5.66c0.04-0.36,0.08-0.72,0.12-1.09c0.43-4.18,0.26-13.37,0.22-18.69 C61.7,59.06,51.26,48.86,36.22,47.55z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="33.6622" cy="88.578" gradientTransform="matrix(0.9988 0.0497 -0.0666 1.3393 5.9395 -31.7222)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M61.82,74.15c-0.12-15.09-10.56-25.29-25.6-26.61 C10.37,45.29,5.49,74.36,5.43,74.62c-1.34,8.35-2.6,28.87,2.4,41.97c5.33-4.24,13.28-5.94,19.25-5.48h3.76h3.76 c6.52-0.5,15.39,1.57,20.64,6.71c2.12-4.59,5.14-13.29,6.35-24.98C62.04,88.67,61.86,79.47,61.82,74.15z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#009E89"/>
<stop offset="1" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#C48E6A;"/>
<g id="face_121_">
<g id="ears_152_">
<path d="M112,79.66l-5.18,0.64l-28.03,3.44l-5.18,0.64c-4.14,0.51-7.08,4.53-6.54,8.94 c0.54,4.41,4.37,7.6,8.51,7.09l5.18-0.64l28.03-3.44l5.18-0.64c4.14-0.51,7.08-4.53,6.54-8.94 C119.97,82.35,116.14,79.16,112,79.66z" style="fill:#C48E6A;"/>
</g>
<g id="head_344_">
<path d="M89.33,53.67L89.33,53.67L89.33,53.67c-12.22,1.5-21.94,15.96-19.63,34.77 c2.3,18.71,15.09,26.52,26.97,25.07c11.88-1.46,22.4-12.14,20.11-30.85C114.47,63.85,101.55,52.17,89.33,53.67z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_174_">
<path d="M74.86,84.31c1.85-3.44,7.08-4.19,10.05-1.82c0.51,0.41,1.07,0.96,0.81,1.68 c-0.29,0.8-1.08,0.77-1.75,0.59c-1.79-0.48-3.59-0.57-5.38,0.03c-0.77,0.26-1.41,0.67-2.13,1.03 C75.49,86.3,74.33,85.37,74.86,84.31z" style="fill:#AB872F;"/>
<path d="M107.69,82c-1.65-0.49-3.28-0.69-4.99-0.28c-0.77,0.19-1.52,0.49-2.22,0.87 c-0.55,0.3-1.14,0.75-1.79,0.42c-1.86-0.97,0.95-3.28,1.8-3.78c1.84-1.08,4.16-1.28,6.15-0.53c0.79,0.3,1.67,0.76,2.2,1.44 C109.51,80.98,108.83,82.3,107.69,82z" style="fill:#AB872F;"/>
</g>
<g id="eyes_171_">
<ellipse cx="80.86" cy="89.34" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2849 10.5202)"/>
<ellipse cx="104.22" cy="86.47" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.7613 13.3453)"/>
</g>
<path id="nose_173_" d="M96.04,94.06c-0.08-0.02-0.16-0.03-0.23-0.03l-4.97,0.61 c-0.07,0.02-0.15,0.05-0.22,0.09c-0.43,0.24-0.62,0.73-0.34,1.21c0.27,0.47,1.43,1.74,3.43,1.5c1.99-0.24,2.81-1.76,2.96-2.28 C96.82,94.63,96.52,94.19,96.04,94.06z" style="fill:#C48E6A;"/>
<path id="mouth_99_" d="M99.94,99.35c-2.07,1.61-9.41,2.51-11.81,1.45c-1.38-0.61-2.55,0.72-1.87,1.83 c0.66,1.08,4.99,3.25,8.45,2.83c3.46-0.42,7.08-3.57,7.47-4.78C102.57,99.44,101.13,98.43,99.94,99.35z" style="fill:#6D4C41;"/>
</g>
<g id="hair">
<path id="hair_588_" d="M88.81,49.43L88.81,49.43c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C56.9,53.53,67.91,89.17,67.91,89.17s1.89,3.58,2.75,5.16c0.12,0.23,0.47,0.16,0.49-0.1c0.31-3.13,0.44-14.24,1.27-17.67 c0.49-2.03,2.36-3.39,4.44-3.28c5.19,0.28,13.86-0.41,13.88-0.42c5.5-0.67,11.38-1.99,14.44-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.63,3.12,5.39,13.57,6.46,16.57c0.09,0.25,0.44,0.23,0.5-0.03l1.43-5.64C118.68,82.93,120.74,45.69,88.81,49.43z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="117.7891" cy="8.9382" gradientTransform="matrix(0.9925 -0.1219 0.1375 1.1198 -25.6297 84.0271)" gradientUnits="userSpaceOnUse" r="26.9515">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M118.68,82.93c0,0,2.06-37.25-29.87-33.5l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5,0.06-0.98,0.13-1.46,0.21c-0.95,0.16-1.85,0.34-2.72,0.56 c-0.01,0-0.02,0-0.03,0.01c-0.06,0.02-0.12,0.03-0.18,0.05c-26.45,6.68-16.49,38.91-16.49,38.91l2.75,5.13 c0.12,0.23,0.46,0.16,0.49-0.1c0.31-3.16,0.44-14.22,1.27-17.65c0.49-2.03,2.36-3.4,4.44-3.28c3.2,0.18,8.26,0.27,13.76-0.4 c0.02,0,1.03-0.01,1.05-0.01c0.02,0,0.04,0,0.06-0.01c5.5-0.67,10.39-1.99,13.45-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.64,3.14,5.42,13.66,6.47,16.61c0.09,0.24,0.43,0.23,0.5-0.02C117.7,86.88,118.68,82.93,118.68,82.93z" style="fill:url(#hairHighlights_3_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a flat vector illustration of a fish icon, encapsulated within a white circle with a black dot. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512.001 512.001" style="enable-background:new 0 0 512.001 512.001;" xml:space="preserve">
<circle style="fill:#F2F2F2;" cx="256.001" cy="256.001" r="256.001"/>
<circle style="fill:#E6E6E6;" cx="256.001" cy="256.001" r="165.322"/>
<g>
<path style="fill:#F4C67D;" d="M418.59,93.411h-44.004c-98.768,0-178.835,80.068-178.835,178.835v44.004h44.004
c98.768,0,178.835-80.068,178.835-178.835V93.411z"/>
<path style="fill:#F4C67D;" d="M275.992,123.036c0,0-74.947-0.308-122.49,47.234c0,0,39.464,4.753,59.653,24.941"/>
</g>
<g>
<path style="fill:#E0B16E;" d="M406.385,93.411h-31.798c-98.767,0-178.835,80.068-178.835,178.835v44.004h31.798v-44.004
C227.551,173.479,307.617,93.411,406.385,93.411z"/>
<path style="fill:#E0B16E;" d="M203.245,308.754v44.006c0,34.311-9.657,66.355-26.422,93.571l-0.001-0.005
c-9.218-57.139-54.016-101.94-111.154-111.162l0,0c27.216-16.752,59.26-26.409,93.571-26.409H203.245z"/>
</g>
<circle style="fill:#4D4D4D;" cx="332.35" cy="154.16" r="14.857"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a multicolored bar chart displayed on a cell phone screen, symbolizing a mobile app for business analytics. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 262.727 262.727" style="enable-background:new 0 0 262.727 262.727;" xml:space="preserve">
<g>
<g>
<g id="XMLID_18_">
<g>
<rect x="204.927" y="37.391" style="fill:#FEDE94;" width="30.822" height="208.996"/>
<rect x="126.75" y="89.68" style="fill:#AAE1E9;" width="30.854" height="156.707"/>
<rect x="46.298" y="137.387" style="fill:#F47C6D;" width="30.822" height="109"/>
<path style="fill:#2D213F;" d="M252.025,246.418v8.106c0,4.486-3.62,8.138-8.138,8.138h-47.131
c-4.486,0-8.138-3.653-8.138-8.138v-8.106L252.025,246.418L252.025,246.418z"/>
<path style="fill:#2D213F;" d="M204.927,246.386h30.822V37.391h-30.822V246.386z M252.025,246.418h-63.407V29.252
c0-4.518,3.653-8.138,8.138-8.138h47.131c4.518,0,8.138,3.621,8.138,8.138V246.418z"/>
<path style="fill:#2D213F;" d="M262.727,254.557c0,4.518-3.653,8.17-8.138,8.17h-10.701v-0.064c4.518,0,8.138-3.653,8.138-8.138
v-8.106h2.563C259.074,246.418,262.727,250.071,262.727,254.557z"/>
<path style="fill:#2D213F;" d="M173.88,246.418v8.106c0,4.486-3.653,8.138-8.138,8.138h-47.131
c-4.486,0-8.138-3.653-8.138-8.138v-8.106L173.88,246.418L173.88,246.418z"/>
<path style="fill:#2D213F;" d="M173.88,246.418h-63.407V81.541c0-4.486,3.653-8.138,8.138-8.138h47.131
c4.486,0,8.138,3.653,8.138,8.138V246.418z M126.75,246.386h30.854V89.68H126.75V246.386z"/>
<path style="fill:#2D213F;" d="M188.619,254.525c0,4.486,3.653,8.138,8.138,8.138h47.131v0.064h-78.145v-0.064
c4.486,0,8.138-3.653,8.138-8.138v-8.106h14.738L188.619,254.525L188.619,254.525z"/>
<path style="fill:#2D213F;" d="M93.428,246.418v8.106c0,4.486-3.653,8.138-8.138,8.138H38.159c-4.518,0-8.138-3.653-8.138-8.138
v-8.106L93.428,246.418L93.428,246.418z"/>
<path style="fill:#2D213F;" d="M93.428,246.418H30.021v-117.17c0-4.518,3.621-8.138,8.138-8.138H85.29
c4.486,0,8.138,3.621,8.138,8.138V246.418z M46.298,246.386H77.12v-109H46.298V246.386z"/>
<path style="fill:#2D213F;" d="M118.612,262.663h47.131v0.064H85.29v-0.064c4.486,0,8.138-3.653,8.138-8.138v-8.106h17.045
v8.106C110.473,259.01,114.126,262.663,118.612,262.663z"/>
<path style="fill:#2D213F;" d="M38.159,262.663H85.29v0.064H8.138c-4.486,0-8.138-3.653-8.138-8.17V8.138
C0,3.621,3.653,0,8.138,0c4.518,0,8.17,3.621,8.17,8.138v238.28h13.713v8.106C30.021,259.01,33.642,262.663,38.159,262.663z"/>
</g>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a blue and white Facebook logo, likely featuring the iconic "f" symbol associated with the social media platform. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512.001 512.001" style="enable-background:new 0 0 512.001 512.001;" xml:space="preserve">
<circle style="fill:#1D81CE;" cx="256.001" cy="256" r="247.916"/>
<path style="fill:#126DB1;" d="M256.001,8.084c-10.96,0-21.752,0.72-32.337,2.099C345.304,26.029,439.243,130.04,439.243,256
s-93.939,229.971-215.579,245.817c10.585,1.379,21.377,2.099,32.337,2.099c136.921,0,247.916-110.996,247.916-247.916
S392.921,8.084,256.001,8.084z"/>
<path style="fill:#FCFCFC;" d="M169.769,256.089v10.785H94.316v75.501h75.453v146.358c23.658,8.784,49.019,14.05,75.453,15.182
v-161.54H363.79v-75.501H245.222v-10.785c0-41.698,33.781-64.715,75.453-64.715h43.116v-75.501h-43.116
C243.285,115.874,169.769,178.65,169.769,256.089z"/>
<path d="M437.02,74.981C388.668,26.628,324.38,0,256.001,0C188.021,0,123.05,26.912,74.981,74.981
C26.629,123.333,0.001,187.62,0.001,256c0,53.306,16.227,104.399,46.926,147.757c30.02,42.398,71.526,74.321,120.03,92.318
c3.258,1.209,7.025,0.223,9.267-2.703c1.111-1.452,1.63-3.274,1.63-5.102V342.232c0-4.465-3.62-8.084-8.084-8.084h-67.368v-59.284
h67.368c4.465,0,8.084-3.62,8.084-8.084V256c0-70.34,66.739-132.042,142.821-132.042h35.032v59.284h-35.032
c-22.814,0-43.559,6.567-58.413,18.489c-16.436,13.192-25.124,31.958-25.124,54.269v10.779c0,4.465,3.62,8.084,8.084,8.084h31.872
c4.465,0,8.084-3.62,8.084-8.084l0,0c0-4.465-3.62-8.084-8.084-8.084h-23.788V256c0-41.768,36.291-56.589,67.368-56.589h43.116
c4.465,0,8.084-3.62,8.084-8.084v-75.453c0-4.465-3.62-8.084-8.084-8.084h-43.116c-39.518,0-79.573,15.72-109.895,43.129
c-31.659,28.619-49.095,65.937-49.095,105.082v2.695H94.316c-4.465,0-8.084,3.62-8.084,8.084v75.453c0,4.465,3.62,8.084,8.084,8.084
h67.368v126.248C74.182,439.076,16.169,351.887,16.169,256c0-132.244,107.588-239.832,239.83-239.832
c132.098,0,239.833,107.734,239.833,239.833c0,132.243-107.588,239.83-239.832,239.83c-0.885,0-1.782-0.005-2.695-0.017V350.316
H363.79c4.465,0,8.084-3.62,8.084-8.084v-75.453c0-4.465-3.62-8.084-8.084-8.084h-47.317c-4.465,0-8.084,3.62-8.084,8.084l0,0
c0,4.465,3.62,8.084,8.084,8.084h39.233v59.284H245.222c-4.465,0-8.084,3.62-8.084,8.084v161.437c0,4.325,3.408,7.891,7.729,8.077
c4.005,0.171,7.648,0.255,11.135,0.255c68.379,0,132.667-26.628,181.019-74.98c48.069-48.07,74.981-113.04,74.981-181.021
C512.001,187.62,485.372,123.333,437.02,74.981z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a smooth green square with rounded corners. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#1a8327" d="M0 1V0h90L56 2 45 9q-3-4-6 0-8-5-16-5-7-6-15-1-5-3-8-2"/><path fill="#1a8526" d="M90 0h6v5h-2v4q-3 0-4 3-6-3-9 2-16-2-33-1H16q-4 2-6 6v49L8 34q-3-4-6-1l1 5q-1-2-3-2V1q3-1 8 2 8-5 15 1 8 0 16 5 3-4 6 0l11-7z"/><path fill="#34a133" d="M48 13q17-1 33 1 6 6 5 16l-8-1-5-4-1 2q-3-3-7-3-4-1-7 2-4-1 0-3l-4-6-8-2-3 3q-1-1 1-3l-8-1z"/><path fill="#2e9e30" d="m48 13-12 1 8 1q-2 2-1 3l3-3 8 2 4 6q-4 2 0 3 3-3 7-2 4 0 7 3l1-2 5 4 8 1-1 20-1 1-6 3-4 2-7 3q1-4 4-6l-2-1q0-3 2 0l2-2-4-2v-9l-4-7q-3 4-6 1-4 1-4-2l-1 4q0-5-3-2-1-4-2 0-2-5-5-2-3-1 0-2l-8-3h-6q-2 3-5 2l-3 1q-6 0-10 3l-2 3V19q2-4 6-6z"/><path fill="#218d29" d="M96 5v40q-4 1-7 4l-4 1 1-20q1-10-5-16 3-5 9-2 1-3 4-3V5z"/><path fill="#2c9b2e" d="M69 39q-4 1-6-1l-2 2-5-4-2 2-17-10-17 7q0 4-3 7l1 1q-7 6-4 15l-3 7v5l-1-2V35l2-3 24-6 8 3q-3 1 0 2 3-3 5 2 1-4 2 0 3-3 3 2l1-4q0 3 4 2 3 3 6-1z"/><path fill="#28982d" d="M69 39v9l4 2-2 2q-2-3-2 0l2 1q-3 2-4 6v12l3 10-2 2q-4-6-9-7-6-2-2-6l-1-5 1-6-1 1-14-12-11 3q-5 8-7 15 3 4 0 10h-6l-3-2v1q-4-2-4-5v-5l3-7q-3-9 4-15l-1-1q3-3 3-7l17-7 17 10 2-2 5 4 2-2q2 2 6 1"/><path fill="#1a8126" d="m10 68 1 2q0 3 4 5l1 2-1 2-2-1-3 5q-4-1-6-6l1-7-2-4-1-33q3-3 6 1z"/><path fill="#1a8123" d="M0 36q2 0 3 2v28l2 4-1 7q2 5 6 6-3 3 0 7l-2 2q-1 3 2 4H0z"/><path fill="#80c94c" d="M96 45v26l-8-12q-3-6 1-10 3-3 7-4"/><path fill="#23932a" d="m59 76-12 2-25 1-6-2-1-2v-1l3 2h6q3-6 0-10 2-7 7-15l11-3 14 12 1-1-1 6 1 5q-4 4 2 6"/><path fill="#66be45" d="M78 54q-3 9 0 20-1 9-10 13v7q-4-6 0-11l2-2 4-9-2-6q-1-6 2-10z"/><path fill="#79c549" d="M89 49q-4 4-1 10l8 12v8q-7-6-10-13-3 1 0-2-3-6-2-13l1-1z"/><path fill="#70c046" d="M84 51q-1 7 2 13-3 3 0 2 3 7 10 13v17H68v-9q9-4 10-13-3-11 0-20z"/><path fill="#5cb941" d="M74 56q-3 4-2 10l2 6-4 9-3-10V59z"/><path fill="#26912c" d="M59 76q5 1 9 7-4 5 0 11v2h-8l-1-2h4q0-7 3-12-1-2-3 0-10-3-20-2l-21-1z"/><path fill="#1d8626" d="m16 77 6 2 21 1-7 1 4 2q-4 2 0 3l-4 2q3 2-1 2v4h-3l3 2H10q-3-1-2-4l2-2q-3-4 0-7l3-5 2 1z"/><path fill="#208b28" d="M43 80q10-1 20 2 2-2 3 0-3 5-3 12h-4l1 2H35l-3-2h3v-4q4 0 1-2l4-2q-4-1 0-3l-4-2z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f469_1f3fc.png"
} | Generate code for a svg of a couple with heart: woman, woman, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_8_">
<path id="hair_9_" d="M5.43,74.62c0.06-0.26,4.95-29.34,30.8-27.08c15.04,1.31,25.48,11.52,25.6,26.61 c0.04,5.32,0.22,14.51-0.22,18.69c-1.83,17.58-7.74,28.43-8.53,28.63c-4.16,1.02-41.34,3.35-44.09-2.23 C2.65,106.44,3.99,83.56,5.43,74.62z" style="fill:#AB872F;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1210.7977" x2="1210.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#530EEB"/>
<stop offset="1" style="stop-color:#651FFF"/>
</linearGradient>
<path d="M27.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H30.85H2.61 C5.52,114.36,18.39,110.45,27.08,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_2_" d="M30.61,117.83L30.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C37.41,114.79,34.36,117.83,30.61,117.83z" style="fill:#C48E6A;"/>
<g id="face_1_">
<g id="head_1_">
<path d="M37.51,55.63L37.51,55.63L37.51,55.63C25.36,54.14,13,61.79,10.64,80.95 c-1.89,15.39,6.52,25.66,14.46,29.61c1.89,0.94,3.76,1.53,5.45,1.74c1.68,0.21,3.62,0.09,5.67-0.36 c8.66-1.9,19.33-9.84,21.23-25.25C59.8,67.53,49.66,57.12,37.51,55.63z" style="fill:#E0BB95;"/>
</g>
<path id="nose_1_" d="M36.63,94.22c-0.07-0.04-0.14-0.07-0.22-0.08l-4.94-0.61c-0.08,0-0.15,0.01-0.23,0.03 c-0.47,0.13-0.77,0.56-0.62,1.08c0.15,0.52,0.96,2.03,2.94,2.27c1.98,0.24,3.13-1.02,3.41-1.49 C37.25,94.95,37.06,94.46,36.63,94.22z" style="fill:#C48E6A;"/>
<g id="eyebrows_1_">
<path d="M29.03,80.21c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C29.14,81.06,29.27,80.63,29.03,80.21z" style="fill:#AB872F;"/>
<path d="M52.23,83.06c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C52.35,83.91,52.48,83.48,52.23,83.06z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="46.34" cy="88.83" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -47.4729 123.9972)"/>
<ellipse cx="23.13" cy="85.98" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -65.0243 98.4599)"/>
</g>
<path id="mouth_1_" d="M39.11,100.32c-2.39,1.05-9.67,0.15-11.73-1.44c-1.18-0.92-2.63,0.08-2.24,1.31 c0.38,1.2,4.03,4.34,7.47,4.76c3.44,0.42,7.69-1.74,8.35-2.82C41.63,101.04,40.48,99.72,39.11,100.32z" style="fill:#6D4C41;"/>
</g>
<path id="hair_7_" d="M36.22,47.55C10.37,45.29,5.49,74.36,5.43,74.62c-0.67,4.18-1.32,11.4-1.18,19.21 l7.24,0.51c-0.22-3.96,2.88-19.14,9.42-19.61c16.27-1.19,23.71-8.59,23.71-8.59c1.7,5.36,8.36,11.2,10.74,13.41 c1.95,1.81,0.84,11.69,0.47,14.4h5.66c0.04-0.36,0.08-0.72,0.12-1.09c0.43-4.18,0.26-13.37,0.22-18.69 C61.7,59.06,51.26,48.86,36.22,47.55z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="33.6622" cy="88.578" gradientTransform="matrix(0.9988 0.0497 -0.0666 1.3393 5.9395 -31.7222)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M61.82,74.15c-0.12-15.09-10.56-25.29-25.6-26.61 C10.37,45.29,5.49,74.36,5.43,74.62c-1.34,8.35-2.6,28.87,2.4,41.97c5.33-4.24,13.28-5.94,19.25-5.48h3.76h3.76 c6.52-0.5,15.39,1.57,20.64,6.71c2.12-4.59,5.14-13.29,6.35-24.98C62.04,88.67,61.86,79.47,61.82,74.15z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g>
<g id="hair_2_">
<path id="hair_3_" d="M122.57,74.62c-0.06-0.26-4.95-29.34-30.8-27.08c-15.04,1.31-25.48,11.52-25.6,26.61 c-0.04,5.32-0.22,14.51,0.22,18.69c1.83,17.58,7.74,28.43,8.53,28.63c4.16,1.02,41.34,3.35,44.09-2.23 C125.35,106.44,124.01,83.56,122.57,74.62z" style="fill:#AB872F;"/>
</g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#9900E6"/>
<stop offset="1" style="stop-color:#AA00FF"/>
</linearGradient>
<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#C48E6A;"/>
<g id="face_125_">
<g id="head_349_">
<path d="M90.49,55.63L90.49,55.63L90.49,55.63c12.15-1.49,24.51,6.16,26.86,25.32 c1.89,15.39-6.52,25.66-14.46,29.61c-1.89,0.94-3.76,1.53-5.45,1.74c-1.68,0.21-3.62,0.09-5.67-0.36 c-8.66-1.9-19.33-9.84-21.23-25.25C68.2,67.53,78.34,57.12,90.49,55.63z" style="fill:#E0BB95;"/>
</g>
<path id="nose_177_" d="M91.37,94.22c0.07-0.04,0.14-0.07,0.22-0.08l4.94-0.61c0.08,0,0.15,0.01,0.23,0.03 c0.47,0.13,0.77,0.56,0.62,1.08c-0.15,0.52-0.96,2.03-2.94,2.27c-1.98,0.24-3.13-1.02-3.41-1.49 C90.75,94.95,90.94,94.46,91.37,94.22z" style="fill:#C48E6A;"/>
<g id="eyebrows_178_">
<path d="M98.97,80.21c0.55-0.95,1.91-2.4,4.85-2.76s4.61,0.71,5.37,1.5c0.34,0.35,0.32,0.8,0.15,1.09 c-0.16,0.27-0.68,0.57-1.31,0.44c-0.63-0.13-1.89-0.6-3.88-0.37c-1.99,0.26-3.1,1.02-3.68,1.3c-0.58,0.28-1.16,0.12-1.38-0.11 C98.86,81.06,98.73,80.63,98.97,80.21z" style="fill:#AB872F;"/>
<path d="M75.77,83.06c0.55-0.95,1.91-2.4,4.85-2.76s4.61,0.71,5.37,1.5c0.34,0.35,0.32,0.8,0.15,1.09 c-0.16,0.27-0.68,0.57-1.31,0.44c-0.63-0.13-1.89-0.6-3.88-0.37c-1.99,0.26-3.1,1.02-3.68,1.3c-0.58,0.28-1.16,0.12-1.38-0.11 C75.65,83.91,75.52,83.48,75.77,83.06z" style="fill:#AB872F;"/>
</g>
<g id="eyes_175_">
<ellipse cx="81.66" cy="88.83" rx="3.46" ry="3.59" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2167 10.6139)"/>
<ellipse cx="104.87" cy="85.98" rx="3.46" ry="3.59" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.6964 13.421)"/>
</g>
<path id="mouth_103_" d="M88.89,100.32c2.39,1.05,9.67,0.15,11.73-1.44c1.18-0.92,2.63,0.08,2.24,1.31 c-0.38,1.2-4.03,4.34-7.47,4.76c-3.44,0.42-7.69-1.74-8.35-2.82C86.37,101.04,87.52,99.72,88.89,100.32z" style="fill:#6D4C41;"/>
</g>
<g id="hair_1_">
<path id="hair" d="M123.74,94.36c0.18-8.02-0.48-15.47-1.17-19.74c-0.06-0.26-4.95-29.34-30.8-27.08 c-15.04,1.31-25.48,11.52-25.6,26.61c-0.04,5.32-0.22,14.51,0.22,18.69c0.04,0.37,0.08,0.73,0.12,1.09h5.43 c-0.37-2.7-0.42-5.33-0.01-7.96c1.53-9.93,15.32-7.43,26.9-19.86c0,0,4.28,5.49,13.07,11.26c5.44,3.57,4.59,13,4.37,16.96 L123.74,94.36z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="1153.7797" cy="88.5548" gradientTransform="matrix(-0.9988 0.0497 0.0666 1.3393 1240.7985 -87.3355)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_4_" d="M66.18,74.13c0.12-15.09,10.56-25.29,25.6-26.61 c25.85-2.26,30.74,26.82,30.8,27.08c1.34,8.35,2.6,28.87-2.4,41.97c-5.33-4.24-13.28-5.94-19.25-5.48h-3.76h-3.76 c-6.52-0.5-15.39,1.57-20.64,6.71c-2.12-4.59-5.14-13.29-6.35-24.98C65.96,88.65,66.14,79.45,66.18,74.13z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white vector illustration of a fork with a handle:I'm drawn to create a visually appealing and detailed illustration of a fork. The key to this is to capture the curve and shape of the fork, emphasizing its unique and interesting design. I'm interested in the interplay of lines, shapes, and color to create a sense of depth and realism. The handle is crucial for the overall aesthetic, and I want to ensure it's easily recognizable and visually engaging. I'm aiming for a clean, modern look with a touch of whimsy. | {
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white vector illustration of a fork with a handle. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g transform="translate(1 1)">
<g>
<path d="M277.662,378.842c-1.328-1.07-3.059-1.698-5.071-1.793c-2.926-0.884-5.952-1.546-9.057-1.98V7.533
C263.533,2.413,260.12-1,255-1c-5.12,0-8.533,3.413-8.533,8.533v367.536c-3.105,0.434-6.131,1.096-9.057,1.98
c-2.012,0.095-3.742,0.723-5.071,1.793c-21.859,8.83-37.072,30.126-37.072,55.358v68.267c0,5.12,3.413,8.533,8.533,8.533
s8.533-3.413,8.533-8.533V434.2c0-14.218,6.649-26.621,17.067-34.336v102.603c0,5.12,3.413,8.533,8.533,8.533
s8.533-3.413,8.533-8.533V392.359c2.751-0.54,5.603-0.825,8.533-0.825c2.93,0,5.782,0.286,8.533,0.825v110.108
c0,5.12,3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533V399.864c10.418,7.715,17.067,20.118,17.067,34.336v68.267
c0,5.12,3.413,8.533,8.533,8.533s8.533-3.413,8.533-8.533V434.2C314.733,408.968,299.52,387.672,277.662,378.842z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red and orange triangle splitting a blue square. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#d0372c" d="M0 0h55l3 1-2 3q3 0 3 5h10q2-4 6-6 0 2 4 5 1-2 4-1-3 6 2 12l5-5 2 9-2 4q1 4-2 1l-3 2-25 2v2L47 15q-3 2-4 6v-3q-6-1-3-7l-7-4 1 1-13 14-5 12q-7 4-4 12l-4 2v-9l-6-7v-8q2-3 6-3l-6-8L1 3 0 2z"/><path fill="#cf382d" d="M55 0h41v96H0V2l1 1 1 10 6 8q-4 0-6 3v8l1 4 5 3v9l4-2q-3-8 4-12l5-12L34 8l-1-1 7 4q-3 6 3 7v3L26 47q-2 2-1 6l-3-7-3 3q2 5 1 9l-2 1-7-4-4 4 1 23 4 4 1-1q3 0 5 4l3-2h4q-3-1 0-2-5-2 1-1 2 0 3 2l3-3q-6-3 0-4v2l7 2-1-7 5 4q-3 0 0 2l5 3 1-2 3-4 5-12 26 2V32H60l25-2 3-2q3 3 2-1l2-4-2-9-5 5q-5-6-2-12-3-1-4 1-4-3-4-5-4 2-6 6H59q0-5-3-5l2-3z"/><path fill="#2e689b" d="M60 32h23v37l-26-2 13-19-10-14z"/><path fill="#d6241a" d="m60 34 10 14-13 19-5 12-3 4Q33 67 26 47l21-32z"/><path fill="#fa690e" d="m50 36 2 1 6 9H43z"/><path fill="#d1382d" d="M26 47q7 20 23 36l-1 2-5-3q-3-2 0-2l-5-4 1 7-7-2v-2q-6 1 0 4l-3 3q-1-2-3-2-6-1-1 1-3 1 0 2h-4l-3 2q-2-4-5-4l-1 1-4-4-1-23 4-4 7 4 2-1q1-4-1-9l3-3 3 7q-1-4 1-6"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up blue and grey shield:My primary focus is on capturing the subtle nuances of light and shadow, creating a sense of depth and realism. I aim to achieve a soft, almost ethereal quality, emphasizing the texture and form of the shield. The color palette is primarily shades of blue and grey, with a subtle hint of white to provide a contrast and enhance the overall sense of depth. The focus is on capturing the interplay of light and shadow, creating a visually captivating and evocative image. | {
"bytes": "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",
"path": "90540c7358ff5e126816f3c6b208de1cf654b199f94eab5dfcdbdcdb2a3ca0b4.png"
} | Generate code for a svg of a a close up of a blue and grey shield with a white background | <svg
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
version="1.1"
width="200"
height="240"
id="svg3273">
<defs
id="defs3275" />
<g
transform="translate(-28.568949,-373.08037)"
id="layer1">
<path
d="m 28.573868,373.08816 c 0,0 99.997532,0 99.997532,0 0,0 99.99755,0 99.99755,0 l 0,29.99902 c 0,157.48536 -99.99755,209.99319 -99.99755,209.99319 0,0 -99.997532,-52.50783 -99.997532,-209.99319 l 0,-29.99902 z"
id="path3215"
style="fill:#59a0e0;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:3;marker:none;visibility:visible;display:block" />
<path
d="M 128.56737,449.60914 96.224418,587.41716 c 17.914042,18.05733 32.342952,25.65542 32.342952,25.65542 0,0 14.46734,-7.57812 32.37419,-25.62417 L 128.56737,449.60914 z"
id="path3217"
style="fill:#b3b3b3;stroke:none" />
<path
d="m 28.569838,373.08037 0,29.99903 c 0,0.53627 -0.002,1.05986 0,1.59369 l 99.997532,44.93605 -62.779702,-76.52877 -37.21783,0 z"
id="use3219"
style="fill:#b3b3b3;stroke:none" />
<path
d="m 191.34706,373.08037 -62.77969,76.52877 99.99752,-44.93605 c 0.002,-0.53383 0,-1.05742 0,-1.59369 l 0,-29.99903 -37.21783,0 z"
id="use3221"
style="fill:#b3b3b3;stroke:none" />
</g>
</svg> |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAphUlEQVR4nO2dd1gT2dfHbwokICWQ0LGCNAsgYkFFcUXBiqjYkaLgomLFuooFFV2xoQIqYi+IrqzSbWtBEaUt0i0gVUAiRQJJ4P0DX9cfhJBMD+bz7LOPzGTOPeg3d2buPYXU2toKpAiFw+EUF5cUF5eWlJTV1NSw2V/Z7K81Neyampq6urqWlta6unoAAJfLbWxsBADIycnJyMgAABQVFchkkqKioqqqCoPBYDCUGQxlVVUVbW0tXV0dXV0dOp2G8+9GeEhSgbajsrIqLy8/JycvNze/sLCouLi0uvoLSmMxmUxdXa0+fXobGOgbGRkYGPRXU2OhNJaEIhUoqK2tS0vLSE1NT0vLyMnJq6lh4+iMqqqKkZGBmdlgc3NTM7PBiooKODpDBH5RgdbW1j5/nvTy5auUlPR37963tLTg7ZEAyGSyvn4/Cwvz4cOHWlmNUFJSxNsjHPi1BFpQ8O7Ro6cvXiS9evWGx+Ph7Y4YUChkIyNDK6vh48ZZm5sPJpPJeHuEEb+EQAsK3kVGRkVGRn3+XIm3LwigoaE+ceJvdna2Q4aYkkgkvN1Bl+4s0IyMzOjouLi4+2VlFXj7ggpaWpp2drZTpkwaONAEb1/QohsKtK6uPiYm/tq1m9nZuXj7ghF6en0dHKbNmTOTwVDG2xeE6VYCff06NTz8Vlzc/aamZrx9wQE6nWZnZ+vk5DhkiBneviBGdxBoS0vLP/88Cw4OTU//F29fCIGJiZGz84Jp0+wpFArevsBFsgXa0NBw61bk+fNXSkvL8PaFcOjoaM+bN3vu3FkSvT4lqQJtaGi4ePFaWNil2to6vH0hNMrKym5uixYvni8vL4+3L1CQPIFyOJzw8NshIWHV1dV4+yIxMBjK7u5LFi+eR6fT8fZFPCRJoDwe7/r1iKCgUKk0oaGmxvr996Vz586SoGdTiRFoYmLS/v0B+fkFeDsi8fTt22fz5nVjx47G2xGRkACBFhYWHTlyMjY2AW9HuhVWVsO3bvXR1++HtyNdQGiBcjhNp06dPnfukmTtm0sKMjIyS5cuWb58KY0mi7cvnUJcgb55k7Z9++737z/i7Ug3p1cv3d27t48YYYm3I4IhokDr6uqPHw+6cuUGMaPguh8kEmn69Mlbt25QVibcTinhBJqYmLRli29FxWe8Hfnl0NTU8PffTbSplEAC5fF4wcGhp06dkU6ceEEikRYtmufjs1pWlihPpUQR6Lt3H3x8tmVl5eDtiBTQv79+QMA+AwN9vB0BAABCBGbfuhU5a9YCqToJQn5+gZOT8507d/F2BADcZ9Dm5uY//zx26dI1HH2Q0hlOTo7bt29qS6HGCzwFWlHx2dvbRxojR2QGDjQ5fvxPbW0tvBzA7Rb/+nWqo+MCqToJTmZmlpOTc0pKGl4O4CPQ2NgEd/ff0SuIIAVBqqqqXVyW370bjcvoONziL1686u9/WLqWJFmQSKQVKzxWrvTEelwsBcrn83fv9r9x4xZmI0pBllmzZuzatY1KpWI2InYC5XCavL03PHnyHJvhpKCEjY310aMHMYsvwUigjY2NK1asS0xMwmAsKWhjaWkRHHy0R48eGIyFhUBra+s8Pb1TU9PRHkgKZgwaNODs2RMYBJegLtCaGra7u5d0l6j7MWCAcWjoKbRLRaAr0Lq6elfX5ZmZWegNIQVHjI0NL1wIUVJSQm8IFNdBORzO77+vlqqzG5Odnevh4f3t2zf0hkBrBuVwmjw9vZOSktEwTmT09PpGRd1qKwdeX99QV1fPZrMrK6sqK6vLysqLi0uKij4VFn7icrl4e4oYI0cOCw4+jtJ7PSoC5fF4Xl5rf80VpTaBCv8Mn88vLPyUnZ379m12Rsa/mZnZHA4HG/dQwsbG+sSJADSymVERqK/v3l92NV4UgbaDx+NlZmYlJSUnJr5KSUmT0Ml19mwHP78diJtFXqCnTp05fjwIWZsSBASB/kxDQ8OzZy8SEh49fvykvr4BQccwYP1672XLXJC1ibBAo6Pj16/fQpAofVyAKdAfNDU1P3ny/O+/7z1+/ExS5lQSiXTw4J5p0yYjaRNBMSUnp7i7ezU3/4q1OX+AlEB/8OVLTWRk1PXrEYWFRQiaRQkaTfb8+RBzc1OkDCIm0MrKKkfHBZWVVYhYk1wQF2gbra2tT58mnj9/JTHxJeLGkYXJZN6+fUVDQx0Ra8isg/J4vNWrN0rViR4kEsnaetS5c6du375qZ2dL5C4f1dXV3t4+SD2WIPN77t7tj2PQ9S+FiYnR0aMH/v77hq3teMK2+EhP/9ff/zAiphAQaGRkVHj4bfh2pIiOvr5eYOCh69cvWFiY4e2LYK5cuXH79t/w7cB9Bi0oeD979kIOpwm+K90DlJ5BhRATk3DgwOHycsK12qHT6bdvX+3Xrw8cI7Bm0ObmZh+fbVJ14ou9vW109C1X18VEK0vL4XA2bNgK82EUlkCPHDnx6/QiIjLy8vKbNq0ND79oaNgfb1/+h6ysnMDAYDgWoAs0MTHpwoWrcMaWgiwDBhhHRFxevtydQiHQO/7ZsxdevoQeMwTxN6mtrduyxVeamUk0ZGRk1qxZcfHiWRxLLbSjpaVly5YdkLdtIQr00KFj0gqJhMXCwuzOnWu//TYOb0e+U1ZWcfhwILRroQg0OfnNzZt/QRtPCjYoKSmdOBGwbt1Kgtzur1+PePMmDcKFYnvf3Nzs67v3Vw4HkRRIJJKHh1tQ0DFFRQW8fQEtLS1//LEbQg9VsQV64kSItG68BGFtPeratTAdHW28HQEfPnwMCQkV9yrxFurfv/84fbqTtOeGENTUWKtWLafRaDSarJKSEoOhzGSqslgsfG+1VVXVHh6rcM+tlZGRuXfvZu/evUS/RDyBenis+jUTOWBCoVC0tDR79+6lr9/XyMjAxMRYX18PY8nW1zf8/vua5OQ3WA7akQkTbE6cCBD982IINDExyc3td0heSWlPjx7yFhbmI0ZYjh5thVmxbYJUHwoNPTlq1EgRPyyqQPl8/owZ8woK3sFwTIpgtLW1Jk4cP3nypMGDB6I9VnNzs7e3z+PHT9EeSAj6+v0iI2+IuDErqkAvX77u53cQnmNSuqBPn96zZs1wdJzOZKqiN0pzc7OX19pnz16gN0SX7Ny5dd682aJ8UiSBNjY2TpgwXdpjGBtkZGSmTJnk4rLIyMgApSE4HI67uxe0hUlEUFNjJSTcpdNpXX5SpOf0K1fCperEDC6Xe+fOvZkz53t6emdkZKIxBJ1ODwo61r8/bo1mKiurRExM73oG/fbtm63tdGm5brz47bdx69d7w4yqFEhZWcW8eUvw2rJWVVVJSPi7yxqOXQv0F89zFwiFQu7Zs6e+fr+ePXW1tTXV1FgqKgwFBQU6nd7Wo62+vr65ufnr19ovX2rKyytKSko/fizMy3v39etXCMNRqdRFi+auXLlcQQHhkpxZWTkLFrjhVddElDz6LgRaX98wfvzk2to6JP2STJSUFC0tLYYNG2pqOtDIyFCU56eOlJSUZmS8TUlJS0pKzssrEOtadXW17ds32dqOhzCuEGJiEtat24zL3jWDofzoUbScnJyQz3Qh0LCwSwcOHEHaMUlCS0vTzs52/PixQ4aYIbu0Xl5e8fjx07i4+69evebzRQ1cnDx5oq/vFmQrxx46dOzs2QsIGhSdbdt8Fi+eL+QDwgTK5/MnTJhWVlaOgmNEh0aTtbefOGvWDAsLc7RzfD9/royMjIqIuCNiaQZNTY0///SztLRAygE+n+/ishyXTSYdHe34+Egha6LCBHrvXsyGDdvQcYy4sFhMZ+cFTk6OaNcObkdra+uzZy/Onbv44sWrLj9MoZBXr/ZatswVqczjz58rZ8yYW1PDRsSaWBw5csDe3razs8IE6uTkjNIyBzFRU2MtX+4+e/ZMzFpYCCQ9/d/AwGBRFtInTZrg779L+DOc6Dx8+I+X11pETInFwIEmERGXOzvbqUBfv05dtMgdNa+IBZ1OX7p0ydKlS+h0Ot6+fOfly+QDBw53mZM4cKBJUNBRNTUWIoNu374Hl1D0q1fPDRliJvBUp09X4eG/SoHPCRNsYmL+WrnSkzjqBACMGGEZEXFlx47NwsONMzOz5s93Raqu2ObN63BJZgoP7/RbIXgGra2ts7aeJOllf7uEyVT19d0yceJveDsijM+fK3fs8BMe3sFiMcPCghDZGXr6NHHZspXw7YgFnU578iROYDMGwTNoZOS9bq/OcePG/P13OMHVCQBQV1cLDj62e/cfQib4qqrqJUs88/PFW1gVyJgxVlOm2MG3IxYcTtO9e7ECTwmeQR0c5uXk5KHsFW5QKJS1a1e6uzsTtviWQPLzC1at8vn4sbCzD7BYzKtXz/Xq1RPmQFVV1XZ2DhjXdzY07B8ZeaPjcQEzaEZGZjdWp5KS4pkzgUuXLpEsdQIA+vfXv3nzkrX1qM4+UFVV7ebmVVUFN6yHxWKuWOEB04i45ObmC8xIESDQ6Og49P3BBx0d7evXL1hZjcDbEYgoKioEBR1bsMCpsw8UF5csX74a/uPZokXz4M/E4hIVJUB47QXa2toaF/cAE3+wpn9//evXz6MRFoQlFAp5x47N3t6d5t5kZmZt3uwLc29dRkZm3TqsX5Wio2M7ut1eoCkp6d1yb9PIyODixdNIrRfijpfXss2b13d2NjY2ITT0IswhJk2aMGCAMUwjYlFWVpGR8bbdwfYCjYmJx8of7NDX1wsLC1ZRYeDtCJK4uCz08Vnd2dkjR068fp0Kxz6JRFq1ajkcCxCIjW0vv/8RaGtra3x8d7u/a2trhYae7GbqbMPdfYmHh6vAU3w+38dna21tLRz748aNGTjQBI4FcYmNTWh3l/8fgWZl5Xz+XImlQ2ijqKhw+vRxpDpOEJC1a1dOnWov8FRZWcWePXDzHD093WBaEIuysorc3Pyfj/yPQHHPmEYWCoUcELBfX18Pb0dQhEQi7d3ra2oqOF/57t3oBw8ew7H/22/j+vTpDceCuLQTYXcWqLf370JWDZGFx+NVVHx+9+7D27fZ2dm5nz6VNDRgtNBNo8keO/anqqqKwLO7d/vDWXInk8nOzsICihHn6dPEn3/8byeptrZ25Mjf+Hw+lt6gx5gxViEhx9GLNa6vb0hOfpOamvH2bfb79+8rKio7lvNVUOjRq1dPQ0ODwYMHDBs2VE+vL0rOAACePXuxbNlKgatLrq6LN22CHkf37du3sWPt6urqYXgnBhQK5eXLRz9CZP4TaHR0/Lp1m7FxAm1UVVXu3g1nMpmIW66rq4+JiY+JiX/16o24X+a2CiIzZkw1NjZE3DEAgL9/wPnzVzoep1Kp9+7dhHOn3r3b/+rVcBiuiUdg4KEfqVf/TTAvX3YdyC0p7Nq1DXF1FhV92rlz35gxE3fs8Hvx4hWEW01padn581dmzpw/d65zTEwC4gXU16xZKXAbgsfjBQQch2N59mwHOJeLy89S/E+gKSnpWDqBHra245FNffz8uXLbtl329o7Xr0cgEuSVnp65du2m6dOdHj78B761H9DptN27twuMMbh//zGc5AgTEyMs+4f8LMXvAq2trXv//gNmHqAHnU7futUHKWstLS0XLly1s5t561Yk4k/nBQXvvbzWenisQnDrbuhQcweHaR2Pt7a2njx5Go7l6dORbLItnLy8/B+PvN8Fmpqa3j1adnh4uGppaSBiqqysfMkSj/37D3379g0RgwJ58uT59OlOsbEJSBlcv35Vjx7yAgeC09Rq8uRJmMV/8fktGRn/tv35P4FiMzaqqKurubktRsRUYmLSzJnzk5NTELEmnLq6+jVrNh04cFj07HghsFhMV1cBfwmtra3nz3eam9YlWlqaGFSH/MGPu/x3gaan/4vZ2Ojh6emOSF5RRMSdZctWstlQytRAJizssrf3BkT6Srq6LhKYMx0dHQ+nCBziRU2EkJqa0faH7wJtt78kiairq82Z4wDfzqVL17Zv34PLevCDB489Pb0bGxth2unRo4eLy6KOx7lc7q1bkZDNjhs3BoZT4pGT8/1phAwA+Py58suXGszGRgln5wVthbvgEB5+e9++Qzg22UlKSl6xYl1zs9jtWtqxYMEceXkBT6IREZGQfzt9/X6Y5Xx++VLTNtmTQbeYPuXk5JycZsI08vjx01279uHeAioxMWnLFrgRx0pKSg4OUzseLyr6BOdxbtQo7JIR2mTZTQQ6daqdwKRV0Skq+uTjsw2R1xT4REXFBQeL3VKoHQsWzBF4PDoaesjviBGWkK8Vl9zcAtAmUETSVfHF0XE6nMu5XO7atZsx224WhcDA4KQk6E2CAQD6+npmZoM7Ho+PfwB5eh46dAgcl8SirTwlFQDw4UOnmawSQe/evczNTeFYCAk59/ZtNlL+IEJLS8umTTvOnj1Jo0EpRNqGldXwtLSMdgfLyyuys3NNTIwgGNTQUNfR0S4pKYXskui0JVhTAQDFxSUYjIceQmqjicLHj4WnT4ch5QyClJdXTJ0qUisMcXny5Dk0gQIAzMwGYSPQNlmSGxsbJf0VHmZ1EH//w/DfmiWLxMQkyNdilklXVVXN4XDI2Hwb0ENdXQ1O9FpKShq+Xa1wISPjXy6XC+1aIyNUYgU70traWlpaTi4ulmyBWlkNh7NHfOrUGQSdkRQ4nCbIjWUxa9wIACgpKSWXlpZhNh4aDBs2FPK17959eP78JYLOSBD//ts+A11EWCwmshXyhVBSUkqW9AfQIUOgv79HRPyF+7I8XsBpzd2nD0ZVcb58qaHiUpYcKZSUFMVqPv4zLS0tnZX8IyBTpkzy9d2CoEEqlQr52p49e6anY1Ebns3+SmWz2RiMhBIGBvqQH0DT0jIqK6uQ9Qc9Xr58raioSJCKfJjtyNfUsMk1NZgGlSGLnl4/yNfi2+5XXKqrq/PzidILXVMTo0IYbDabLNEzKJxMRWyCkRGk454QXmBWg62mhk2uryfQBrS46OpqQ7uwpaWFaHubXZKZmYW3C99RVUWxnf3P1NbWkZuaJHgTBfJXuaSkDNVMIzQgTlajsrIiNgNxuVwy5B0FIgD5q1xUhEzfFiz59IkoIRMKCsI64yBIc7OEC1RJCeJXubwcnybpcKiqqiJIuKq8PDK97bpE4mdQyH9TkvhqyOe31NURoi86jYZRx7Pm5mbJFijk1ebGRonsAkWQ52Y4i/xiweU2o9toGm0gL1x3jyoVeEEmY7dfQJaRkcFsMMSBrDMJ/a3hRNcjCGZfbxkZWckWKORAYwWFHsh6ggEkEgnySyGyYPZYKCsr4QJtaID4TIbZUjOCMBjKBPnHwuwJXkZGhgy/2AGOQH4Zh7wFhSM9e+ri7cJ3MHtXk5WVIcvKEuJLCY2qqi/QLuzbtw9BIoNEp18/FCuIi0VtLUarXbKysmTMdgXQoLwcYmVNJSVFHR0Jm0QHDsS075sQMCurpqSkSFZREdwdQiKAs/snsKgBkRkyxAxvF74Dp0SeWKioMMgC6/RJCnDiJ7Cs4gIfVVUVIyMDvL34Dmbd3hgMZapE9wiEE8NrbT2KTCZLyor9iBGWyAZGUqlUgeXvRKG0FKN2wyoqDKpEz6AfPhRyOBxoRWvV1dXMzQe/eZOGtFOoEB0dD6foV0ccHafv27cT2rWYlaJhMBjkzjqUSQR8Pv/ff6GH8QrsN/CLALn0DcBQoCoqDDJmCVAo8eYN9KbTU6faEWRvBnsgtzHm8/mFhZ+QdaYzdHS0ybq6OtgMhhJw+o/JycnNmye4iGb3hkaThTyDfvxYhNlWp66uNllXV1vilqx/JiUlHc7GhqvrIkncl4fJ4MGDIO8gYlbumEQiaWtrk+l0ukQ/hjY3N8NJIFZRYSxd6oKcO5KBldVwyNdmZ0MvSSIWamosGk2WCgDQ0dGuroa4Z0gE4uLuw6nA6Oq6+K+/7hYWEjFLycLCDE6IXXX1F4ET3pgxVpBtZmRALOokLm1bfVQAQN++veE0csSdhw+fNDQ09OgB8U5No8n6+e1YssSDaGuiNjbWQUFH4Vjw9w/oKFB1dTXINT75fH5mJkYCbSt6QAYAYNknFA0aGxvj4h7AsWBpOWTp0iVI+YMIamosP78dcCzweLy7d2M6Hre1tYH81pGdnQs5xFFc2nbOuoNAAQDh4bdhWli92os4m59UKvXwYX8mE1bQ6v37jwQ+udnZTYRsE2ZfB7FoK0RKBgAYGEi8QNPSMmAW3qBQKMeOHRTYbx1jSCTSrl3bLC3h9tO4cuVGx4M6OtoWFmaQbb54AX1RT1z+E6iaGgvml5UIhIVB75TahrKycmjoKdx3LtauXTlr1gyYRjIzswQWn3J0nE4mQ8yU5HCaXr/GqKAVi8Vs0+R3X7vBXT42Nh7+m7iWlualS2d69cIndp1EIm3YsNrDwxW+qZAQAX3AqFTq7NkOkG2+evUakV63omBo+D1067tAJS44siN8fgsiBed1dLSvXg3DsvV0GzIyMnv3+iLyrpaVlXP//uOOxydOHK+hAb1y4oMHAmyihLn5d0GS//9nWI2wCMLduzFt7clgwmIxL106C7N7nVioq6tduBCC1IhHj54UWNpcYAtkEeHzWwSKHiV+RGf/J1AKRbKLOAAAWlpa/P0DEDFFo8nu27czIGA/Bg0DbG3H37lzHamA+efPXzx58rzjcSur4XBuC8nJbzALpKdQyKam3139LkoFhR5wqhUTh8TEpPh4WGuiPzNlyqTo6FsODtMgv1gIR0dHOzAwIDDwEFK7zVwu18/vT4GnVqzwhGP53j0BS6ooYWho8GPb5b+/d+KkvMBk375D9fUNSFljMlX9/XdFRFweN24MglE1LBZz8+b1MTG3bW1tkLIJADh9OuzDh48dj48bNwbO6hKH0xQbmwD5cnH5WYr/CZQ4y9QwKS+vOHjwCLI2TUyMgoOPRUbemDt3lqIirDxYU9NBe/f6PngQ5eKyENmiBHl5BSEh5zoep1DI69atgmM5Lu4+gt/5LvlZiqQfT9O1tXUjR47n8/mY+YEqQUFHbWys0bDc1NT85Mnzx4+fJCYmlZWJlJ0jIyNjajrQ2nr0xInj4dTVF0Jzc7OTk3NOTl7HU/Pnz4HZwmbRIvfXr6EHhosFlUp98eLhj1mA9PPr3sKFbpKSo9MlKiqMv/66pqmpgeooZWUVb99mvX//oaSkrLKyisPh1Nc3UKlUOTk5FRWGhoZ67949DQ37Gxoa0Ono1v3y8zt4+fL1jseZTNWYmNtKSkqQLefk5Dk4zIPhmngMGzb04sXTP378n0KPY8aM6jYCralhr1mz6dKlM6jWM9LS0tDS0gAAyedICERHxwtUJwBg69YNcNQJALh48Sqcy8WlXSjg/7ycWluPwtIVtElLy9i1az/eXqBOdnbutm27BJ6ytbWZMsUOjvHKyiqM+/G1E+H/CNTY2BDOTgMBiYi4c/bsBby9QJHy8orly1c3NjZ2PMVkMnfu3AbT/vnzVyDXuISAlpZmu27K/yNQEolkZzcBM2+wISDgeGRkFN5eoAKb/XXp0pUVFQIaQpDJ5IMHd8OMAWKzv167dhOOBXGxt5/Ybi2v/fqzvT30YEFi0traunXrTgRX7wlCbW3dsmUrCwoE11ZZvtx91KiRMIc4d+4ixlXx7e1t2x1pL1BT00G4x5shDp/PX7duC5ZLzWjz9etXN7ffO+v5Pnbs6JUrYe0bAQCqqqovXxYQUYoeuro6HbP12wuURCJNmtTd7vIAAB6Pt379FviB90SgouLzokXLOgvQ1tfXO3RoH/y92cDAYIynz8mT29/fQUeBAgCmTJmEiT9Yw+e37Njhd/x4kMBIH0khNzd/3jyX/HzBQVsaGupnzgTC3OsCAOTnF0RE3IFpRFwEPl4KEOjAgSbGxobo+4MPp06dWbNmE0EaDolLQsLDBQtcO9u+UlZWDg09qaWlCX+g/fsDMN5THDDAWKDqBN8I4MRdE5+4uPtOTs4FBe/xdkQMeDzewYNHvb19OkuqVFJSDA09qa+vB3+smJiExMQk+HbEYs6cmQKPkwTe7+rq6seMmcjhSGQ7NhGh02mbNq2bN2828Sv/fPxYuGnT9vT0TmsXKCsrnz17YtCgAfDHqqurnzJlFmYlatug02lPnsQLLOQmeAZVVFSYNAl6rQ6JgMNp2rVrv7u7F3G6CHeEz285f/6Kg8N8IepUV1e7dOkMIuoEABw6dAxjdQIAJk+e1FmZwU7f9ZycZqHmD4FITEyaNm1OcHBoUxN2+yUikpaW4eS02N8/QMitTE+v77VrYe12XyCTmJiEy0KHk5NjZ6cE3+LbmDvXWcgXt5uho6O9erXX1Kl2KAXPi0VR0adjx05FR8cLX3AYPXrk4cP+SJU4ra2tnTFjbllZBSLWRGfQoAE3b17q7Kywf4wlS6DnWEkcJSWlGzf+MX260717MTgGxX78WLh16057e8eoqDgh6iSRSB4ebiEhgQgW4PX13Yu9OgEAy5a5CDkrbAbl81vs7GYQ+RENJXR0tBcudHJ0nIFZAf/W1tYXL15duXLj0aMnXdYwU1VV2b9/19ixoxF04MaNW76+exE0KCK6ujpxcZFCEjaFCRQAcOHC1f37D6HgmARAo8lOmGAzbdrkUaNGoBdUWlhYdO9ebGRkVFGRSHW1bWys/fy2M5lMBH3IysqZP98Fl6fw7ds3L1zoJOQDXQi0oaFh/PipX79i1FmMmCgpKY4ZM2rs2NFWVsNZLASUwePx0tMznz1LfPjwH9ELFquoMDZvXj9jxhT4DvwMm/111qyFJSWlyJoVBVVVlYcPo4Q3aelCoACAkJDQI0dOIuqYBNO3bx8zs8EDBxobGhr069dHxHRhLpdbWPipoOBddnZeenpGenqmwAjOziCTybNnO6xbtwrxRw4ej+fuvgLLmnU/s3HjGjc3Z+Gf6VqgjY2NEyZMk+gSzOihoNBDU1NTXZ3FYCgrKCjIy8vJyMi0trbW1tZxuTw2m11Twy4rK6+srIJcHXfUqJEbNnijtPn8xx+7sd9zb4PFYt6/f7fLHldU4acBAHJycu7uzgcPHkXGr+5FfX1DQcG7zoIyYTJs2NBVqzwtLS3QMA4ACAo6i5c6AQCenm6idGDregYFADQ1NU+cOF1g5LYUxKFQKBMm2Li5LTY1HYTeKOHht3199+IV2KWurhYf/7coma5dz6AAABpN1tPTbfduf9iOSRGGlpbmrFkzZs92QDtbOiYmYdeufTiGHa5c6SliHrZIMygAgM9vmTlzHiK146S0Q0ND/bffxtnbT7SwMMNgH+v+/Udr1mzi8XhoD9QZxsaGERFXRCxWJ6pAAQAvXya7uMBNJJDShry8vJnZ4OHDLUaPtjIxMcIsoiou7v769VtxVCcA4NKlM6I/WIt0i29jxAjL8ePHPnz4DySvfmkoFIqGhnqfPr379etjZGQwYICxgYE+hULB2I07d+5u27aLz8ez286kSRPEeu0TYwYFABQVFU+dOhvLRGmJQ02NtWrVcgUFBQqFrKioyGAoM5mqLBYTezm2Iyzs0sGDR/FNd6HRZKOibonVHlaMGRQA0KuXrpvb4uBgAfXPpbShpKQoJHgMF/j8lv37D3VWGwdLPDzcxG1eLPYjuZfXMn397lDq9hehvr5hxYq1RFBnv359hAcuCURsgcrKyvr57SBC0KSULvnw4ePcuc6PHz/F2xFAJpP9/HZAqIcKRWdmZoOJdheT0pHY2ITZsxe9e/cBb0cAAGDBAidoJbwhToTr13ujvZgsBTJt6VZr1mzCrK+mcLS1tdauXQHtWogCVVRU+PPPvd2gMUj3IysrZ/bshRgX/RICmUzev38n5F7U0BVmaTnExWUx5MulIA6Xyw0MDCZayr+Hh+vw4dDbH8CaAteuXYFUtqsUmLx+nTpz5vyTJ0/ju0vUjgEDjFes8IBjAZZAqVSqv/9uUYKmpKBHZWXV5s07Fi9eSqiJEwAgJycXELAPZrYM3IdIPb2+e/b8AdOIFGhwOJygoLN2dg537twjYEU0X98t8FuaiLeTJJBp0yanpmZcvRoO35QUEeFyueHhf4WEhGJfBUREXFwWOjhMhW8HAYECALZu3ZCXl49ZK51fGQ6Hc+tW5Nmz53HJYRcRc3PT9eu9ETGFjECpVOrRowcdHRcQ9gvdDaiurr52LeLq1fAvX2rw9kUYLBbz2LGDSCVqIyNQAACLxTx69ICr63ICFjmSaFpbW1+/Trlx43Z8/APix5HR6bSTJ4+oq6shZRAxgQIAhgwxO3Bgz7p1WyBnMEr5mcLCort3Y/7+O6qoqBhvX0SCTCYfPOj3o5M2IiApUACAnZ1tUdGnw4dPIGv2lyI3N//hw38SEh5mZeXg7Yt4+PisnjgR4aqdCAsUAODh4VZe/ln6Ui8W5eUVyclvXrx4lZiYVF5O3LcfITg5Obq6Ir+ziLxAAQDbtvmUlZU/evQEDePdg5oadk5OXk5OXmZmVmpqemlpGd4ewWLCBBtf361oWBYv5UN0uFyul9fap08T0TBOZPT0+kZF3eLz+Q0NDc3N3Lq6uq9fa2tq2JWVVRUVn0tKSouKij9+LCT4m7hYWFkNDwo6RqOJHespCmgJFADA4XCWLVuZnJyCkn0pRMDMbPC5c6fk5eVRso+iQAEA9fUNLi6enbWckiLpGBsbXrgQArPdt3DQDehUUOhx9uzJAQOMUR1FCi4MGjTg/PlgVNUJ0BYoAIDBUL506QyciEApBGToUPOwsGBlZdQrUGMREi8vLx8Scgx+810pBGH4cMvTpwMVFCAGyYsFRjkbdDr91KkjNjbW2AwnBT1sbW3OnAlE762oHdglFdFosidOHF6wQFhBcikEZ86cmUePHoSQPQwZdN/iBXLx4lV//8PS/XrJgkQirVjhAb8Nvdjj4hKJHR//YOPGPzicJuyHlgIBWVnZ/ft34dKnHR+BAgBSU9O9vX0qK6twGV2K6KirqwUGHkK13LMQcEtsNzc3jYy8IV1+IjgWFma3bl3BS50AR4ECAFRVVc6dOwWhoJQUbHBycrxw4bSaGgtHH3C7xf9MZGTUzp37xGodJAVV5OXl9+z5Y8oUO7wdIYZAAQDFxSUbNmxLS8vA2xEpYNCgAX/+6Qc/YxgRiCJQAACfzw8KOhsUdAbfGtW/MiQSadGieRs3rkGvN6m4EEigbSQlJW/evIPIObXdFW1trQMH9lhaDsHbkf+BcAIFADQ2Np46dSY09KJ0MR8bSCTSnDkzN25ci832ulgQUaBtpKamb9++h2j1hrofvXv32rPnj2HDhuLtiGCIK1AAQHNzc0jIuTNnzhM/H1wSodFkPTzcPDxcifPE2RFCC7SNsrKKo0dPREZG4e1It2LcuDHbtm3s2VO8nhvYIwECbSMpKXn//oCcnDy8HZF49PT6btmyYfRoyQjPlRiBAgD4/JabN2+fOnVGWgEKGpqaGl5ey2bNcpCg2u2SJNA2uFzuX3/dDQwMlgaaiI6qqoqr6+LFi+eL2GOYOEieQNtobGy8fPlGaOgFNvsr3r4QGhUVxtKlSxYunCuhhbAlVaBtNDY23r0bExZ2+cOHj3j7Qjh0dXWcnefPmTNTTk4Ob1+gI9kCbaOlpeWff56dPh2WmpqOty+EwMTEyNl5wbRp9rh3sIVPdxDoD1JS0sLD/4qNTeBwOHj7ggN0Ot3efuLcuY5mZoPx9gUxupVA26ivb4iOjrt+PULiyhdCRl+/34wZU52cZmKQqI4x3VCgP8jKyomKiouNTSgpKcXbF1TQ1dWxt7edPHmSsbEh3r6gRXcWaButra0ZGW9jYuLi4u53jyApLS1NOztbe3vbwYORrGVMTLq/QH/m06eSR4/+efz4aXJyCpfLxdsdMaBQyEZGhjY21jY21iYmRiQSCW+PMOLXEugP6urqX7xISkp6nZKSlpeXT8wQaQqFbGhoYG5uOmLEsJEjhxEwFg4DflGB/kx9fUN6ekZKSnpqakZubl519RccnWEymUZGBubmg4cMMTU1HQS5SXC3QSrQ9lRXV+fmFuTm5uflFXz8WFhcXILenqqaGktXV6dv3979++sbGvY3NOzPZKqiNJaEIhVo1zQ1NRcXl5SUlJaWllVXf2Gzv7LZX9lsdtv/AQB1dfUtLa08Hu/bt28AAHl5eSqVSiaTFBUVAAAMBoPBUGYwGCoqDAZDWVVVRUdHu+0/lMpmdyf+D2O9cJM0mfCYAAAAAElFTkSuQmCC",
"path": "7acf97aff01e7feb8cc4aa38eb087709d038f5d97816b2ba0e2232895b90c08f.png"
} | Generate code for a svg of a a black and white logo with a circle in the middle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32"><g fill="none"><circle cx="16" cy="16" fill="#272731" r="16"/><path d="M27 16.03c0 2.91-1.145 5.7-3.186 7.758A10.832 10.832 0 0116.12 27v-2.802c3.948.012 7.325-2.857 7.984-6.782h-3.89c.154-.456.233-.934.234-1.416a4.78 4.78 0 00-.234-1.416h3.89c-.668-3.92-4.04-6.784-7.984-6.782V5c6.008.058 10.855 4.972 10.88 11.03zm-7.254 2.359h3.072c-1.136 3.305-4.472 5.3-7.893 4.72C11.505 22.527 9 19.541 9 16.043s2.505-6.483 5.925-7.064c3.421-.58 6.757 1.415 7.893 4.72h-3.072a4.72 4.72 0 00-1.316-1.327 4.299 4.299 0 00-5.965 1.327c-1.284 2.027-.695 4.72 1.316 6.015a4.299 4.299 0 005.965-1.326z" fill="#fff"/></g></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a clip art image of a yellow money bag, adorned with a dollar sign. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 503.607 503.607" style="enable-background:new 0 0 503.607 503.607;" xml:space="preserve">
<g transform="translate(1 1)">
<g>
<path style="fill:#FFE100;" d="M192.049,99.721c-5.036,0-8.393-3.357-8.393-8.393c0-5.036,3.357-8.393,8.393-8.393
c41.967,0,75.541-33.574,75.541-75.541c0-5.036,3.357-8.393,8.393-8.393s8.393,3.357,8.393,8.393
C284.377,58.593,243.249,99.721,192.049,99.721z"/>
<path style="fill:#FFE100;" d="M326.344,99.721c-50.361,0-92.328-41.128-92.328-92.328c0-5.036,3.357-8.393,8.393-8.393
s8.393,3.357,8.393,8.393c0,41.967,33.574,75.541,75.541,75.541c5.036,0,8.393,3.357,8.393,8.393
C334.738,96.364,331.38,99.721,326.344,99.721z"/>
<path style="fill:#FFE100;" d="M418.672,132.456v-7.554H82.934v7.554c0,53.718-19.305,105.757-50.361,149.403
c-15.948,21.823-25.18,49.521-25.18,78.898c0.839,74.702,63.79,133.456,138.492,133.456h210.675
c74.702,0,137.652-58.754,137.652-133.456c0-29.377-9.233-57.075-25.18-78.898C437.977,238.213,418.672,187.013,418.672,132.456"
/>
</g>
<path style="fill:#FDCC00;" d="M82.934,132.456v-7.554h335.738v7.554c0,48.682,15.948,95.685,41.967,136.813V91.328H40.967v177.941
C67.826,228.141,82.934,181.138,82.934,132.456"/>
<g>
<path style="fill:#FFA800;" d="M444.692,270.948c0,6.715,1.679,12.59,5.036,18.466c12.59,20.984,20.144,45.325,20.144,71.344
c-0.839,74.702-63.79,133.456-138.492,133.456h24.341c73.862,0,136.813-57.915,138.492-131.777
c0.839-30.216-8.393-57.915-25.18-80.577c-9.233-13.43-17.626-26.859-24.341-41.128h-0.839L444.692,270.948z"/>
<path style="fill:#FFA800;" d="M443.852,91.328v147.725c5.036,10.072,10.911,20.144,16.787,30.216V91.328H443.852z"/>
</g>
<g>
<path style="fill:#FFFFFF;" d="M57.754,270.948c0,6.715-1.679,12.59-5.036,18.466c-12.59,20.984-20.144,45.325-20.144,71.344
c0.839,74.702,63.79,133.456,138.492,133.456h-24.341c-73.862,0-137.652-57.915-139.331-131.777
c-0.839-30.216,8.393-57.915,25.18-80.577C41.807,268.429,50.2,255,56.915,240.731h0.839V270.948z"/>
<path style="fill:#FFFFFF;" d="M57.754,91.328v147.725c-5.036,10.072-10.911,20.144-16.787,30.216V91.328H57.754z"/>
</g>
<path d="M356.561,502.607H145.885C65.308,502.607-0.161,438.816-1,360.757c0-30.216,9.233-59.593,26.859-83.934
c31.895-44.485,48.682-94.007,48.682-144.367v-7.554c0-5.036,3.357-8.393,8.393-8.393h335.738c5.036,0,8.393,3.357,8.393,8.393
v7.554c0,49.521,16.787,99.882,48.682,144.367c17.626,24.341,26.859,53.718,26.859,83.934
C502.607,438.816,436.298,502.607,356.561,502.607z M91.328,133.295c0,52.879-18.466,106.597-52.039,153.6
c-15.108,21.823-23.502,47.003-23.502,73.862c0.839,68.826,58.754,125.062,130.098,125.062h210.675
c70.505,0,129.259-56.236,129.259-125.062c0-26.859-7.554-52.039-23.502-73.862c-33.574-47.003-52.039-100.721-52.039-153.6H91.328
z"/>
<path d="M460.639,277.662c-2.518,0-5.875-1.679-6.715-4.197c-28.538-43.646-42.807-92.328-43.646-140.171H91.328
c0,47.843-15.108,96.525-43.646,140.171c-1.679,3.357-5.875,4.197-9.233,3.357c-3.357-0.839-5.875-4.197-5.875-7.554V91.328
c0-5.036,3.357-8.393,8.393-8.393h419.672c5.036,0,8.393,3.357,8.393,8.393v177.941c0,3.357-2.518,6.715-5.875,8.393
C462.318,277.662,461.479,277.662,460.639,277.662z M82.934,116.508h335.738c5.036,0,8.393,3.357,8.393,8.393v7.554
c0,35.252,8.393,70.505,25.18,104.918V99.721H49.361v137.652c16.787-33.574,25.18-69.666,25.18-104.918v-7.554
C74.541,119.866,78.738,116.508,82.934,116.508z"/>
<path d="M183.656,99.721c-5.036,0-8.393-3.357-8.393-8.393c0-5.036,3.357-8.393,8.393-8.393c41.967,0,75.541-33.574,75.541-75.541
c0-5.036,3.357-8.393,8.393-8.393s8.393,3.357,8.393,8.393C275.984,58.593,234.856,99.721,183.656,99.721z"/>
<path d="M317.951,99.721c-50.361,0-92.328-41.128-92.328-92.328c0-5.036,3.357-8.393,8.393-8.393c5.036,0,8.393,3.357,8.393,8.393
c0,41.967,33.574,75.541,75.541,75.541c5.036,0,8.393,3.357,8.393,8.393C326.344,96.364,322.987,99.721,317.951,99.721z"/>
<path d="M250.803,418.672c-32.734,0-58.754-26.02-58.754-58.754c0-5.036,3.357-8.393,8.393-8.393s8.393,3.357,8.393,8.393
c0,23.502,18.466,41.967,41.967,41.967s41.967-18.466,41.967-41.967c0-23.502-18.466-41.967-41.967-41.967
c-32.734,0-58.754-26.02-58.754-58.754s26.02-58.754,58.754-58.754s58.754,26.02,58.754,58.754c0,5.036-3.357,8.393-8.393,8.393
c-5.036,0-8.393-3.357-8.393-8.393c0-23.502-18.466-41.967-41.967-41.967s-41.967,18.466-41.967,41.967
c0,23.502,18.466,41.967,41.967,41.967c32.734,0,58.754,26.02,58.754,58.754S283.538,418.672,250.803,418.672z"/>
<path d="M250.803,217.229c-5.036,0-8.393-3.357-8.393-8.393v-25.18c0-5.036,3.357-8.393,8.393-8.393s8.393,3.357,8.393,8.393v25.18
C259.197,213.872,255.839,217.229,250.803,217.229z"/>
<path d="M250.803,443.852c-5.036,0-8.393-3.357-8.393-8.393v-25.18c0-5.036,3.357-8.393,8.393-8.393s8.393,3.357,8.393,8.393v25.18
C259.197,440.495,255.839,443.852,250.803,443.852z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white representation of a ruler marked with numbers and a comb., focusing on the visual elements:My primary focus is on the visual representation of a ruler, a fundamental tool in art. I aim to capture the precise and defined shapes and forms of a ruler, emphasizing the visual hierarchy and the inherent precision of the design. The key mechanics involve the precise placement of the ruler's edges, the precise positioning of the comb, and the overall visual arrangement. The detail level is crucial, with a focus on capturing the subtle nuances of the ruler's form and the visual impact of the comb. | {
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white representation featuring a ruler marked with numbers and a comb. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 222.334 222.334" style="enable-background:new 0 0 222.334 222.334;" xml:space="preserve">
<g>
<g>
<g>
<rect y="51.466" width="222.334" height="8.235"/>
<polygon points="205.865,146.164 189.396,146.164 181.161,146.164 164.692,146.164 156.458,146.164 139.988,146.164
131.754,146.164 115.285,146.164 107.05,146.164 90.581,146.164 82.346,146.164 65.877,146.164 57.642,146.164 41.173,146.164
32.938,146.164 16.469,146.164 8.235,146.164 0,146.164 0,154.399 8.235,154.399 8.235,170.868 16.469,170.868 16.469,154.399
32.938,154.399 32.938,170.868 41.173,170.868 41.173,154.399 57.642,154.399 57.642,170.868 65.877,170.868 65.877,154.399
82.346,154.399 82.346,170.868 90.581,170.868 90.581,154.399 107.05,154.399 107.05,170.868 115.285,170.868 115.285,154.399
131.754,154.399 131.754,170.868 139.988,170.868 139.988,154.399 156.458,154.399 156.458,170.868 164.692,170.868
164.692,154.399 181.161,154.399 181.161,170.868 189.396,170.868 189.396,154.399 205.865,154.399 205.865,170.868
214.1,170.868 214.1,154.399 222.334,154.399 222.334,146.164 214.1,146.164 "/>
<path d="M41.173,96.757c0-9.083-7.386-16.469-16.469-16.469c-9.083,0-16.469,7.385-16.469,16.469
c0,9.084,7.386,16.469,16.469,16.469S41.173,105.84,41.173,96.757z M16.469,96.757c0-4.539,3.695-8.235,8.235-8.235
c4.54,0,8.235,3.695,8.235,8.235c0,4.54-3.695,8.235-8.235,8.235C20.164,104.992,16.469,101.296,16.469,96.757z"/>
<path d="M115.285,92.639c-6.811,0-12.352,5.541-12.352,12.352c0,6.811,5.541,12.352,12.352,12.352
c6.811,0,12.352-5.541,12.352-12.352C127.637,98.18,122.096,92.639,115.285,92.639z M115.285,109.109
c-2.272,0-4.117-1.845-4.117-4.117c0-2.272,1.845-4.117,4.117-4.117c2.272,0,4.117,1.845,4.117,4.117
C119.402,107.263,117.556,109.109,115.285,109.109z"/>
<circle cx="201.748" cy="129.695" r="8.235"/>
<path d="M46.983,118.823c-1.556,2.923-1.878,6.269-0.909,9.425c0.969,3.14,3.108,5.726,6.023,7.274
c1.842,0.981,3.82,1.444,5.774,1.444c4.423,0,8.705-2.376,10.924-6.542l7.74-14.559c3.197-6.011,0.901-13.502-5.115-16.699
c-6.003-3.197-13.502-0.901-16.699,5.103L46.983,118.823z M61.993,108.136c1.082-2.031,3.522-2.778,5.565-1.701
c2.006,1.066,2.771,3.562,1.709,5.565l-7.74,14.556c-1.082,2.034-3.526,2.778-5.565,1.697c-0.977-0.519-1.693-1.383-2.015-2.428
c-0.322-1.045-0.213-2.155,0.306-3.132L61.993,108.136z"/>
<path d="M141.123,91.02l6.228,5.416c2.332,2.026,5.215,3.019,8.086,3.019c3.454,0,6.892-1.439,9.336-4.246
c2.171-2.501,3.241-5.686,3.008-8.974c-0.233-3.281-1.733-6.281-4.222-8.444l-6.228-5.416c-2.489-2.159-5.653-3.221-8.958-2.992
c-3.293,0.233-6.297,1.729-8.456,4.218c-2.175,2.493-3.245,5.677-3.016,8.963C137.13,85.849,138.63,88.852,141.123,91.02z
M146.128,79.004c0.72-0.832,1.721-1.331,2.822-1.407c0.096-0.008,0.197-0.008,0.294-0.008c0.989,0,1.934,0.35,2.682,1.001
l6.228,5.416c0.832,0.724,1.335,1.721,1.411,2.81c0.077,1.089-0.282,2.151-1.009,2.988c-1.488,1.709-4.097,1.906-5.802,0.414
l-6.228-5.416c-0.836-0.723-1.335-1.72-1.411-2.81C145.038,80.903,145.397,79.841,146.128,79.004z"/>
<path d="M60.067,76.154c5.054-0.438,19.983-0.028,22.492,7.495c0.575,1.725,2.179,2.815,3.904,2.815
c0.43,0,0.868-0.068,1.303-0.213c2.155-0.716,3.321-3.048,2.601-5.207c-5.09-15.275-29.979-13.184-31.041-13.092
c-2.26,0.205-3.928,2.207-3.723,4.467C55.801,74.686,57.835,76.391,60.067,76.154z"/>
<path d="M199.814,87.09c-1.934-1.21-4.471-0.619-5.673,1.307l-10.293,16.469c-1.206,1.93-0.619,4.471,1.307,5.673
c0.679,0.426,1.435,0.627,2.179,0.627c1.371,0,2.714-0.683,3.494-1.934l10.293-16.469
C202.327,90.834,201.74,88.293,199.814,87.09z"/>
<path d="M123.583,128.352c0.35,1.999,2.087,3.402,4.049,3.402c0.237,0,0.478-0.02,0.72-0.064l34.997-6.176
c2.239-0.394,3.735-2.529,3.337-4.769c-0.394-2.239-2.529-3.755-4.769-3.337l-34.997,6.176
C124.681,123.977,123.185,126.113,123.583,128.352z"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
{
"bytes": "",
"path": null
} | Generate code for a svg of a a leather chair adjusted to the perfect height. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#b49a89" d="m33 32 2-1 10 2h-5l-2 4z"/><path fill="#663723" d="M64 33v7l-9 2 1-9z"/><path fill="#8e5f45" d="M64 33h-8l-1 9 9-2v7q-3-2-3 1l-5-5-2 4q-3-2-5-1l-1-10q-2 8-2 0l-4-1q-2 0-1 3l-3-1 2-4h5q9-3 19 0"/><path fill="#7b4b32" d="m33 32 5 5 3 1q-1-3 1-3l4 1q0 8 2 0l1 10q2-1 5 1l-5 2q-3-3-2 2-4 0-6-4l1 3-7 1-1-4-1-4z"/><path fill="#5c2f1c" d="M64 47v2q-2 0-1 3H34v-5l1 4 7-1-1-3q2 4 6 4-1-5 2-2l5-2 2-4 5 5q0-3 3-1"/><path fill="#ab8b74" d="m33 43 1 4v5q3-1 7 1l-1 2q-5 1-7-2z"/><path fill="#542b1b" d="M31 53q-1 2 1 3l8 1-7 2q-2 0-1 2h31l2 1v-8l-6 3 7-5v-8l1 20q-8 0-4 7v2l-3-6q-12-3-23-1-2 2-1 3l-1-2-4-3-2-20h1z"/><path fill="#996d51" d="M57 58h7l1 4-2-1q-16-3-31 0-1-2 1-2z"/><path fill="#693a24" d="M31 53h2q2 3 7 2l1 1h14q1-3 2 1v1l-17-1-8-1q-2-1-1-3"/><path fill="#2b0d06" d="m65 62-1-4h-7v-1h2l6-3z"/><path fill="#916448" d="M64 49q-1 2 2 3l-7 5h-2q-1-4-2-1H41l-1-1 1-2 22-1q-1-3 1-3"/><path fill="#f7f7f6" d="M63 73v4a51 51 0 01-29 0l2-8q-1-1 1-3 11-2 23 1z"/><path fill="#836456" d="m35 67 1 2-2 8-3 6v-2z"/><path fill="#906c5b" d="m63 71 3 9-1 3-2-6z"/><path fill="#e0dad7" d="M34 77a51 51 0 0029 0l2 6 1-3 22 3q-42 3-83 0l-1-1q14-2 27-1v2z"/></svg> | |
{
"bytes": "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",
"path": "77a69dc78e6bfe375c3e2cdb5cdcc89126f0098953c0bb79cf895da524e772da.png"
} | Generate code for a svg of a a black and white image of an envelope | <svg x="0px" y="0px" viewBox="0 0 31.012 31.012" xml:space="preserve" width="512px" height="512px">
<g>
<path d="M28.512,26.529H2.5c-1.378,0-2.5-1.121-2.5-2.5V6.982c0-1.379,1.122-2.5,2.5-2.5h26.012c1.378,0,2.5,1.121,2.5,2.5v17.047 C31.012,25.408,29.89,26.529,28.512,26.529z M2.5,5.482c-0.827,0-1.5,0.673-1.5,1.5v17.047c0,0.827,0.673,1.5,1.5,1.5h26.012 c0.827,0,1.5-0.673,1.5-1.5V6.982c0-0.827-0.673-1.5-1.5-1.5H2.5z"/>
<path d="M15.506,18.018c-0.665,0-1.33-0.221-1.836-0.662L0.891,6.219c-0.208-0.182-0.23-0.497-0.048-0.705 c0.182-0.21,0.498-0.23,0.706-0.049l12.778,11.137c0.64,0.557,1.72,0.556,2.358,0L29.46,5.466c0.207-0.183,0.522-0.162,0.706,0.049 c0.182,0.208,0.16,0.523-0.048,0.705L17.342,17.355C16.836,17.797,16.171,18.018,15.506,18.018z"/>
</g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g><g></g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the bright orange of a sunset painting the sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fe8b2c" d="M0 0h96v47q-15-4-29-3l1 2h-5q-2-19-20-16-13 6-10 20-3-1-4 1l-11 1q-5-2-8-1l-1 1 5 3q-5 2 1 2l-7 4q-5-2-8 1z"/><path fill="#fe8d18" d="M63 46q-2 0-1 3v3H47l4 1-11 1 8 2 4 1q-4 0-5 3-11-1-1-3l-21-2q2-3 5-3l-1-1q1-2 4-1-3-14 10-20 18-3 20 16"/><path fill="#fd912c" d="M96 47v4h-7l-3 2-18 3q-6 0-5-6l22-3q-9-2-17-1l-1-2q14-1 29 3"/><path fill="#fe731e" d="M63 46h5q8-1 17 1l-5 1q-10-1-18 1-1-3 1-3"/><path fill="#fe8b29" d="m80 48-17 2q-1 6 5 6l18-3 3-2h7v5l-4 7q-3-3-6 0-6-3-12 0-3 0-3-2l-12-3 3-6v-3q8-2 18-1"/><path fill="#fc7120" d="M10 51q3-1 8 1l5 1q1 2-1 2l-5-1z"/><path fill="#fe8629" d="m10 51 7 3 5 1-2 1 4 1q8 0 9 9l-1 5q3-1 6 2h14l10-3 1 1q3-4 7-4-1-4 1-6 0 2 3 2 6-3 12 0 3-3 6 0l4-7v40H0V62q3-3 8-1l7-4q-6 0-1-2l-5-3z"/><path fill="#fe8823" d="m29 51 1 1q-3 0-5 3l21 2q-10 2 1 3h7q2-3-1-4l-1-1 9-3h1l-3 6 12 3q-2 2-1 6-4 0-7 4l-1-1-10 3H38q-3-3-6-2l1-5q-1-9-9-9l-4-1 2-1q2 0 1-2l-5-1z"/><path fill="#ff9f11" d="M53 56q3 1 1 4h-7q1-3 5-3z"/><path fill="#ffba15" d="m52 55-1 1-4-1q1-2 4-1"/><path fill="#fe9c1d" d="m61 52-9 3q-3-1-4 1l-8-2 11-1-4-1z"/></svg> | |
{
"bytes": "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",
"path": "48bb397bfe7a3b123e19e363780e9ae82bd9134a6a96326e75b7cd60b222244e.png"
} | Generate code for a svg of a a black and white image of a book with a cross on it | <svg version="1.1" id="图层_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 200 200" style="enable-background:new 0 0 200 200;" xml:space="preserve">
<style type="text/css">
.st0{fill:#333333;}
</style>
<path class="st0" d="M25,162.5c0,3.3,1,4,4,2.7l3-1.2c14.8-5.9,37.8-5.9,52.6,0l18.5,7.4h-6.2l18.5-7.4c14.8-5.9,37.8-5.9,52.6,0
l3,1.2c3.1,1.2,4,0.6,4-2.7V50c0-5.8-4.8-13-10.2-15.1l-3-1.2c-10.8-4.3-29.4-4.3-40.2,0l-18.5,7.4l-3.1,1.2l-3.1-1.2l-18.5-7.4
c-10.8-4.3-29.4-4.3-40.2,0l-3,1.2C29.8,37,25,44.2,25,50V162.5z M32.1,27.1l3-1.2c12.8-5.1,33.6-5.1,46.4,0l18.5,7.4l18.5-7.4
c12.8-5.1,33.6-5.1,46.4,0l3,1.2c8.5,3.4,15.5,13.6,15.5,22.8v112.5c0,9.2-6.9,13.9-15.5,10.5l-3-1.2c-12.8-5.1-33.6-5.1-46.4,0
l-18.5,7.4l-18.5-7.4c-12.8-5.1-33.6-5.1-46.4,0l-3,1.2c-8.5,3.4-15.5-1.3-15.5-10.5V50C16.7,40.8,23.6,30.6,32.1,27.1z M95.8,41.7
c0-2.3,1.9-4.2,4.2-4.2c2.3,0,4.2,1.9,4.2,4.2c0,0,0,0,0,0v100c0,2.3-1.9,4.2-4.2,4.2s-4.2-1.9-4.2-4.2c0,0,0,0,0,0V41.7z"/>
</svg> | |
{
"bytes": "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",
"path": "4639c25918db492b6aedf9e577eb0b96d7e003c041602d809967dcbaf0a240d4.png"
} | Generate code for a svg of a a close up of a logo with a hexagon in the middle | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 640 480" style="enable-background:new 0 0 640 480;" xml:space="preserve">
<style type="text/css">
.st0{fill:#6466AE;stroke:#6466AE;stroke-miterlimit:10;}
.st1{fill:#6466AF;stroke:#6466AF;stroke-miterlimit:10;}
.st2{fill:#6466AF;}
.st3{fill:#6466AE;}
.st4{fill:#FFFFFF;}
</style>
<path class="st0" d="M372.9,125.5L372.9,125.5c0-4-2.3-7.6-5.8-9.1l-40.6-17.7c-7.6-3.3-16.1-3.3-23.6,0l-36.2,15.8
c-4.6,2-7.6,6.7-7.6,11.9v2c0,5.2,2.9,9.8,7.5,11.9l60,26.9c7.6,3.4,7.7,14.6,0.2,18.1l-0.9,0.4c-2.4,1.1-5.1,1.2-7.5,0.1
l-86.9-37.7V113c0-3.4,2-6.6,5-7.9L312,71.6c2-0.9,4.4-0.9,6.4,0l76.7,33.9c3,1.3,5,4.5,5,7.9v30.1l-21.3-8.9
C375.3,133.1,372.9,129.5,372.9,125.5z"/>
<path class="st1" d="M264.9,187.2l38.9,17.4c7.7,3.4,16.3,3.5,24,0.1l37.5-16.5c4.6-2,7.6-6.7,7.6-11.9v-2.2c0-5.2-3-9.9-7.6-11.9
l-59-25.8c-8.2-3.6-8.2-15.8,0-19.4l0.2-0.1c2.5-1.1,5.3-1.1,7.8,0l85.8,37.8v35.2c0,3.5-2,6.6-5.1,7.9l-76.1,32.7
c-2,0.9-4.3,0.9-6.3,0l-76.1-33.2c-3.1-1.3-5-4.5-5-7.9v-30.9l21.2,9.4c3.7,1.6,6.1,5.5,6.1,9.7l0,0
C258.8,181.7,261.2,185.5,264.9,187.2z"/>
<path d="M558.6,231.9"/>
<path class="st2" d="M579.3,326.8H391.8c-4.5,0-8.2-3.8-8.2-8.5l-0.4-42.8c0-4.7-3.7-8.5-8.2-8.5h-1.5c-4.5,0-8.2,3.8-8.2,8.6v43.5
c0,14.2,11,25.8,24.7,25.8h172.1C571.5,344.9,579.3,336.8,579.3,326.8L579.3,326.8"/>
<path class="st3" d="M115.6,405.7c-20.3,0-36.8-17.2-36.9-38.5L78.5,322c0-4.6-3.6-8.2-8-8.2h-1.6c-4.3,0-7.8,3.7-7.8,8.3v30.1
c0,32,24.8,58,55.5,58h2.8c30.1,0,54.5-25.4,54.6-56.9l0,0c0-4.6,3.6-8.3,7.9-8.3h146.5c13.6,0,24.7-11.5,24.7-25.8v-2.3
c0-14.2-11-25.8-24.7-25.8h-37.8c-4.4,0-7.9,3.7-7.9,8.2l0,0c0,4.6,3.5,8.3,7.9,8.3l38.8,0.3c3.4,0,6.1,2.8,6.1,6.3l0,0
c0.1,7.9-6,14.4-13.6,14.4l-39.3-0.1c-4.4,0-7.9-3.7-7.9-8.3v-5.8c0-13.1-10.1-23.7-22.6-23.7h-31.8c-12.5,0-22.6,10.6-22.6,23.6
v6.1c0,4.5-3.5,8.2-7.8,8.3l-8.6,0.1c-4.4,0.1-8-3.6-8-8.2l0,0c0-4.5-3.6-8.2-7.9-8.2h-2.5c-4.3,0-7.9,3.6-7.9,8.2l0.7,45.7
c0.3,21.6-16.4,39.3-37.1,39.3L115.6,405.7z"/>
<path class="st4" d="M311.9,328.8h8.2c8.7,0,15.8-7.1,15.8-15.8v-1.3c0-8.7-7.1-15.8-15.8-15.8h-9.5c-8.7,0-15.8,7.1-15.8,15.8l0,0
C294.9,321.2,302.5,328.8,311.9,328.8z"/>
<path class="st4" d="M229.8,328.6h12.7c9,0,16.3-7.3,16.3-16.3l0,0c0-9-7.3-16.3-16.3-16.3h-12.8c-9,0-16.3,7.3-16.3,16.3l0,0
C213.5,321.3,220.8,328.6,229.8,328.6z"/>
<ellipse class="st2" cx="315.4" cy="276.4" rx="9" ry="9.4"/>
<ellipse class="st2" cx="405.2" cy="276.4" rx="9" ry="9.4"/>
<ellipse class="st2" cx="431.1" cy="276.4" rx="9" ry="9.4"/>
<ellipse class="st2" cx="457.1" cy="276.4" rx="9" ry="9.4"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f46e_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman police officer: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup">
<path id="hair" d="M96.64,70.43c5.51-5.92-70.79-5.92-65.28,0c-1.22,4.49-2.01,8.77-2.61,12.24 c-2.38,13.83-0.65,25.66,7.85,34.86c3.69,4,11.43,4.01,11.43,4.01L64,121.53l15.97,0.02c0,0,7.74-0.01,11.43-4.01 c8.49-9.2,10.23-21.03,7.85-34.86C98.65,79.2,97.86,74.93,96.64,70.43z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="64" cy="44.906" gradientTransform="matrix(1 0 0 -1.1901 0 138.3738)" gradientUnits="userSpaceOnUse" r="34.4541">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M95.02,58.1C95,57.84,79.76,53.79,64,49.73 c-15.76,4.06-31,8.11-31.02,8.37c-1.1,16-7.53,26.88-4.4,43.57c1.6,8.52,4.55,11.84,7.31,17.03c1.35,2.57,3.3,4.19,5.19,5.24H64 h22.92c1.89-1.05,3.84-2.67,5.19-5.24c2.76-5.19,5.71-8.51,7.31-17.03C102.55,84.98,96.12,74.1,95.02,58.1z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g id="shirt_x5F_police_2_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64.02" x2="64.02" y1="33.5881" y2="4.3452">
<stop offset="3.200000e-03" style="stop-color:#3B78E7"/>
<stop offset="0.2231" style="stop-color:#386EDA"/>
<stop offset="0.6286" style="stop-color:#3052B8"/>
<stop offset="1" style="stop-color:#283593"/>
</linearGradient>
<path d="M116.02,120.93v3.01h-104v-3.01c0-6.31,3.27-11.27,8.63-15.05c0.57-0.4,1.17-0.79,1.79-1.17 c0.04-0.02,0.08-0.04,0.11-0.06c1.79-1.09,3.76-2.06,5.89-2.92c0.04-0.02,0.08-0.03,0.12-0.05c0.01,0,0.01-0.01,0.02-0.01 c6.93-2.81,15.45-4.51,24.36-5.26c3.65-0.31,7.37-0.46,11.08-0.47h0.14c3.58,0,7.17,0.16,10.69,0.48 c9.01,0.8,17.61,2.65,24.59,5.56c2.82,1.18,5.38,2.53,7.6,4.06C112.61,109.88,116.02,114.83,116.02,120.93z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="undershirt_2_">
<polygon points="64.01,121.88 73.33,104.81 53.43,104.81 " style="fill:#212121;"/>
</g>
<path id="neck" d="M54.92,86.08v13.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17V86.08H64 L54.92,86.08z" style="fill:#C48E6A;"/>
<path id="ears" d="M91.33,50.43h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41 h7.37h39.91h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
<path id="head" d="M64,16.04L64,16.04L64,16.04c-17.2,0-33.13,12.79-33.13,39.91 c0,21.78,13.49,34.67,25.23,38.83c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84 C97.13,28.83,81.2,16.04,64,16.04z" style="fill:#E0BB95;"/>
<path id="mouth" d="M72.42,76.14c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#6D4C41;"/>
<path id="nose" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#C48E6A;"/>
<g id="eyes">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<g id="eyebrows">
<path d="M54.8,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C55.1,50.99,55.21,50.36,54.8,49.82z" style="fill:#AB872F;"/>
<path d="M87.67,49.82c-0.93-1.23-3.07-3.01-7.23-3.01c-4.16,0-6.31,1.79-7.23,3.01 c-0.41,0.54-0.31,1.17-0.02,1.55c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18 c0.86,0.29,1.64-0.03,1.9-0.39C87.97,50.99,88.08,50.36,87.67,49.82z" style="fill:#AB872F;"/>
</g>
<g id="hair_2_">
<path d="M103.98,41.47c0-5.25-1.08-34.34-39.91-34.34S24.31,32.94,24.31,42.87 c0,16.47,8.37,25.17,8.37,25.17s-0.1-4.16,0.32-9.1s0.31-11.88,6.4-13.25C61.76,40.65,74.41,28.8,74.41,28.8 c3.29,7.18,13.58,14.19,17.27,16.86c3.03,2.19,4.53,21.79,4.53,21.79S103.98,58.4,103.98,41.47z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="64.3817" cy="40.58" gradientUnits="userSpaceOnUse" r="38.3405">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_2_" d="M103.98,41.47c0-5.25-1.08-34.34-39.91-34.34 S24.31,32.94,24.31,42.87c0,16.47,8.37,25.17,8.37,25.17s-0.1-4.16,0.32-9.1s0.31-11.88,6.4-13.25 C61.76,40.65,74.41,28.8,74.41,28.8c3.29,7.18,13.58,14.19,17.27,16.86c3.03,2.19,4.53,21.79,4.53,21.79S103.98,58.4,103.98,41.47z " style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="epaulets_2_">
<g id="epaulets_x5F_fill_2_">
<path d="M107.04,106.04c-0.51,0.82-4.73,6.71-16.85,2.86c-6.96-2.2-13.84-2.81-13.84-2.81 c-2.43-0.68-1.66-8.3-1.5-9.67C87.51,97.55,99.34,100.73,107.04,106.04z" style="fill:#283593;"/>
<path d="M51.45,106.09c0,0-6.88,0.61-13.84,2.81c-12.26,3.9-16.52-2.31-16.96-3.02 c-0.03-0.05-0.04-0.07-0.04-0.07s0.64-0.43,1.83-1.1c0.04-0.02,0.08-0.04,0.11-0.06c1.35-0.76,3.36-1.82,5.89-2.92 c0.05-0.02,0.09-0.04,0.14-0.06c6.93-2.81,15.45-4.51,24.36-5.26C53.1,97.76,53.87,105.41,51.45,106.09z" style="fill:#283593;"/>
</g>
</g>
<g id="name_x5F_tag_x5F_fill_2_">
<path d="M45.77,119.65H34.86c-1.2,0-2.17-0.97-2.17-2.17l0,0c0-1.2,0.97-2.17,2.17-2.17h10.92 c1.2,0,2.17,0.97,2.17,2.17l0,0C47.94,118.68,46.97,119.65,45.77,119.65z" style="fill:#E0E0E0;"/>
</g>
<g id="patch_2_">
<g id="patch_x5F_fill_2_">
<g>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="116.4018" x2="106.563" y1="11.4765" y2="11.4765">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M113.9,113.11l-5,0.08l-2.34,4.29l4.83,6.46h4.99C116.65,116.57,113.9,113.11,113.9,113.11 z" style="fill:url(#SVGID_2_);"/>
</g>
<g>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="11.5972" x2="21.436" y1="11.4765" y2="11.4765">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M19.1,113.19l-5-0.08c0,0-2.74,3.46-2.48,10.83h4.99l4.83-6.46L19.1,113.19z" style="fill:url(#SVGID_3_);"/>
</g>
</g>
<g id="patch_x5F_stroke_2_">
<path d="M109.35,113.93l4.56-0.08c0.41-0.01,0.74-0.35,0.74-0.76s-0.32-0.71-0.76-0.74l-5.44,0.09 l-3.02,5.55l4.23,5.95h1.84l-4.31-6.05L109.35,113.93z" style="fill:#BDBDBD;"/>
<path d="M111.86,116.63l3.38-0.14c0.28-0.01,0.49-0.24,0.48-0.52c-0.01-0.28-0.25-0.47-0.52-0.48 l-3.87,0.16l-1.57,2.28l3.95,6.01h1.2l-3.94-5.99L111.86,116.63z" style="fill:#BDBDBD;"/>
<path d="M19.55,112.45l-5.44-0.09c-0.01,0-0.01,0-0.01,0c-0.41,0-0.74,0.33-0.75,0.74 c-0.01,0.41,0.32,0.76,0.74,0.76l4.57,0.08l2.15,3.96l-4.31,6.05h1.84l4.23-5.95L19.55,112.45z" style="fill:#BDBDBD;"/>
<path d="M16.67,115.66l-3.87-0.16c-0.28,0.01-0.51,0.2-0.52,0.48c-0.01,0.28,0.2,0.51,0.48,0.52l3.38,0.14 l0.91,1.31l-3.94,5.99h1.2l3.95-6.01L16.67,115.66z" style="fill:#BDBDBD;"/>
</g>
</g>
<g id="lapels_2_">
<g id="lapels_x5F_fill_2_">
<polygon points="47.12,97.12 39.12,113.35 49.99,110.08 64.01,121.88 54.9,96.21 " style="fill:#3674CE;"/>
<polygon points="73.14,96.21 64.04,121.88 78.83,110.24 88.93,113.35 80.93,97.12 " style="fill:#3674CE;"/>
</g>
</g>
<g id="police_x5F_hat_1_">
<g id="visor">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64.268" x2="64.268" y1="105.7158" y2="85.3374">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M64.01,24.18c-32.94,0-38.23,11.14-38.23,11.14s10.15,9.72,38.23,9.9 c28.07-0.19,38.75-10.52,38.75-10.52S96.95,24.18,64.01,24.18z" style="fill:url(#SVGID_4_);"/>
</g>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64.213" x2="64.213" y1="125.311" y2="95.9288">
<stop offset="3.200000e-03" style="stop-color:#3B78E7"/>
<stop offset="0.0115" style="stop-color:#3B77E6"/>
<stop offset="0.2985" style="stop-color:#335BC2"/>
<stop offset="0.5675" style="stop-color:#2D46A8"/>
<stop offset="0.8091" style="stop-color:#293998"/>
<stop offset="1" style="stop-color:#283593"/>
</linearGradient>
<path d="M21.03,34.25c1.68,6.07,3.28,8.64,3.28,8.64c1.7-1.96,11.82-11.1,39.84-11.1 c0.01,0,0.12,0,0.12,0l0,0c0,0,0,0,0.04,0c28.02,0,37.67,9.18,39.38,11.14c0,0,2.03-2.74,3.71-8.81 c3.89-14.05-15.38-29.79-43.12-29.79C36.59,4.34,17.16,20.23,21.03,34.25z" style="fill:url(#SVGID_5_);"/>
<path d="M99.55,35.35c-0.21-1.09-0.82-2.07-1.7-2.75c-3.71-2.85-14.79-9.9-33.58-9.9 c-19.27,0-30.06,7.05-33.63,9.9c-0.85,0.68-1.44,1.63-1.64,2.7l-0.01,0.06c-0.25,1.29,0.08,2.51,0.77,3.47 c5.73-3.22,16.34-7.01,34.39-7.01c0.01,0,0.12,0,0.12,0s0,0,0.04,0c18.34,0,28.81,3.93,34.33,7.2 C99.42,38.03,99.81,36.73,99.55,35.35z" style="fill:#3B78E7;"/>
<path d="M72.02,13.84l-0.31-0.4c-0.14-0.18-0.37-0.29-0.61-0.29c-0.26,0-0.5,0.12-0.64,0.33 c-0.55,0.84-1.36,1.4-2.79,1.4c-1.39,0-2.4-1.28-3.01-2.07c-0.19-0.25-0.49-0.41-0.82-0.41c-0.33,0-0.63,0.16-0.82,0.41 c-0.6,0.79-1.56,2.07-2.95,2.07c-1.43,0-2.24-0.57-2.79-1.4c-0.14-0.21-0.38-0.33-0.64-0.33c-0.24,0-0.47,0.11-0.61,0.29l-0.31,0.4 c-0.37,0.48-0.43,1.12-0.15,1.65c0.42,0.8,0.64,1.68,0.64,2.57v3.48c0,2.54,4.14,7.72,7.65,7.72c3.51,0,7.65-5.18,7.65-7.72v-3.48 c0-0.89,0.22-1.77,0.64-2.57C72.45,14.95,72.39,14.32,72.02,13.84z" style="fill:#FFCC00;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of old-fashioned spectacles on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4f0e4" d="M0 0h96v96H74q-6-10-9-22-6 0-11 2H40l-6-6 43-5q6-2 0-5l1-1 3-6V37l-2-2q-10-3-21-2-4 2-6 6l-4 1-4-2q-3-5-8-5H21l-10 4q-3 3 0 5l4 16q3 3 9 5h3l10 1-1 3q-10 1-18 5-9 3-18 1z"/><path fill="#37302d" d="M44 38q-2 0-1 3l-11-1q0-2 2-1l8-1-2-2q-12-3-22 0l12 2-8 1q-4-3-7 0-4 0-4 3-3-2 0-5l10-4h15q5 0 8 5"/><path fill="#efeadf" d="M34 39q-3-2-4-1l-12-2q10-3 22 0l2 2z"/><path fill="#7d736b" d="M30 38q1-1 4 1-2-1-2 1-6-1-10 1v-2z"/><path fill="#f2efe2" d="M22 39v2q4-2 10-1l11 1 1 8q-3 15-19 13-8-3-11-10-2-7 1-13 3-3 7 0"/><path fill="#191615" d="M81 37q0 6-3 1l1-1h-3q-9-3-17-2l-4 3q-2 0-2 3v2l-2 5q0-6-4-5l-2 8-1-2-1-8q-1-3 1-3l4 2 4-1q2-4 6-6 11-1 21 2z"/><path fill="#eeebdf" d="M76 37v2h-7l-14-1 4-3q8-1 17 2"/><path fill="#6c625b" d="m55 38 14 1v1l-16 1q0-3 2-3"/><path fill="#f2efe3" d="M69 40q5 0 6 6l-1 11q-3 0-2 3-2-1-2 1H60l-2-1q-7-8-5-17v-2z"/><path fill="#170f0e" d="M69 40v-1h7l2 2q-3 1-2 4l-1 1q-1-6-6-6"/><path fill="#4a423d" d="M53 43q-2 9 5 17h-1q-6-6-6-12z"/><path fill="#f1eee3" d="M51 48q0 6 6 12l-14 2-4-1q5-4 6-10l2-8q4-1 4 5"/><path fill="#79726c" d="M15 39q-3 6-1 13 3 7 11 10l-1 1q-6-2-9-5l-4-16q0-3 4-3"/><path fill="#4c433f" d="M76 37h3l-1 1q3 5 3-1v16l-1-1-1-10-1-1-2-2z"/><path fill="#f4f2ea" d="m78 41 1 1 1 10-2 2-1-1-1-8q-1-3 2-4"/><path fill="#847b74" d="m76 45 1 8 1 1 2-2 1 1-3 6q0-8-4-2l1-11z"/><path fill="#605650" d="m74 57-2 3q-1-3 2-3"/><path fill="#423937" d="m44 49 1 2q-1 6-6 10l-12 2h-3l1-1q16 2 19-13"/><path fill="#ded8cf" d="m78 59-1 1q6 3 0 5l-43 5 6 6h14q5-2 11-2 3 12 9 22H0V73q9 2 18-1 8-4 18-5l1-3-10-1 12-2 4 1 14-2h1l2 1h-1l10 2 8-1-5-2 2-3q4-6 4 2"/><path fill="#867f78" d="M70 61q0-2 2-1l5 2-8 1z"/><path fill="#4d4440" d="M60 61h11l-2 2-10-2z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white microphone icon, possibly muted as indicated by a slash symbol. The microphone appears to have a unique design with a long stick, and might be interpreted as having a pencil in it due to its slender shape. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="541.261px" height="541.261px" viewBox="0 0 541.261 541.261" style="enable-background:new 0 0 541.261 541.261;"
xml:space="preserve">
<g>
<path d="M335.307,0.664c-12.909-3.079-25.742,4.848-28.831,17.681L188.245,511.77c-3.07,12.843,4.848,25.742,17.681,28.831
c1.875,0.449,3.758,0.66,5.594,0.66c10.806,0,20.598-7.373,23.237-18.341l118.23-493.425
C356.058,16.652,348.14,3.753,335.307,0.664z"/>
<path d="M263.846,35.021c-3.71,0.393-11.944,3.127-18.456,5.757c-6.503,2.63-23.333,11.494-32.197,24.624
c-7.401,10.958-11.724,24.145-11.724,38.374v130.595c0,21.152,9.505,40.058,24.461,52.757l58.092-242.457v-8.654
c-4.36-0.822-8.835-1.358-13.416-1.358C268.321,34.658,266.064,34.792,263.846,35.021z"/>
<path d="M339.782,140.324l-37.236,155.371c22.108-11.542,37.236-34.645,37.236-61.314V140.324z"/>
<path d="M385.29,234.544c0-7.354-5.977-13.302-13.359-13.302c-1.94,0-3.796,0.439-5.47,1.176c-4.618,2.113-7.86,6.732-7.86,12.126
c0,39.005-25.531,72.091-60.731,83.595l-36.873,153.908h121.252c5.039,0,9.084-4.083,9.084-9.122v-5.04
c0-5.011-4.045-9.104-9.084-9.104l-88.09-43.643v-58.36C346.131,335.887,385.29,289.719,385.29,234.544z"/>
<path d="M174.733,222.428c-1.645-0.736-3.528-1.176-5.47-1.176c-7.363,0-13.311,5.947-13.311,13.301
c0,43.127,23.983,80.669,59.23,100.234l6.512-27.157c-23.533-15.798-39.043-42.648-39.043-73.086
C182.66,229.141,179.399,224.541,174.733,222.428z"/>
<path d="M149.928,457.885v5.04c0,5.039,4.064,9.122,9.104,9.122h23.275l9.467-39.503l-32.742,16.228
C153.982,448.781,149.928,452.874,149.928,457.885z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green motorbike parked on the trail. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#dbefb8" d="M0 0h96v45q-6-3-12-2-4 3-4 9-3 0-4 3v8l-3-6-7-2-3-3-1-1-6 2q-2 0-1 2l-1-2q0-3 3-2l7-3q0-10-9-6l-2-2q6 0 1-2-3 0-3 2l3 6-1 1-2-1-2-2-6 2q-2 0-1 3l-1 1h-6q-3-1-4 2-2 0-1 2h-5v1l-4 5q0 2 2 3l2 1-3 9-2-2-20 5z"/><path fill="#2c3c31" d="M61 30h4v3q-4 0-4-3"/><path fill="#1f2d28" d="M33 30q6 0 1 4-4-2-1-4"/><path fill="#3f493b" d="m57 36 11 3H58z"/><path fill="#242923" d="m40 37 4 1q-6 3-11 1z"/><path fill="#474e3a" d="M55 42q-1 6 5 5l1-1 2 1-7 3-4-4 1-1-3-6q0-2 3-2 5 2-1 2z"/><path fill="#a0ac87" d="m64 48-2-1q-1-7-6-4l-1-1q9-4 9 6"/><path fill="#eaf6c8" d="M96 45v43l-5-2-1 1q-3-4-7-5-1-6-4-9l-1 2-1-7-1-5v-8q1-3 4-3 0-6 4-9 6-1 12 2"/><path fill="#deedb7" d="m62 47-1 1q-6 1-5-5 5-3 6 4"/><path fill="#39af21" d="m51 46-4 3q-2-1-2 1l1 3h-3q-5 0-2-3l1-1 2-1-1-2 6-2z"/><path fill="#485137" d="m43 46 1 2-2 1q-1-3 1-3"/><path fill="#eef8cd" d="M25 54q-5 0-8 4-5-2-1 2l-4 2-1 3-2-7V40q8-7 14 1l1 4q2-1 5 1-3 3-4 8"/><path fill="#2ca321" d="M35 50q0 2 3 2l-6 1-1-1q1-3 4-2"/><path fill="#d2eba6" d="M47 49v8q-2-3-1-4l-1-3q0-2 2-1"/><path fill="#6f7f62" d="M63 52v4q-3-6-7-1v-2l6-2z"/><path fill="#267f25" d="M35 50h6q-3 3 2 3l-3 2-8-2 6-1q-3 0-3-2"/><path fill="#59b140" d="M25 55v-1h5l2 3h-2z"/><path fill="#225322" d="m31 52 8 2 3-2h2q-2 1-1 4H32l-2-3q-1-2 1-2"/><path fill="#b3d28a" d="m63 52 3 3 7 2-1 1q-7-3-13 2l-4-3v-2q-1-2 1-2v2q4-5 7 1z"/><path fill="#25831e" d="m51 46 2 1 4 4q-3-1-3 2l-2 2q-3 1-3 4l-3 1q-7-6-7 3l-2-1-4-5h11q-1-3 1-4h1q-1 1 1 4v-8z"/><path fill="#d0dea8" d="M30 58q2-1 4 2l-3 1h-4q0-3 3-3"/><path fill="#233827" d="m25 55 5 2v1q-3 0-3 3l-4 2q-2-1-2-3z"/><path fill="#141814" d="m54 53 1 2v2l1 5h-7l3-7z"/><path fill="#286a25" d="m72 58 5 10q1 9-5 15-10 5-15-4l-2-6-1 1-2-1 3-3 1-4v-2q3 3 3 8h3q-1 2 1 3l2 2h-4q-3 5 3 6l3-2q6-5 5-11-1-15-12-6l-1-4q6-5 13-2"/><path fill="#446c3e" d="m72 70-1 1-2 2-2-6h-2q-2-6-5-1v-2q11-9 12 6"/><path fill="#c8db99" d="M67 67q0-8 4-1l-1 2q-1-2-3-1"/><path fill="#c1e680" d="M34 64v3h-3v-3z"/><path fill="#2a4028" d="M46 60v7h-1q-3-3-6-2-2 2-1 3-3-2-4-1v-5q1 6 5 1 0-9 7-3"/><path fill="#526745" d="m52 55-3 7h7l-1-5 4 3 1 4-3-4-2 3q-2 0-2 3l-2-2q0 4-3 8v-2l-1-8-1 3v-5l3-1q0-3 3-4"/><path fill="#33532e" d="M29 61h2l-3 4q3 2 0 3h-3q0-5 4-7"/><path fill="#548246" d="M30 58v-1h3l4 5 2 1q-4 5-5-1v2h-3v3h3q1-1 4 1v1l-1 1-3-2q-2 0-1 2l-5-2q3-1 0-3l6-5q-2-3-4-2"/><path fill="#8a9e7c" d="M55 63q-1 2 1 3l-1 4-3-1 1-3q0-3 2-3"/><path fill="#b7cd96" d="M60 64v2q3-5 5 1l-2 3q-2 0-1 2h-3q0-5-3-8v2q-2-1-1-3l2-3z"/><path fill="#4fb931" d="m45 67-4 6-3-4v-1q-1-1 1-3 3-1 6 2"/><path fill="#50b037" d="m37 70-1 1-3-1q-1-2 1-2z"/><path fill="#6bb550" d="M48 70q-3 0-2 3l-2-1 2-5v-2l1-3z"/><path fill="#2a3427" d="M65 67h2l2 6 2-2v4l-6 2-2-2 3-3q-1-3-3-2z"/><path fill="#d8deac" d="M25 68h3l5 2 3 1 2 2-13-3z"/><path fill="#38442e" d="m53 66-1 3 3 1-3 3 2 1-6 1-5-1 3-1q-1-3 2-3v2q3-4 3-8z"/><path fill="#5f6d52" d="M63 70q2-1 3 2l-3 3q-2-1-1-3-1-2 1-2"/><path fill="#4fa037" d="M27 61h2q-4 2-4 7v2l2 6v-4l6 3-4 4 6 1 3 3q-6 2-2 5 2-2 2 1l1-2 2 6-1 1-13 2H0V76l20-5 2 2 3-9-2-1z"/><path fill="#294f2b" d="m45 67-2 5 2 1-3 1 5 1h-8q-2 0-2 2-3 0-3 3l-6-1 4-4-6-3v4l-2-6 13 3-2-2 1-1 1-1 3 4z"/><path fill="#bfe699" d="m57 79-19-2q0-2 2-2h8l6-1 1-1z"/><path fill="#a1d16c" d="M72 70q1 6-5 11-6 0-6-4h4l6-2v-4z"/><path fill="#1e821d" d="M61 77q0 4 6 4l-3 2q-6-1-3-6"/><path fill="#d6efb4" d="m77 68 1 7 1-2q3 3 4 9 4 1 7 5l1-1 5 2v2l-24-7q6-6 5-15"/><path fill="#52a539" d="m38 77 19 2q5 9 15 4l24 7v6H27l13-2 1-1-2-6-1 2q0-3-2-1-4-3 2-5l-3-3q0-3 3-3"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAQJUlEQVR4nO3da0xUd/7H8d/MnBkQKDeh3PFSZLWg4i0gVpCu6WqyRtN0m9I+sfmn7YPdpvtgH2zWbbJpNts0tsYnNTExVVsXawqG+fuvclEIlz+wShYvOOiiwOCM9c/MiIzM7Vz/D37dcZbrIOh81c8rfUDPnMtvDu+ZOcw5p9VpmsYAqNJHegAAM0GgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQJoQ6QEQ5fP5amtrIzuG/Pz8DRs2RHYMEYdAp+ZyuRITE19//fUIjqGqqgqB4iN+WkajsbW1Va/Xd3R0GI1GTdMMBoPBYDAajaqqtrS0REVFRUVFnT59+tSpU4Ig6PV6w78JgnD69Olz58719/fz6RcvXlRV1WAw1NTUnD9/XhAETdP4Q4IgMMZ0Ol1UVBRfOV+zTqeL9D6IPLyDzsRut9fV1ZWUlBw7dsztdufm5jocDqfT6XQ6i4uLr169yud58OCBJEkdHR1ms7m0tLSrq2vLli2BQKCysvLIkSMjIyNmszkzM9PhcLS0tGRnZ2dkZBw8ePDNN98cHBw0m81Lly71eDwrV67MzMxsbm52Op1ffPGFyWSK9LMnAe+gMykrK2tpaUlNTdXpdKqq+v1+TdPi4+NLSkoMBgOfJyUlpbKysqenp7+/32AwBAKBNWvW8IjNZnNWVhafnp2dfevWLYPBkJqaWlFRsWTJkmXLlvGHcnJy8vLy9uzZc/fu3YSEhJKSEv6eCowxnaZpkR4DRTab7caNG9u3bw9OUVVVr//59SzL8uSGNE2b8kM5OH3yDFMuElz5sWPH9u7dO99n8ozDO2i4gnUyxqZ8h5vukDE4ffIMUy6Ct89Q2BfTunLlSvBzPMjl8i1evOjpDGB8fPzpbIgyfMRPTVEUm83Gf3a5vD09Nr9fYowtWZK0enXm0xlDfHx8UlLS09kWWXgHnVogoAwPB6xWF2MsMTHmN7/ZGh8fHelBvYjwDvqILKsWi/3mzXuBgGw0GsrK8jMyEiM9qBcdAmVWq+v6dbvHE/B6xXXrctesyYn0iB7H2bNnn7Nj1qysrC1btrwoH/GyrP7jH7e3bFnB/9VqdV27ZtM0LRCQ8/PTduxYrdc/26dt7t69++6770Z6FAvp5MmTL0qgV6/a/vrX/3a7/b/73S/Hx/2MsSVLUn71q0KjceIf6c8uQRBiYmIYY42Njdu2bWtvby8vLxdFkX9ppdfrA4FAW1vbG2+8oWlaTU3N8PBwZWVlUlLS6dOnExIS3G63JEnvvfeeqqqh34udOnUqISFhx44dkiQZDAadTqfT6WRZ1ul0JpOJn7w4e/YsX1tiYqLJZAo+KsuyJEltbW0VFRU6na6zs7O4uFhRlEWLwvoahH+FIjDGnE6nw+FY2P1lMpleeeWVcOa02WwPHz5c2K0HKYp6+HBXU9PA6Kg3Li56xYrUX/wi3L/BR0ZGXC7XExpYOFatWvUYS4VzenbHjh11dXXnzp1zu92iKGZkZPT19U15wtZut896YvbTTz9tamr65ptvnE5nVlaW3+/nj7a3t0dFRSUnJ7e1tfGTvefOnfP5fHM6kSswxmpqaoqKih5jX8zg/Pnz+/btC2fOw4cPZ2VlLezWgyRJjY8PlJcnjI3FjIyM3rljCz/Qmpqa9evXP6GBzaqurm7fvn2P8aV9WVnZoUOHdu3aNeH0bF5eXui5BsYYn4GferVarTt37px8wpY/6nK5li1b1tDQwE/MyrK8Z8+e2trahISEvLw8Pkj+s16vVxSFP8oYkyRJr9cHT/bKsrx27do5PSmBMRYVFVVcXDzXHTGzvr6+MOeMj49fuXLlwm491OrVP/9gsVhycxPDX3DRokULvlvC19/fz39QFPXqVdu6dblhLrh8+fIvv/ySMfb+++/PcHr2rbfeYiHnb4PnVEtKSiaf3+Izf/jhh6EP8Yl8taE/Bx9tbm4uLy/X6/WhZ3RlWZ7wOpnZo1kbGxslSWpubuYvO1mWZVlWVdXn8zU0NPB5qqqqfvzxR0VR/H6/JEmyLCuKEggERFHkz9bn8wVXqKpaU5Plk0+qfv/7qlnH0d3dLctyT0+PpmmiKCqKoiiKpmmBQKC7u5vPc+HChYaGBlVV+XY5VVUvXLjQ1dWlqqooivwhVVX58BhjfCXBDQ0OOv7yl9pduw6GuYNm3S2aplVXVx84cOCnn37y+/18F508efLbb79VFIUPg1MUZU47sLfXtm9fza9/ffBPf6pmjImiPDbm5f+MjnqsVlfwn+vX7aKoBhf0er2MsZMnT3733Xf19fWBQECSJMYY3y7fCh+hz+fjY2htbRVF0ev11tTUHDhwwG6388H7fL7gqHQ6ndvtPnLkCF8VH7YgCA0NDT6f78aNG3q93ufz8Yfa2trsdvuJEyc8Hg//TfFNiKLId9eUm+AjD/XoJRXmpWVhXio2MDC+devnd+7cl2WlvDz/zJnL0xUwOiozxpxO58WLF1999dW6ujqPx5OWlvbgwYOxsbGxsbFVq1YNDAzwecbHx2VZvn79ent7e2FhocViKSwsdDgcycnJ1dXVW7duvXfvXnt7e3p6ut/vz83NTUlJ6enpGRsb++ijj8bHlU8+MQ8O3ne7/Tk5yTMMibPZvGHuloU9pOM70OHw799fPzTkGhx0FhZmho42NjYq+OddVJQQHW0MPtTc3DwyMrJixYr169fb7fbo6OiRkZG+vr7CwsIzZ87k5OSUlZU1NjY6nc709HRVVT0ej9lsFgRhYGCgrq7O5/PxA8qWlhZBEAYHB6Ojo10u18OHD/mo6uvrFy1aFAgEDh06FBz25cuX+/r6kpOTa2pq+GGoIAg+n08URZPJNKdNDA8P9/b2Go3G3bt3Tww0nGOX8I9Ili+P+8Mf/uvbb/+3s/N2dLRx166i6Tq4caORMbZ27dra2trS0lLGGH8T1TQtNjY2Kysr+OmQkJBQXFzc399vs9kMBoMkScuXLx8bG0tMTFy3bp3b7c7IyOju7jYYDC+//LKiKK+99lp7eztficFgiIszHDiw61//8tfXX71+/e4MQ+Jcrsth7hZuYQ/pUlOjjx9/R1WZ2dzT0zM862j/+U89Y2z9+vUtLS0ej4cxlpKSsnfv3urq6ri4OIvFYjAYNm7c2NnZybcyPDycmpp6//79nJycwcHBnJycoaGh4AEin6jT6SRJSkxMLCgosFgsRUVFQ0NDK1asqKurCx02+/exZvAw9KWXXrLb7VarNS0tLfxNCILg9XoFQdi8efOjvapp2uTLuma9tIzN5VIxUZRNpmmPi/fv379p06bp1qwoyuQrNqa7sG26h/hKLBbL9u3b8/PzZx0S9xi7JXSGxxtqcLUnTpx45513wv97YuZr8/i2gjszdPDnz58vKipKSUkJnc4nXrt2jR9EyrJss9mWLl063fqDT3zK3RLmJiYsyJ+RwNc+Ojoa5o4Ik9/vD/48cwqyLD+hr5l8PkUUFVFUvF7JaDSEHt/MWid7MrslfJOPxuaDvxKCL/XQFEKveQ1O5xMrKiqC02eok4VcizjlKyrMTUy5ZoExVlpa2traOsPmH0NeXl6Yc27bti143dDC6uz8v/r6O16vLIrq5s1plZV5c/o+q7i4eMF3S/jS0tImf3TM4MGDB/xI/bnBX6LP+bl4q9X5xz9Wd3Tc+u1vf5mdnZSZmVhamhfO2+cz59KlS6HfADwHFi9eXFBQ8JwHyhiTZfVvf/ufP/95l16vczrHu7pu+3yiIBg2b34lPT0h0qODWTz/gU7J75cuXRq0Wl2SJBcUZG3atAz3+NL0ggYa6ubNe5cvD0uSkpgYU1GxMjY2KtIjgkcQ6CMu13hHx62xMR+uVqYDgU4hEJAvXhywWl2SpBQUZOIAIIIQ6Cxu3rzX02OVZTUpKaa8fGVc3DNwAMDPhkd6FI8jOjp64vk5BDqZx+OZ/BW9y+Xt7h72+yWj0VBcvHTx4pinMBJBENLT0+e61NGjR2NjY5/EeJ4ou91eWlo64Qqy5/Abwfk7depUbu4Ul7ctWcIYM0qSeutWv8PxNN5KW1tbP/vss7kupdPp3n777Scxnieqr6/P7XZPmIhAp6DX60PPzkXQ/M+xLewdIE1NTfzio4yMjNu3by/s3SChp8eDEOi0IvirDQQCE27cGRpyXrlyZ/fudXN9Fgt7ueD4+PjDhw8//vjjr7/+2uv1LuzdIHa7/YMPPpgwfgQ6rcj+avn1ly5X4PPPf7x82drba9uwYVlRUS5jLCbGZDIFrwc1hl4POtnCXi4YHR0dHx9vNpuzs7NHR0cX/G6QyZcfINBpUfjVGo16UWSSpPj9CmNsePjnm/hUVXO7H515d7t9msaMRkNMjMnjCdy8+ehI7kncAcIvhueH6Qt4N0hvby+/kvU/aDDJ0aNHJ0zh959wkiRNXiR0Bk5V1cmz2Ww2q9U662zBTQRHcunS4N//3jnjqB+ZPP458Xg8mqZVVVUdP358fHyc35rS0tISCAQ8Hs8PP/zw1Vdf2Ww2WZb5XSKKoni93uCCj81isXR1dU2YiHfQqfH7mUKpqjrDoxNmmE5aWtp0i085gOA6N25cunHj0lmXmqcJd4xIkjTPGzbmD4FOobS09Pvvv4/0KBhjLDk5+WluLvSOEcbY/G/YWADzeU8Gmub5ET9BY2Ojw+HgPwePPfjEpqYmfmwz5WHPXOEjHh7HfG7YmD+c6nwOdXd39/b2RnoUcyaK4s6dO3Ny/uO/LohAgTT8TxSANAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpP0/3O50UXSa4TIAAAAASUVORK5CYII=",
"path": "5d6a28d8cbd437081884562af90e8767e352fab9bf8a0e294c657cc1ede41860.png"
} | Generate code for a svg of a a diagram of a computer system with several different types of devices | <svg width="600pt" height="117pt"
viewBox="0.00 0.00 600.00 117.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 113)">
<title>Voxel::RawFrame</title>
<g id="node1" class="node"><title>Node1</title>
<polygon fill="#bfbfbf" stroke="black" points="112.5,-51.5 112.5,-70.5 207.5,-70.5 207.5,-51.5 112.5,-51.5"/>
<text text-anchor="middle" x="160" y="-58.5" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::RawFrame</text>
</g>
<g id="node3" class="node"><title>Node3</title>
<g id="a_node3"><a xlink:href="classVoxel_1_1RawDataFrame.xhtml" target="_top" xlink:title="Voxel::RawDataFrame">
<polygon fill="none" stroke="black" points="248,-89.5 248,-108.5 364,-108.5 364,-89.5 248,-89.5"/>
<text text-anchor="middle" x="306" y="-96.5" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::RawDataFrame</text>
</a>
</g>
</g>
<g id="edge2" class="edge"><title>Node1->Node3</title>
<path fill="none" stroke="midnightblue" d="M207.172,-73.1843C227.164,-78.46 250.219,-84.5438 268.924,-89.4799"/>
<polygon fill="midnightblue" stroke="midnightblue" points="207.899,-69.7565 197.337,-70.589 206.113,-76.5248 207.899,-69.7565"/>
</g>
<g id="node4" class="node"><title>Node4</title>
<g id="a_node4"><a xlink:href="classVoxel_1_1ToFRawFrame.xhtml" target="_top" xlink:title="Voxel::ToFRawFrame">
<polygon fill="none" stroke="black" points="249.5,-51.5 249.5,-70.5 362.5,-70.5 362.5,-51.5 249.5,-51.5"/>
<text text-anchor="middle" x="306" y="-58.5" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::ToFRawFrame</text>
</a>
</g>
</g>
<g id="edge3" class="edge"><title>Node1->Node4</title>
<path fill="none" stroke="midnightblue" d="M217.944,-61C228.314,-61 239.12,-61 249.45,-61"/>
<polygon fill="midnightblue" stroke="midnightblue" points="217.753,-57.5001 207.753,-61 217.753,-64.5001 217.753,-57.5001"/>
</g>
<g id="node6" class="node"><title>Node6</title>
<g id="a_node6"><a xlink:href="classVoxel_1_1ToFRawIQFrame.xhtml" target="_top" xlink:title="Voxel::ToFRawIQFrame">
<polygon fill="none" stroke="black" points="244.5,-8.5 244.5,-27.5 367.5,-27.5 367.5,-8.5 244.5,-8.5"/>
<text text-anchor="middle" x="306" y="-15.5" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::ToFRawIQFrame</text>
</a>
</g>
</g>
<g id="edge5" class="edge"><title>Node1->Node6</title>
<path fill="none" stroke="midnightblue" d="M202.579,-48.5841C225.049,-41.8743 252.363,-33.7181 273.131,-27.5164"/>
<polygon fill="midnightblue" stroke="midnightblue" points="201.539,-45.2419 192.958,-51.4569 203.542,-51.9492 201.539,-45.2419"/>
</g>
<g id="node2" class="node"><title>Node2</title>
<g id="a_node2"><a xlink:href="classVoxel_1_1Frame.xhtml" target="_top" xlink:title="Voxel::Frame">
<polygon fill="none" stroke="black" points="0.5,-51.5 0.5,-70.5 75.5,-70.5 75.5,-51.5 0.5,-51.5"/>
<text text-anchor="middle" x="38" y="-58.5" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::Frame</text>
</a>
</g>
</g>
<g id="edge1" class="edge"><title>Node2->Node1</title>
<path fill="none" stroke="midnightblue" d="M85.7045,-61C94.4607,-61 103.615,-61 112.369,-61"/>
<polygon fill="midnightblue" stroke="midnightblue" points="85.656,-57.5001 75.656,-61 85.656,-64.5001 85.656,-57.5001"/>
</g>
<g id="node5" class="node"><title>Node5</title>
<g id="a_node5"><a xlink:href="classVoxel_1_1ToFRawFrameTemplate.xhtml" target="_top" xlink:title="Voxel::ToFRawFrameTemplate\l\< PhaseByteType, AmbientByteType \>">
<polygon fill="none" stroke="black" points="404,-49 404,-79 592,-79 592,-49 404,-49"/>
<text text-anchor="start" x="412" y="-67" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::ToFRawFrameTemplate</text>
<text text-anchor="middle" x="498" y="-56" font-family="Helvetica,sans-Serif" font-size="10.00">< PhaseByteType, AmbientByteType ></text>
</a>
</g>
</g>
<g id="edge4" class="edge"><title>Node4->Node5</title>
<path fill="none" stroke="midnightblue" d="M372.93,-62.041C382.909,-62.1986 393.362,-62.3636 403.786,-62.5282"/>
<polygon fill="midnightblue" stroke="midnightblue" points="372.777,-58.5382 362.722,-61.8798 372.666,-65.5374 372.777,-58.5382"/>
</g>
<g id="node7" class="node"><title>Node7</title>
<g id="a_node7"><a xlink:href="classVoxel_1_1ToFRawIQFrameTemplate.xhtml" target="_top" xlink:title="Voxel::ToFRawIQFrameTemplate\l\< ByteType \>">
<polygon fill="none" stroke="black" points="416,-0 416,-30 580,-30 580,-0 416,-0"/>
<text text-anchor="start" x="424" y="-18" font-family="Helvetica,sans-Serif" font-size="10.00">Voxel::ToFRawIQFrameTemplate</text>
<text text-anchor="middle" x="498" y="-7" font-family="Helvetica,sans-Serif" font-size="10.00">< ByteType ></text>
</a>
</g>
</g>
<g id="edge6" class="edge"><title>Node6->Node7</title>
<path fill="none" stroke="midnightblue" d="M377.866,-16.8811C390.228,-16.6859 403.174,-16.4815 415.789,-16.2823"/>
<polygon fill="midnightblue" stroke="midnightblue" points="377.583,-13.385 367.64,-17.0425 377.694,-20.3841 377.583,-13.385"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "ffe750f7e2f66c568658457b39a20ea25068e1f926ea76722193784838240dc4.png"
} | Generate code for a svg of a a close up of a bitcoin logo on a white background | <svg width="34" height="50" viewBox="0 0 34 50" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M26.2068 23.7289L24.6339 24.4777L26.3645 24.677C28.11 24.8781 29.8913 25.5884 31.2321 26.9411C32.5646 28.2855 33.5 30.3023 33.5 33.1967C33.5 35.554 32.6218 38.145 30.6486 40.1449C28.6824 42.1376 25.5918 43.5806 21.0964 43.5806H19.8792H19.3792V44.0806V49.5H16.0719V44.0806V43.5806H15.5719H12.306H11.806V44.0806V49.5H8.29039V44.0806V43.5806H7.7904H7.79026H7.78971H7.78731L7.77747 43.5806L7.73818 43.5805L7.58545 43.5798C7.45232 43.579 7.25883 43.5774 7.0182 43.5742C6.53682 43.5678 5.86739 43.5551 5.11544 43.5296C3.8101 43.4854 2.27428 43.4033 1.04249 43.2528L1.9993 39.7588C2.893 39.9134 3.75534 39.9961 4.42289 40.0406C4.8145 40.0667 5.14127 40.0797 5.37086 40.0863C5.48571 40.0896 5.57636 40.0912 5.6388 40.0921L5.71083 40.0928L5.73005 40.0929L5.7353 40.0929L5.73681 40.0929H5.73729H5.73746C5.73752 40.0929 5.73758 40.0929 5.73758 39.5929L5.73758 40.0929H6.23758V39.5929V10.4079V9.90786H5.73758H0.5V6.83003H7.79039H8.29039V6.33003V0.5H11.7717V6.33003V6.83003H12.2717H15.5719H16.0719V6.33003V0.5H19.3792V6.33003V6.83003H19.8792H19.8863C25.8194 6.83003 29.9262 10.7633 30.2125 14.9909C30.3887 17.5929 30.133 19.4071 29.481 20.7445C28.8373 22.0648 27.777 22.9813 26.2068 23.7289ZM11.862 9.90786H11.362V10.4079V21.8331V22.3331H11.862H16.5904C21.5434 22.3331 24.0542 19.2006 24.0542 16.1885C24.0542 14.73 23.5582 13.1627 22.4889 11.9533C21.4097 10.7328 19.7732 9.90786 17.5651 9.90786H11.862ZM11.362 40.0929H11.862H19.5474C21.1508 40.0929 22.992 39.8217 24.4435 38.8019C25.9277 37.7591 26.9217 35.9934 26.9217 33.1967C26.9217 31.1034 26.0071 29.5473 24.663 28.5281C23.3342 27.5206 21.6059 27.0503 19.9571 27.0503H11.862H11.362V27.5503V39.5929V40.0929Z" stroke="#ECC289"/>
</svg> | |
{
"bytes": "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",
"path": "d628e8916a229dd290a49d62b46279c0cf563b91fe156e76113d4376380724a3.png"
} | Generate code for a svg of a a blue and white checkered pattern with a black border | <svg width="120" height="120" xmlns="http://www.w3.org/2000/svg">
<rect fill="BLUE" width="30" height="30" x="0" y="0"/>
<rect fill="WHITE" width="30" height="30" x="30" y="0"/>
<rect fill="BLUE" width="30" height="30" x="60" y="0"/>
<rect fill="WHITE" width="30" height="30" x="90" y="0"/>
<rect fill="WHITE" width="30" height="30" x="0" y="30"/>
<rect fill="BLUE" width="30" height="30" x="30" y="30"/>
<rect fill="WHITE" width="30" height="30" x="60" y="30"/>
<rect fill="BLUE" width="30" height="30" x="90" y="30"/>
<rect fill="BLUE" width="30" height="30" x="0" y="60"/>
<rect fill="WHITE" width="30" height="30" x="30" y="60"/>
<rect fill="BLUE" width="30" height="30" x="60" y="60"/>
<rect fill="WHITE" width="30" height="30" x="90" y="60"/>
<rect fill="WHITE" width="30" height="30" x="0" y="90"/>
<rect fill="BLUE" width="30" height="30" x="30" y="90"/>
<rect fill="WHITE" width="30" height="30" x="60" y="90"/>
<rect fill="BLUE" width="30" height="30" x="90" y="90"/>
<rect fill="none" stroke-width="2" stroke="BORDER" width="118" height="118" x="1" y="1"/>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white speaker icon enclosed within a circle. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<g>
<path d="M34.437,7.413c-0.979-0.561-2.143-0.553-3.115,0.019c-0.063,0.037-0.121,0.081-0.174,0.131L17.906,19.891
C17.756,19.963,17.593,20,17.427,20H9.104C7.392,20,6,21.393,6,23.104v12.793C6,37.607,7.392,39,9.104,39h8.324
c0.166,0,0.329,0.037,0.479,0.109l13.242,12.328c0.053,0.05,0.112,0.094,0.174,0.131c0.492,0.289,1.033,0.434,1.574,0.434
c0.529,0,1.058-0.138,1.541-0.415C35.416,51.027,36,50.021,36,48.894V10.106C36,8.979,35.416,7.973,34.437,7.413z M34,48.894
c0,0.577-0.389,0.862-0.556,0.958c-0.158,0.09-0.562,0.262-1.025,0.037l-13.244-12.33c-0.054-0.051-0.113-0.095-0.176-0.131
C18.522,37.147,17.979,37,17.427,37H9.104C8.495,37,8,36.505,8,35.896V23.104C8,22.495,8.495,22,9.104,22h8.324
c0.551,0,1.095-0.147,1.572-0.428c0.063-0.036,0.122-0.08,0.176-0.131l13.244-12.33c0.465-0.226,0.868-0.053,1.025,0.037
C33.611,9.244,34,9.529,34,10.106V48.894z"/>
<path d="M41.833,17.293c-0.391,0.391-0.391,1.023,0,1.414c6.238,6.238,6.238,16.39,0,22.628c-0.391,0.391-0.391,1.023,0,1.414
c0.195,0.195,0.451,0.293,0.707,0.293s0.512-0.098,0.707-0.293c7.018-7.019,7.018-18.438,0-25.456
C42.857,16.902,42.224,16.902,41.833,17.293z"/>
<path d="M39.707,20.293c-0.391-0.391-1.023-0.391-1.414,0s-0.391,1.023,0,1.414c4.297,4.297,4.297,11.289,0,15.586
c-0.391,0.391-0.391,1.023,0,1.414C38.488,38.902,38.744,39,39,39s0.512-0.098,0.707-0.293
C44.784,33.63,44.784,25.37,39.707,20.293z"/>
<path d="M30,0C13.458,0,0,13.458,0,30s13.458,30,30,30s30-13.458,30-30S46.542,0,30,0z M30,58C14.561,58,2,45.439,2,30
S14.561,2,30,2s28,12.561,28,28S45.439,58,30,58z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAA0zJJREFUeNrsvWmQZNd1HnhOVlXv3WgAbIA7m0RTpAguLcsSZWphQ5tlUTMCFTFeZrSA45kIaryQiJA9YcfEgJywf8xQDtARliVbM0NalLXYMwIpWZItamlbI8qkJAukAMoy2EBjR6NBdAO9VHdVV97J+3K7yzn3nvvefS9fZt0TUV3VmS9fbu/e7zvf2QCKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixYsWKFStWrFixdg3LR1CsWD/tyi+8+eTo19HJKh3/Pbf3OocfnRyTd1Wr2V8Pjn4uOvfq214y/n/aPP7gX33kYvkWixUrBKBYsWJzYD8++nV8BtpoAfr0vvgKxTaWuWp+mH/f6cntZ0f/Pj4hEhWhGJGEB8sVUaxYIQDFiq2e9w5wavRz0wTobXCnViAGlikueCWLQF/JHqesvy8aCsMXRz9nqx+lHjz4175SVIRixQoBKFash0D/8ydOAeIU2N/rePVCkEchEUhctU1Wt8pwnKL+rwTHWH9PycHoRz0+uq36uxCDYsUKAShWrBO7/PMnjuI4xj4CfHjXaOkcByrmzgK/AORRskJx8StYRW5QgsfEyIGC2N8jAqAeHP3/32u1YHTzg4f+2ldKOKFYsUIAihVrBvYa3HEs379rtEpOTgBfBvaIcpBH4j8YX63Y9WqOKfsq9jiVSAYIYhAjBar647QaKwY6lHB6RArOliu6WLFCAIoVowH/504cH60EDfbvnXj5J2cgToF8HbDHCMgjzwfCqxbzrnKVeJBKOERFyEE8HGACvQP+LCG4qMZJiF8c3X760H/7ldPlii9WrBCAYrsX8KdSvo7Zn8Kq1E4C+MiQACHQI30I+1jJKu1FCCB0XxjcVRDspZ4/cSxDCCZ/np6EDgohKFYIQLFiK+/hA9wN4yQ9DfxH0fTesSng02AfBvqEMIF0tWIby1rJlAElvF1Fzs0RA44UpBIC8zxqJiZoElAIQbFCAIoVW3rA/5cnjk4k/e+fAP5xNIE3BOqpSkAI7DlyIAV9DCzRNisBGlcAqAaJgMTjlY/raZ4/f05PHRiXJE4Vgk8f+u9KDkGxQgCKFes76E9l/SnoQ20vP3JMEthH8wIEcj/2aBXXUQJUhCCIYv8CUiDy/GGeQ6CiZEDb2dHvT49+f2ZEBoo6UKwQgGLFegL6Yy8fK3n/uBj0ufsZlQBJJSAC9iGgr1X+RygP0EE1gKSvj5IeCPGQQLz8jyYFdQlBChkYqwOaDPx7TQoO/WDpRVCsEIBixboE/bthLO3frWP5M1zEmDcfIgX+4zAG+G2UAKZUAtRZvdjAs085nq0AqFsKGOkPkEoIapEBK2dgel+lDBQyUKwQgGLF2gL9nz1x90Tat0F/CrgZQL8W4NeS/dG+Ser996EhUI4GQIRTztb6J3j+EkKQjQzYIYI5GVAjMgCFDBQrBKBYseagP5f3xxPxKIk/N+hLEgQlSsDkXPGSP/f/mEgEemBR4BeAO+m1Sz1/ArAjYN+YDNAhgun945yBH/zKJ8tKLlYIQLFiItC/Q3fc+5GJp3/cAuuQxC8EfUwiCwlKQAjsazQDWthqVy0+d0oTICUgBamEgFMH3PNLyAATIlDKIwmTnAH1Lw794JnTZYUXKwSgWDET9D91h/bu76mAH+3e+oghbx8ZBSAA+nXKAAPHoBTscwD9MqxUleExwta/Suz5J6gDKWSAui+sCpzVRGD0+5OHfujM2bLyixUCUGw3A7/28kfePt4NDkiTsf0QQIfk/dTkwMAxKFQCaq2u3bASVc1jBZ6/inn+IUIQIgOhMAF1Pi5XwD5PlS8wIgKfLDtBsUIAiu0W0D8++nXPBPiPux48sp498vH+HKDP1P2HAT+gFPRxtUmeWy3w9anEYyLNfdiQQY3M/2DOgFAVUIq6XV3UisDoj39cVIFihQAUW1XgPzX69SMTqd8C86DML5D/kQP25Hg/8pI+1vDucReuVNXx+UKEgAoZqBpkgLhPCQAfVCA8QJMGrQr8i0M/fObTZccoVghAseUG/Z+5Q5fraXn/viqhjwN+TuaPeftShSAF9KWzANpYRSUE0Pwcgr4AnjqQTAacaoKoKhAID9Dn1p0H//HoP58ckYFSTlisEIBiSwX8I7CHD1XeflWzLwV+AsQ5b79hRQBG7m8V8LHHK31RIQDV0mMFZX5iMiANEUjCA6E8gflx8/DAD5fwQLFCAIr1G/hPGsAPtYCfAXKMEQVWNcgE+n3I2sf+LGDVFYFQGR+TgwwIVAEVCwOkEwEwiMCDZacpVghAsT4B/6nRr/sm0/fmQBwD/kjcH0MhAWHMPwr6XbXZrfH4VViYKnpDy4Qgpg64SYIeGZDlBHAkQUVDARRBIEID88eeHv370REROF12nmKFABRbJPDfU3n8ACcBGwC/ROaXevtNQL+rkj1sehpsd6XXAmnV7BFthQBS1IGoMqBEZYOUl8+GBwoRKFYIQLElBP77YDJ9rzPgj1QEYB9BH1Mfisu9UlVzpFZNSEEXZCA5878GEYglC86f5+yECHyy7EzFCgEo1iHw+6CMjYA/pSKA8fYlMX1saWUkgT3uzpWo6qF2bVKgGhwXaQDkhQiEmf+NiQB9TCECxQoBKNYR8DuJexgB+SzAH/T2FwD6IsDvCdCnPOciKgESiUEtQpCbDEhUgQhBUCqBCLgNheiEwtNQQgPFCgEolgH4T41+faICfhesqZa9UuAPAXxA/g96+3VBv23Ax122UlWb51oAIeDIAEcETNAGEMX5o0SAJAfKfoxyzl+IQLFCAIo1AH7t8Z8igR+cOL8bp6e8eMrjl8T3TeAP1fqnXNGJaoAY8LGsxNYJgjBzMJkQqBr3B4C9MyIQzg+YEoEPlD4CxQoBKBYD/uMTj/8U62WbcX4K+AmQTwJ+s4RvEd5+FPQzAH4JAeR7TgEhSCIDmVUBRYUBYkTAzRHwHh+oGODUCaj6CNxbOgsWKwSgmAv8umXv/aCH9ADjzVODekLZ/rEYf1fA3xj0GwJ+CQF0ey4pIchBBlLDA4klgDYRUGxCYUJYQIO/bjH88UIEihUCUEyD/0dgXMt/lAJxAELu5+L8bgMfEujpZEGkWgBzMn8m0G/Fyy9hgHbJQe0Yf8dkIJDNrxIz/+2GQnXCAp4acHaiBpShQ8UKAdilwH/3xOs/Hvb6I3F+NzOfJQgR4JfE95sCv8TT76IZUAkB5HvOWoRApdyVlwgYXr4SZ/4r+zEM6PvnVyE1QNvpCREo7YULASi2S4BfA/48zp/i9Yfi/ETSH9/rPyPw9x30Swigu3P1iQyEwgNOTF8xWf6cp6+CwE+oAUAcb7++j8O4YqCEBQoBKLaiwK8l/g/DOLsfxF5/SO6XJPg5t0UTCDMCfxbQLyGA/pCD1psAMWSgMyJAJAtyt3H5AbGwAK8GaPD/QAkLFAJQbPXA/xSY9fx1vP6Q3B9QBszbEPnnTvXo07A9Maa/imGAPocAOpX/pcfUIAN1wgOKqRoIlfa5RCAWFmCTBEk14DSUssFCAIqtjNevgf/urF5/KM5PgDxKkvuye/stgX6pBOiGOLQ5B6AhGciuCsSIQCTznw0LsImDIjVAjx7+SNlFCwEotpzgP5X7jzb2+r3sfkGc323gkxv4Y97+okB/ASGARSxg1dmDWvT4k8mAktxcjwgwYK0AgkmB8rBAcqWAtgcnakBJEiwEoNiSAP9xcJP8anv9iXI/leAXquOvM6GvaWx/iUIAuMgVnsmbV20+Vxdtf3OpAilEgAB5Jcr8J6oFIkmCgkoBbR8takAhAMWW0esngFrs9XNJfrE4P1UR0ArwLwD0WwgB4KqsVpXx0F6FABJVgTpEgAwLUEQgkB/QVA0Ik4CiBhQCUGz5vH4X/FO9fkEfAC/OvyTA33EIAHf7alQND1lECKAvRMAAZcWBunU8+EmCkVCCrQaQIYGiBhQCUKxn4H8PjBv6dOv1c3J/SmZ/G8CfeSZAa4CPPV/hXVYCqJYJgergmE6IQEJYoKgBxQoBWGngpzP8a4F/wOsPJfnF4vx9Av4OQB+7WGHYx2Wr8pMGlYjBC5H/OyYCbGfAhCRBJSECIhJwcaIGfLzsxoUAFOsW/E+Nfj1Ae/0Qlvyjdf0L8vrbAP6W1YBWAB9XcVlmIAhtEIJsXn/o/gQiUDcswFULhNSAYVw9EIYETo9+3l+6CBYCUKwb8Ndy/4ebe/0Czx8iVQMpZX2pwN+mt18T9LMCfpdA39sQQANikEII2vb6RUShLSIQyepnQF6mBCSpAZoEnC47dCEAxdoB/uMTr/9kOvgnAn+dJL8uPP4MXQKzgH7t9sC42qtVZTxJhra/CyEDXROBlCTBdkMC2kqCYCEAxVoAfx3n1/H+o96dg8lXOACZ5C/t5hcLIcSuoK6AvwU1oDHoY4NlVWYB0A9sWAFQiwy0QQTq5AioTGoA0xNAqgZ4IYEh+Wp1YuBdJSRQCECxPOAfkPwhLd5vgX9qrL8Nr78l4K/h7TcC/bqAjz1e4V1VAdRtKdgg6U/lVgUyEYF+qAFZ8gJKSKAQgGINgV97+78DtSR/SMzyj2T4Z/f6FwT8iwR93AWrVS3iPB2TgT4SgYga0DwkUCsvQFsJCRQCUKwG+J8CKstfBP7G3wOQJfoNpufO7PX3AfglEr9YMcBuVtQqrsjO5gCo2h59EhnoOxFQASIANUjAEOrmBejxwh8oIYFCAIrJwF/L/fez35QJ/gNISPbrgde/QODvJeiXEEDLcwDqkYHFEwEnP2ABaoA4OXAoIgGlcVAhAMUE4K8T/e4Jgn9Csp9U8o8m+i1C7l8U8EtBHxe0ykoIYHFkoDWvvws1QJggWCMkYJ1ryH7OFyck4NNlpy8EoJgN/Hy8X5vj6WPdeL9ZMQBQX/JvU+7PAPy9AH0sKzIbOcg+A0Alx/rFqsCiiEBqSED/6TUDMjL7hw1IAF8hoO3e0j2wEIBic/A/OQF/Jt6fCP4DLt6fKPl3LffXAf7G3n5G0F9gCADbeB7VjbO/+Kl/aW90cUSgHTVACWR+jwQMQdAvgK0Q0PbJEQn4QNn9CwHY7eDP1/dLkv0GUCvejxwxWITXnxv4c3j72MKqydUWYIlCACrTefIAfV5VoHMi0KYaIAwJZE4OLP0CCgHY1eB/zwT8IQn8B9Ag3t+y5J/L628F+DsGfWywCFc8BKAaPLYTMpCgCjQmAm2pAbHzKokaUKNfwDCZBJTkwEIAdh34x5P9XPAfQFqyn9MhMJvkn+L1Lxr4Y95+R2OB2UOx56u7i0qAOp1/O5v8p8QefKdEILsaECEBQ0hPDhyKScDFiRJQSEAhACsP/Frqv18M/sEyPyLZT0QSMoN/Drm/b8CfEfSze/arXgWQqhTkIgN9JgJtqAFN8wKGkuRAcZmgJgE6OfCTBSUKAVhl8Ocz/euCf6QXQK54P2ILXn+drP7gYxYP+lm8+1IFUF8laH3Yj0onAql5AE3VgJRpghYJgIS8gIkSMIR4hcBQSUiAtg8UElAIQAH/QZ5Mf6SSBpfI6+8F8Kd4+X1sBtTnEECDCoAsZKAvRKBPasCwBglgkgG9MsFhIQGFAOw+8Neg/wkR+A8iZX4DFPf+R6JCoBn4t+z1dwn8DWP/tQG/hADyn0NCCFod9tMyEWigBmQLCUTA3asQGEK4V8AwSgJKmWAhACsD/nSNfwr4ez39ieMyJ/s1kvxrEoLGwN+it18L9LGrFbmIJaxaPbzW43KQgbr3L4IINFEDmuQFDAsJKASgWD/Af4D1k/2aSP6L8PrrAH+XoN9aCAAXs7obefSqnfMnJv21RgZyEYG2wgJ1QwKBvABJhUAhAYUAFPDvAvyJ5D/kkv26kPxXDfjbAP0cLfuWPgSQscVgAhnoDRHoUg3IERKQ9AAYqvBxw0ICCgEo4C8H/0EE1AcJmf45Jf+mXn8y8HMvtubVnAP0swE+7q5VWReBW2gCVJsMJN+nRMAeJQJZcgMiVQI5kgOHhQQUAlDAvz3wJ7oANs70byL5N/X6Fwz8Yom/sRqAi1t9S1sFoJq9JqFXr3pCBLpRAzLkBQwFFQLDEAlgiEQhAYUAFPBnwJ9p8IMUMegb+Lct99cF/lzePi4A8Pu4YlsfBaxqe/yNVIGsQ30yhAXaJgExYuB4+9lIgKxEsJCAQgCWHPy5Ov82wT9nvL9phn/fgT8n6JdmQM3JgeqQDPSRCGQrDaRPvDgSULtPQCEBhQAU8PfuawL+i/T6U+X+RODHmo/rDPRLCKB/ZEClPV09IqCiwNuVGtCIBEwAnR0klEIC5B0DCwkoBGBFwN/w4uPgj0b733rg7yX7dQH+KV5/n4BfAvo9aAbUiy4AC2wC1IgM1FUFso35bUENqBsSaEICQg2DCgkoBKCAP9Bte1PAP6W7X5vx/ghId+b1o/zUTchEI8TN0AxoGReouBd+LkLQlAzkJgJ9VANyJQe2SgLEA4S06QFCHy9oVAhA1+Af7u0P4NfwD1oC/zaT/frq9dcB/mRSUBP0GzQDwr6t7hZCAKrJuWtXAKh8qkCbRCCiBrQWEmhaIdCEBFDNgoaKnjRIW5kdUAhAz8GfAvaFgH9CfX/ibVm9/q6AH6VPkHEF5QD7FasCqEUKasf5E8jAQohAghqQnQTM/+gdCRgGv+lCAhrYoHwESRYGfxSAPzPhb6nAH4lTIvdYpD3qlOfmHh4iC+L70JcxUEAeYscYxyHS05hF58eE51ukG1Hz9VqXd+Lnmv4dMd91jWsIkeGQjUgt8iqZZL01DushT6xD50kMeYI034nqb+LbJyYh2WKFALTq/X8iCv4DAfizU/1aBP+6m0XkcRgF7gTgl3YtrHOeGPBnBv0kwG8T5LHBT5uvIZUQZCcDGYmAVKVJuWYR6ytujdd6NyQgONKcOybgmBUSsDqCYl/B/56o5z8Avk7fOAZjHf6onIEm4C/2AGS3xSX/juV+sdSfGNtPCAFgV6ttVRsBpcwPylT3z95QM8u/cVhAmhuQMyRQp0ywaTjAkP0Vkwzo9RmIdws8O/r5ukM/fOZiQaxCAHKCvwb+T0TBn+ryN4iAP9fbf7AE4N9GrH9ZgL9t0C+NgORzgzLV/S+ECIgb/YRzA/pPAsIDhEgSMKzVMvjB0c9dhQTIrYQAwuB/txj8Q4N5glP9eg7+2AD8EWQSZSr4iyXbGlJv5P6otJ8qpZcQQK3vw1xa4hCA6D4iNJRyzlB+gOQc5HlRTsrrrvHA4mscDpCMMedCBty+SpsOA9xfkKsoADnAP1zrD/ZF68W8JBf5AOPtfRcN/iAB/x54/Rh74fW9fcy5inAFV6zq8PESZSBDA6AkRaBLNSBnSCCxTLCREjB02waboQBwegDQfQLmSkK0PPDjh374zL0FxQoBqAv+GvT/ePRzXAT+jNzfC/BvSAaiCUcSeV0I5p0Bf5egj7t8ZXZa85+ZDLRJBBrlBqggEPeSBFCzA4Y+IQg2CirlgdmthABo+50g+Idk/VA5S0jeGkA823VR4I+ZwR8TwF+UPd1QtjU/QhTK+5Jj6oYAaoO/cxJs8JMrJoAZPpOa34cVIoAa10TqNRYKC6Rc19HbsGGors4e0TAc4CZIM+XQyfspb/eXyoCiANTx/ptn/LtlLDF1wDxGulC7BH/vmHySf7LXHwquNkgWxCYrpJMQAPZ3xTZq8QcdNQESqgIpTXuSvPZENSBDSGDhSoDbNngoaAc8jDQKGiYlBepkwDeWpMCiAEjB/x4R+AuT/qAum10E+Is9iJqJfrm8fsjgkTnePtZUC5Kb1qR0AfK8cliCRkCcipDxM2qY9BdVBcTXEiarXElqgPg2bKDgtawEuHuasAcKSFXTuBIw7dxarCgAUfDXctEfR+nSLOkv0NEqVus/CHS6WhT4QwT8m0r+2bz+5h5/bW8/e9y/Za++j+OAU9WCTPkAoNpUBPqgBvB5ASrF829bCXDbAQ/5lsHR8kD59MCSFFgIQBD8myX9zf4WVgRQHQIXDP6tJfuleP3BK7TnwC/17ksVQA0UTnieZSMCHZGAIPdaJAmINQryQgAlKTCnlRDA2B6AWNIfSOQrIn/KrfV3/r+y4E9J/rVnADQA/1BiX5O+ANJj3N7AKUAvTKDDjn+avFb+DQh6/+b4Tpj7GoUGpOqUtG9ASkggRjDF6l7iczUNB3DOEpHHat9WkgKLApDT+//UHR8Z/bovvjlBuNMfJ+u75X6SRj+9AX9MP29Trz+X3F/X42+sBtTw8rGlRbqAEIDKfV6JOpC17l/wtH1TA3IlB9Z5rrpKQKhHwNB4ocNAuMAsLXSVAtrGnQJ/qCQFFgVgDP6nguAPwCefDMItf2e3DybEwfjbyvjvA/hLkotqdhlrDP51Sq5SPX6p14iZvPyApxx1pLvq5lfzeaKH1CoJjKgDTb8/7n3UGV4lVa1SEgRrqG3i5MBUwphLCZDsj27i4CCQFDiA0imwKABJ4K/j/o+BtNOfG+vnkv4GEJ5s1Tb4C8lAcqZ/jY0J24j15/T4G3n72DgpEFd9ZaoadyUl/alazy334hsoAg3VAJWtdC9TmaDotTRQAobh0j8yKdDKH3DyBWL5AD9U8gF2twKA8InRz1HWZXHb/A5icSoT2GvEqeq09415bQP6/8jdj+H3CaHHIeE9SUkDJnj9KVjcZGwwhhQhrFWuJvaKMds1vth5ALFrJPZZiJWBPF5/6PZalSsNSC2iQP0ZCL5Daj1L9oHYtZCjWRBAhqZqQCdXB96TUsP7z98fyPkqBGDFvf+fvePDo193xzcXoFv4Uo18yMWUUO7Hrheh+1hH9pd4/tKEITZpR7KxUE0IZJs1pnZZq9UlEMNgIwT9OPplBvYuCETTc4ZuFpMBYYigIRGoHRagrnHhT7Qpo3tbW+GAxNLWpFbaYhLgfB6eY2aEEQIkHQeDo2v7Dj9Q4H8XEoAR+Os40H3STSqY9DeAyBQrZuFGFhfWBPfs4J9IBjC0IXG3uWxe6F11AvwSbx/De3ttwO9iUl/bKkMmQiAmA1JVoG0iEHyPGF8Tzm218wJikkJTEoAhspO4j3kkAEgvf5wvAGwOFqKgJfjINg7ccvL8/fCR3U4Adl0OwOWfPaHr/U8GPxFTIqsT908Z8NM07t8U/CVlfjnj/U1j/SDcEGNXd9DbT1s1mGNlYQ9Xdu5mQKr58Sr1nKHgfYaWwCr1/VK5AXXzAmrlCQgaBqX2CVDhz1zVyAfwBgel5AOY/QGG/Jd04+qLsLO1edetf3PzdFEAdgP4/8sTHxltjCeDse2BIfdK4/5uyGDASFErCP7J8f664J86pybZ48d4jgbj6UOKlwoZvPou5P82nif18TmUgZC73uT6QeKaTPbUMWkNkP0CUpUA6EoJwPTHuzL+gHauyNCrk/eA5h7O5AOsHdD53+oT5+8PJIIXArAy4H8KpCV/07IUqhc7efGZHf2YpL9VAH9iM04vUwpIdCn902OgkRv4udPk7GEvBeC+aYiNmwA1IwNiQE8lAgnvJUiEm6yH2Fqo1ee/WxKQXB6YlA+A9CyKQbw0EHEA6wduPh7FhRW2XRECGIF/vNWvWXNqxfV9BomBPgDotAWWEoClAP/IKXJ7PMHs/sZXuHz0MtZ9flzgSlzREEDsGCV9fN3QgPQ1JLfzTSwVlDQN6lk4IOn1Wu2C6VkA9uRAII4xSgOHfIOg6xefhuHW5l3H7oXTRQFYRZaDcN/o53h4BDoa+UPIJqGMG1YEGlJQ3ook6Y8tb1kF8Bdk+UvwWdLIR9K3lvP4GZlf7BHWlbd3awgghzoQUgViyaUxRaBmuKle86vENSJJDlyUEsAopOlJgRCeujrdiwdI752A5P7u/uw5/Ap98K4MBaw8Abjyc5X0/+Hwp4BG4h930bjSPvI5AAnSP9ZaUGFyEMz2Xwj4g1zyD2X4NyIEAuBPBREpMagL+KseAqhDmIRkQUze3GtDUv8uvYZqjfldEhIg3ZfqVgZERwPPvzPvK3T2bSs3i9r+1/fC+v4jx2EXhgJ2gwJwv3QTmpX1DWIXHzg1/wY5gLS4v2Qhxhgy6TzULfVrC/xzev1Jm7O8PpxrTdDYO63TxKnLVr5dtRLO6fELCVmaihPobZxCBLKoAXIFMAsJAAEJkJY1N3096Hx46FRcDcCryCL3abPNcOS62Th4i84J+PCLP7H/VCEAq+P9fwRiJX+WPIWsfMVK9ANop9NfaiOOqOfSEPxTmgLVAH+sW+8c3NQzA39O0G81BJBp7h/i4kIAmSf/pROBeoDPkYCslTKMatYMdLH59xX9f41OgW47dje06u3bSDtGkT0a19Zh/eBRGN7Y+sRuIgArmwR45edPaEnnsfgmg/aUP9P7t/r4c/cTZEHgvXea9AcZwD9pwaOcxDQBfggAPyZe/K1OCKy52nAZlm07iXS1jxPW9ivxcyn5cwiS98QJgpJ+AXV6BUgSA0NPnTspUAkea/YBcOv7ndkB5DwBbmqg+3TDIVx74az+/dFj9+6OJkGrrAB8Qg7+IOg/LfC6epnxj42SCtPAH7sD/5jc72YGQwOPP4eHWqs3gMztDqY8NPkRvQVOPYB2kiIxw3fGHUZeM4lhAQn3bpFQY+OkPUzcXxoqAZLHhhKkRaWBxn0D/vvDgS4LPKp/37dbZgWsJAEYef/3jH6dkoB/aLgEV+cPwWTAxAXRNvhHQSYn+Ce856bgDwKiE0oMywAitYkBeWz4ywmBe5dVACGSEH8wtBMCyEUEomGVPNdr4/4ZOUhAcB9omQTUJigRdhoL104dusCsgI1Dt+h4QNyBXBFbuRDAlV84cXTE3uVjfgeGnA+O9O/K/RAJAwgudrH33wb4J3zztcA/Id6fDfgFcn8WqT9HGED4QnAVVmegy62v8UKtmv+k+3OFBlLCAnVDApJ+AXXCAbHXFxsl3CQckDo+mDqPFwIw2gCDEwoI3D8PBdBjg29sXoKtl87BYH3PB279W1ufLArActl9wTG/3NAJsNv3optogvFEk+ikPCn4C4EkqyznymhtgD9mBn9MAP8mg2CyJQVGvHsq0Smj976IKgDXYWNfZE75v8FAKNEUu7bVgDqVNRzRbtRTpKESEH0uJykw9jq9BEC0/+ZCAU5VF5qPIdoErx84DLi2MSIRN+5f9d4AK0UARt6/zvj/cPAiHMRlIlr6h3lZCSWDYnjoV9ZmP9FFWKMPt/tw0evLXLMsvg2jWcsiMK3bArYh6DcG/GVsBBQlBDXJAGT8brlrh62qwSzXc1YSwDodGZ0FqUqV2CQotn+S4a8B+CBOVQXEnDnHNg7fopMBj0Ksh0whAL2y++UbkXlhpCSSoGwjaeCBp5KBbOCfVO7TQsMS0W0YfE4RLjXxEkX3M6BfB/CXsRFQTUJQiwy0RfKADsFH1YCU5j8SElCHfKeqbqn9SUT7Q4a9TfCd8/t4eGYLRsaQr+8fqwBaUV7lhMCVIQAj7/9ukCT+BROnUJbpnxj3Dy6mGgky4nK/VM9fvLgxCcSTh5ekeP0Je2FTeTh8vwD0uwT7RYYAajYBEpOBOqpAQyIQBqSaakCT4VpJF34GEpCyD9UMBYgfG6kECDpzRh4X2bzNUQGqewdrK5sQuDoKAI68f+mmxsSGgheMu5Fj6sWPWZSA2kl/CcJBbfCPveVGkn/gpanxTzCRKNvYYM7brwH6bTYDasu7zzH1T+i1smSgaSlgyu0wvq5m11jKIqpxvYubBtUhAY2uhRokIMnzxzTHBR2/QCz/G6gXqRya5wLsnDp/f8C5LARgwd7/L57QcZrj6d4/0u1825L+Gx6bLeM/5nWwG31aAlKt2eVSyZ/aBxv0bk/zIu0PxsvzkAJhExDuD/FuPgdAQgaAzKLI6/ULbsfoexKGBCJroTYJiAAv1lYBapCAtvdGq9OfcGxwKCFwF6oAS18GeOUX36wTNQRlfwaQe32kiX7TTuYJTm8bCNv9piy2BcX9k+Z0Sxk61Mz0l3r9KXJ/Lg+Q+QxQuoJwN65MqDdOWFgOqLgH1ikFVPVeiwodR9W2JXcAZEr5VOQVCcrzVMJr8A5O+YyTSwOZjy/0HZljgY1RwOZ44PnIYOWNFbbHDftPsfncmapL4Mg+cOxe+GRRAPpFYT4cL/uD+bCfWol/kNzrP4lp7ybwF3lELYB/Fo/fcfRyNQTiNrZl/2mqKAhUAe+BuRUBKS+sM3ZbsAYx6XWheB+orwRgvmZmsf1JrAKg4807e7Wr7pofLBLDgtxQwMGbp89235V/9eaVKgtcagIw+jKOj359SL6hoF82kjoAiJM+cwB8co7AEoJ/9PPAIGlAyXedQw1wgF8k8/c1U3+Z9cnI582GB3LlAUS+zyiQYiYSkJJr1BUJaKP7adL+R90uDAWYydwQLvtcP1S1B9Z/Hr/69CMrVRa47AqAnt98NHgBDcbfqBcjgsCF4d3nrBhxw5/MF7/0wZjr/8LYYk7wD+xnUfDP4fFRwN8k6axYXjIQuA8xgQhkVAPi5YIZSIAEEFNzdRpNIG3QaVToBKU1CEJ/L2cVAcfZMBc5EeLV4L924Mj0vx9apeZAS0sAJt7/PeFViT67A7t7VJNa0eg6aOLtp4B/wmOxjucfkXVbA//Jc9fK8M8J/DHLJX8Xa/655iQCKSQkdp3WSQ6UzhAgPx8ZCcAF7UPSY1P8Hj9kG1ABBr6agcjJI3pGwAzzV6o50NL6LSMC8IkgAaDmSA8gLfEPwU/8E4/5rcd6Zf+v5/2j+HlblP1TS/zqgHwyScD4JrvyK6rnRKDBYxV1skBy3ZceuiZ6/tuPrcPtt62LTm0fE0kOXEBioFIJryf0YjIlAQY/stDY4KGavyw3IXDS/99KCDRnAkwTCc37DNu6cA5uXH1Z/3lx9PPGY/dWv5fa1pcS/P91xPs3gAUDcXxfYook/qWAf1vSfy7wr0W/Fwf+Zx7bgjNnr8O552/Alx6+Bpev7FS3SU1v1He8cS/c8aY9o9+jnzftnWzeGcC/gH53bopKfyxaJGDqGSs48+jWCOw3q9/6ujrz2PXRdTVMOv2hg4PqunrT8cl1dXx0jY3+VqH3otB+I85/Y//X684jAciB6eTBGP7skHgI+3rcTUAlvBeIvE/iPXgfGfccOH89s8e4n4EOB2sS4Cp/M8Fkcp9Cr/HD+sEjUwJwFNfW7wO4cW9RABZDAMLev+HVozXNz1YBqjdPzQYYYJwAhKS01rJk60lutZL+Fgj++ma9IX/x4c0K7D/3hSvJG7OUFLzrHfvhPe8+CN/8Fw4W4F9xVeC5c6Nr6k824XOfvwJfGv1u45qakoL3fOPB0c8BeMed+6v/d6YEkMdnKg8MPlbV9/SlkxolasL0cx06KoA5LXA4AXl3IqA7LRB8FeDauSdguH29ygtYP3TzG4/+9a+eLQSge+//MRH4ewAP9rQ/rjnEAPN5/1nJANY6Ly4J+OsN+fdHYP/Av3lp5O1vdXpdVZv2N42IwOhH/y7AvzpE4Dd+6xL83n+8Ap8b/SzCvuuuwxUZ0KRgdUmAagX0k3oDWGODlV/jr5yRwYomAB5BMJ5HKwBbL54b+5J79n7y1r9x/QOFAPTJ+7c8fGrcIxp9oJGcEIgmKRCAOuZI7kuR/hNm0y8D+Guw16D/2d+51ItrTCsDf/E7j8D7/+ubbO+tAP/SEAGtIGng/6XPXGzN069zXb3/fTdVhMC6rlS/SICqC9YpJKBmMyElPacyVACnKZBFAIbGSWcEAMaBAFchmNjmM7PGQEufC7BUW9qV/yfi/YME4KcNgZBsCYzuYwTAjRy4JZIB0XANTPwGU5L+UsYQ1wF/hz1oef9Tv3hh9Huzl9eb3qR/4PuPwvu//yZaxi3WOzt37gb8zM+9WIF/X01fS+//vpvg7vcZ11UDEqCSQFRAAsSEQvBYxYsd6e9X1e8QaCb8GYqAmikCAoIwsa2L5+HGpRnmf3READ5SCEA3BCA99k8RAOs2YzoUECGBjsCfwuNGioKYSCSMFc0E/trj/6n/+6u9Bf5CBJbPtJf/wGde6pXHL7muPviBWytFIAsJaKIE5JLsmfOqLOdR9HvlqiKM7H8FtvzvEwTwWwS7pGF66hvbsPns2el/l1oFWBoCMAJ/XX95IQr+AYAn60CNskBR2R+JaZjmtecC/yxkADsDf70x/+y/ulDJ/ctot9++Dv/T//iKeI5AsU5Nx/b/6U+/UHn/y2jvvHM/fPC/v7WqHuiUBLQF+rlIAKMCUFyJPAelAhilgl5ZoEsQLIXA/ryuP/8U7FzfXHoVYJkIgP6A72MPsGr7qbp+IBIDzdnQjmIgANha3n9IVm+rcVCTuH8m8NeZ/P/on5xfGu8sZJoA/J17bytqQA+8/o/d//zCkvty2w/9lZvhB//yze2SgBpJgU08f4g8XZISEVIBuHMaHrxSigT5+SAhQjkwjzO2rhtX5smAWgUYEYCbCwFoya7+v4KJfxToT4F86uFbpYBAT/uTlv1BTe9fSgDqKgri8wg7hTUB/9ENl68ut9fPmQb/j/wvr6zKCIt1b7qc7yP/4LmVIJSuGnDf/3w7HDqAzUiA6NjM+QApKkAjIqHi75OsCPCBfwrqyisJpJsIWbj01CwZUNtSTgpcFhfmboj1/OeG90ybPwT6QIv6/eegVCnef12aljLWNgX8U1WG0Q1nHt+Cv/u/PrNy4D/1Pn/s7z0Dn/q5CwWNO7Zf+sxL1We/auCvTefF/MiPPlElyKatt+BSTNsHcu09hCOCNR+X/HqsfRzpFsHm6+KwI9AOfm3/IfO/9xUFoD0FQHv/x3nwpxL+nNI+txxwMJ8fmez9owTRZRdydEFkzwPoIuMf4UtfvgYf/d+fW8lN2jWtAmg1oIQE2iddP/nTL8Bv/OalXfF+dYLg+993pJYKkKwEtBz/DwkQyWqCcYO4OZBicgGMBEBFVAn4x80/q+HWddh87om5N71n7/tv/RvXP71M19jaEoC/9v4/GNQwDCmfSu6bJwYCPfBnADWb/mAj4G6VDS9M+kf47OlLI/A/B1vbu2Mqjq45/8P/tAnf8PUHCgloWXH5wz+6umve8x8+uAnnzt+YNxBqNL2vgfee81jIrHpKzmE4PqiYBytzDJhBHKg2qtMWxWvrcOPKiIxOwgBqZ+eVH/t38C+W6Rpbht3qQ+EvODbmkZjqRkn+wgtMBP6CBYNNL24AfkpaHcnPOE8T8Nfx/h//J+d3HUCdefQ6fPBvPVn9LtYO+O/Gz/azv3MZfvwnztdaj0is7SZOgXgqo2Bzw9THMXGNOtMCvdHv1n0OjlBEwnjcxmErMn3qwj87dLIoALm8/1/6muOjL+Hj4y+M+wGi3I+a6Ad05n8t7z9B+mfuy+L9x+ZkS8GfIyaJHseP/8QL8MCvrl68X2pa8Tj9Hy5XSsAtN69DsQzqyrkb8Ld/7Cl48qntXfsZPHp2q7YSgII1n7I/iPYc6OC+lNdMqQCzgUIRFQCI4wzPcrC2DtvzpkAw3N7a97F/B58pCkAn3v/cw5/zAZzjvEUO0GF0goS/mCzOLQapBNYE/HMsKOc9NEn60+Dfl1a+vfBWz1yn59mXH/HP5ctDuO8fPre09f29UgK6AO+61U/JHjyEx6Kg4PHgOo9ohYvnPiTa8OFgBq5v6Ni/+Sx3n78/kLBeCIDY+9cf4j0iHYnJ/CcveGrcL6QAOeZZMJ0uSEw7T+LzPPCrLxfwd0nA33+mhAPKZ9gtCUgxTPCoW3I48pw/Qbkw9m/EyOtzHUSicmBqG4etFgBHB+sb9xQC0NQQ7h79HPXLMsBnbhACfaS/XPLiEHr/QWYZZsSYZaGmPLdwyE+Ct29tSqcvw0994qtldyYA7GP/+PyuqIJowwr48ySAXW+SfACJgxMD7yb7lcRHqfHcIhUAiY0OGWxgyQB6DufaQascEIY3tj9UCEBz+1D00qFkGcEPhphoDEyl4NhFTKxupmymjH/d0383JvxJTQOYBrJiafaxjz9fwD9gleI2It6p6zW5P0COfSj3famlzV5iH9iVYeT9QCcLUsqx/nMwgLUDFgk4fv5+OFUIQE27+sDXHB/9Oin2ekNef+iCRSLZQyWS2oSsWDkLFwK8NLuXe1ydbN5pfHbk2f7d+54tu7GABGhAKyYzPcWvz5P8+mJaBTjz2FZk/TN3ZVj/wWMT9zEp74i9ZpTudTE1OKZAELiybhMAbT9SCEAb3r/Z2YkC8zpxHFE8HuXSVBv1rcmPy5D1H7CP/h/PF3m7gFohSwsyvfb+0U8EQkyNk4jrxizr7VfixGjMpAIE934MlgSioyRoW/MJwD3LkAzYVwJwj+jiIr9Y5OV/cCsDGlzHOS7wHKShAdmoG/f/2X99cWlG+fbFdAc73TCoGA9oOmeiWAJhOrs1WovCVtS1SgO724tyHSfmK2YYgMMUqjssk4ugwwBONQAMNvqfDNg7AnD1018TSf5De6wvkZThszgz+C+4sOpkqoYuDhZk3foSLkmBuD/6uPDrxNR2w5Mfvel86l+V/ve1AK54t6x96udeLHH/GqbzAT73B1dlSmSoNDC0YaBw/4klW7nl2FIVQFxujWmPmW3D5uuDQGhg/vqRyBNYP3TEOu9we7v3YYA+KgA/IgNapC+AQD4AJd2IJ/7lZrOI9c7RWQiBlgn+0U8UL62u6Ql2v/TLL5USf+fnKyPg159LsXr2U5/86jwU0Kv9oub+l1sFoPZ4zruPVQE4CoKJNesHvTDAyQv//HCvOwP2igCMvH8dM7lb/MWzyRkYyADN/KLrJLi0LbE1yfoP3Kfb/GoFoFgzT7fkTtj240X6b2Q6tPTpX305eU3LqwK627NaC5VKnErOyYzhzfS/flMgPSug1ypA3xSAu8NfFJX8x3w5YH+BqSN/2VyBLLEszHCOeouibtz/3PmdXd3mN5dp8P+pn36hfBAT08mRRfrPQCxH5Fy3C0710pN76ddxQOqcsLYCgXS0l1MBQgnlQSeTSQbcd0COaYUAeCZjS0R9Jlv6V/dCkpTK5CpvkR5Xp3QnR8mPwmqDKZ5rAb1ChnqspOieHJIyvdDeojI9rgGYN1IBpPtd7NxIbOJcRZlha34Y4PhX/+m+3pKA3hCAq5/Rg3/glCj5j2JnwXiNc7yYfLbg/WOH3j8keP8Q8v5vlFa/me2n/s/SPfGBX36pkMqM9qWHr1U/qZtBknKePZs/swpgDv2RAn2wXwyyFWWzl2/g09r+/VVFgGnD69e+vxCAuMli/16mJjMZwjjOkmokF1rNIT+yi7MOacjwmmrfN/L+/3XJ+s9tOiHwS3+ye0sp9aCfBz5zsVwImS24VtvaO5Kmksr2yMa5ACn9WdzQMtv335mcxowWHuxfnjBAnwhAPPufY2+hwT4J5SCe5JPCit1+A01YQw7S4ByHdc4/urN4/y1u1j9/Ydem/hfvf0EqAAZUgBZyjhqfMLGkL51JMDiBIEsqJ56S6Ap49Pz9/SQBvSAAlfwfbP1L9f3HgKSDBPChqL4fExdOHhms6QICeT4Npp2z1Py3qwKceWx35gI88MvF+2/LfmM6JyBx38iRt5zFmcm4b0ZLAp3yPy8ZkO0LQySYG2EAwnoZBuiLAnC3yPuXlGVIqgOkF1RN2R05EpMR1Nsv0cHKQ/v9L1wpO2qrQLj7Kit0EmTx/tuzz56+VFXt5N8TulUBsM7rS23iFlIAOC+fKjs3RQeiHBCgKAAhsPl+u6sf0TWKavcLjtdftwLAOzxDs4AcMX3I/DISy3P0RlI26nbtc//xyq77jD/72yWk1AUJqBNybGU7yuRY1X1irPMaPSeSaRpE9qBBWPPzAHoZBlg4Abj6y1Xzn1NpQKasL8K+ppC4vpCfD81dcDXLYkSsVXruuqU50uMi5y91/+2bBn9NAnaLnXt+uwp9FGtZZdEEIGWaX479RVqCl7CvYa7XIFEEjGRAFk8sEqDYUy5LGKAPCsDdbKaQ/oDZ2czKEgR8xgbNk0fqstToXErj/Ukypsjj4iukVse/ieKiO/6V4TXd2Dgevjuy/0rL366I1o1xMiBmVgHQ2dMw136mGu6vwOzbNUOvoeY/s/0caHwavT+iEgBwsFYUgFqsKAbwwe5+GHhcIljm8P5zsu7s07fm/ymZ/92Znuu+W8jWblI7eqECpKB7mzH+Bvsg1n2tsY6HoWmyALJJsxQ+wWQ64F47D0ANd3QYoFezAfpAAE7xLIxr04jAxl+ghvff5gVd5/HR149pp6+x+D73B2WjLsBYiM4y2yyBN3P+sXfUwmL8GR2moLPJ5KEB+hVnZjWA3xZYW69mAyyUAFz9lcDoXwGws/J/4kUWzRVo84Kry7yzM/n5f4r8vwBv7bdWX3H5Uon9d2o6v2Q+vGtBKgAu4DHMnckjCsjEQPR70DHNg9YO7Jc7vAuy9cU+Pb43iYlBpCIgKTSQ8aLEhp2rMnPzplU4X3p4uTbqd71jP7zn3QfgjjeNJbfLl3fgiw9dg88uUbmZ9o71az10cACravo7WSZ7zzcdrK6rV96+MbuuPvf5q0tVuaFVgDuO7xmvb5W+JahMR4k2KsUfN3sW1fCpucdMb69+4zhPQTGvEZ3f5kln9yEM9h+kXsHJ8/fD8WP3wtlCAJKz/0MEAZtdfKEZAq1yoD4cZz9I3E980cD/9v3wQ3/tZnjnO/aRm/cP/dWb4YFfeWlpus49+ugW+V5WxZYlzKGvqx/70DG4/fZ18rq6/NdvhU/9woWl6OHwxdFa/kEK/aTguajjmu6lHlFw3jukvo7J45EgAQYxmPKG6hGDAeDGBqjtbQr3PtmH62Nh7sbVX3nLceC6/xFDgFzAj3bsE5bAoeCY6KXRpKQv6TkxehzWfA/mcWfO9rs7nfaSf/R/uBU+9g9fBe98+z422Vgfp0nAT378tdWm3n8V4PrKFgCceXSr95+/vl4+8vdvr66r229bD15XPzoiAfq6uuONe/rPaGrsAUF/wjsO6z9vQkk0qubvFUPHxHoBGHeyHQad7oFEPwBtvSkHXKTeGPX+a8n/3H1de+ySx/fQ+9eecp/j/3rD1Rvv+/+rm8SP0Zu53tQ1aeizrXJDoC891O+wkiaIP/PTr4f3vPtgq9di13blyg6/+Puw/7SZTF33MWyTH5CPC578JjoCyrBvFxCA98a8f5R++HW7AFJfXpfA3vSqrTPHIPIUj57tr6f23d9+eATkrx57ZzVMb9Q/Pnr8KsfZC7mpe129qvZ1oYmlDhn08bqqkgAbAjiKjmth08vpLGHiaxTnoPnYZB66doBUAHQ5YC9IwOKuWIS7ow17EMPfJVdqIiyxQ8ExsYuw9VnaHXr/fTa9SefYZHXIoAmJKLZapq8p/ZOLnC4HuexIBch9bin3iJQhBvEjFAYIOagUbmkFYO9e7q3sXgJw9d+8Rcf+j/Lgi3xNPxJsjpJj2vbMU+pdU2ZT11wJmHPh9sx0ol+OTXpqU+m2KAEF/DVw57yueksCOlEBGrye1L20k7BupFucV32Gfr8aPg/gvbtZATgV+zb85j+Q1CMg6dtvKyaVLT6FLSxuZNdX3zZpnciX2/Qm/bESDijgn9n6RgL068DOVADMvwfmVF3rhAG83jTMRFrnNjSeb7Cvv3kAC7lKR5/Le7k+CmiQp9mHquYfJgI3IVBgZjtqwTHBq04x2f+Sc6WY4PGYcbhQn6RxHVttY5Pu62a9FBnlNa1P11Vb4N/H6+qO43sb7QfmcVg3o19KKJpUSiWeC5u8XqspENeVdo5rXBigD3kA/VMAUmP6KeyvU/ko12Mw3+cR8f6rjfrYei82Lr1Bd5Fd3avN+o17V5YA9OW9tQ3+fbuu3nR8D79lIObeRlrar9rzROO5Xs0/o7W9+9JxcFUJwGYs/s99AWRCBjb8wjAvSVhESUudx0cktvd848GFXpTThL8uPe9Fb9b6NaxyYmIf3p/OJekC/M33/MEFl56+6859rewRnQN16lYXBPeaWYcpIWnjfiYEoG3heQCDBXyZJ4OJfdK2vm5jIC3HVD/zHELuabDpBYhOmKKNxSSsREhP/ou/gO8+dXhhF6TeNLsEf/N5P/L3Xrmw993nWvKcxG6Rz91GLomIzP7tYwt5z5pwmWQea+4HwaObOlBN98YGDlQIHywMmWAL74gG8GlyA1MOuPsUABHrwbizbh+XKUmuCy896byY/3UJchneOfIaFuGtVQ17/sGrF9atTpcILgIktPJQNaBZ0S6A0x9NchahssxAeEHvu6twlms/8L6brHUuip1n2fdwwftmxnOF1OiYqGA2BNrYIJ9y0XkAiyAA8fa/HJtkbkMEeUJgn3IBGp4rq/fv3PV3/uZtnYOg9sAXHTPVBCClG1yu59wN1Qj6PXYNhIv0wE3TrYO7bEetyfT7v+8m4Z6COW7OsycmDG2rveVSLeYFj8Ga+FT9YgjAolWATnedzV99y9EgAfBuS5xH2YSltuBs15a42mLR0lPiWAX47ru6k2y159+XLHgNGF0pIBoUdoP8b5KdroCwCif1APyndt/fu72z64oj8K008etKvcxMILK+v0huGhMCqLaA3aQAnGTvUehI+miV/4m/nbqlKqmldHWsablex4//4D23jkeJdgC4fSqB60qN0GCgQWG3mX7PbX/fVWKnDif1TAHp4rr60Q/cCu98276l2Wca76c593vq8RIvajoW2BgHPJ5ACMEQwK5SAEYfxKloZp6bvReSXygPu25iyCKz/2ucF5Mfj8nnOHRoAB/7317dKgnQ4L/I5LAYgLS1Wfcl5LEoIGxT8Wn7u+vza9OqnSX9i/eOtMZAWPvOdvbDbPs616HQvd85L3KzaiZqQCAEoOcCHN8tCsC7sl4EmF7VYT8w/cLCti9YyQM7LDesNusRCcgdDtDn/fHRRthH8Dc365+8P//IV32+n/nnr1/pxj9SEpA730Kfr6/g3/Z1pT3/H/ubx5L2z6b7byv7WGfh2PSygVp4Ex4MpO3koq7FTis8N3/tLY+Nfh2nWRrSyRmD8QEVkRr4KgFSikH0gsXaFyKmLASsu4gw+HiULsLI+02NrnzuC1fgJz/x1cbjgjXof/Cv37pU3u8Dv/ISfOoXLjSaajdNgltEpUGf7XOfH11X/1ez60qHU3SiXdcJnE1NX1P62mpyXWmF7sf+1m22UhfrUDr9pZg7Q+cwD4keo4KPlzxH7LGq7uO5kyjmcZMfNX3TQ+MDGE4/TzW+3XqMqn5ff+ZZ2H7pJepVffTYvfCRlSYAm7/2Vp0AeIF9FQS4m4QAqZ7BHjFokQBwmIw1Pl0JAQjJ/8nkA/nT12Dhv3H6EnzqFy8kb9jTWuxlbXijN2m9Wf/Gb19Keu8a+L9r9N5/YAT+ZQph4Loafa768z3zmHwktfaiNanqs5LU1nVVvff33cSrc0pAALzjMhEAnmE0IwDEfarReRMIwBTop+/LAPcxMQDvttn/R7b1/Auw9cIL1Ks6PSIAd606ATg1+vU7tPcPVrzEAvQB+uMbDbUAk73/jgiA9HZM8/5F4B16vxjmQimvX2/UWhXQv8+d37Y2bg16uv2rBjxdX689s1WKd1fv/fPj935ltIGfeex6tZHrTfnQwTU4WL3/PVXGu37/xeSmQfCLD21Wn+2jBBl40+hznX62q0aouOtKv89X3rZRterW7/0vfOPB0f/XG4FobQIQVREiKoCq6623SAASVABlgbwN9tXDhsaHa5CAGy9fhmtPPUW9qosjArAQWbA7AvDrb9USx33sq0Bg2vdNQB4wMD0IRJI8YgL4A+ST+ZMIRIL8L3p+bPR6Q8dhnc+rWLFiMosAkkoFuyZecQiAGxIA1RIxSHm/SqI4uF692/Rpeh7qvtFtO1euwubjT3DP8sYRCTjb9SXWJX1ulgCINRaOC1Yq4VwYP6d3MWH4NWGd82L6e831ekOPj74XBcWKFctJAhK8+9rnrfucDR6PSnDqpu838lgMCCFifIo8JpAEqE0nAnZOALrUZI8HgRYF7rE7G6BPnmYW73dBLY37VPpYrFixdtZfWwodtvFioZ+KoqmsYjpu4dpaiAB0bl0SgJPiLxoF+B5r/8vVc+KSLdpG58VWzruQGuBixQrQd7LsW2sN3Mc9I2WwUNBZ9fkBddxgLzsZcCEdATshAJu//lZB+1+CBXhZ/xlYW84LLxepwJbWifQBqR25CsgXK7Y8KkDqIKC+Du5p2tSHvT2DmuyVsNOJaX1TALrKATgu+lKx4QWALV+oDSQplF7dboxetbDYlmEyV7FixaL7gGiLqLWPoE0gqL8hcLsC4YE1X6L5gEw5R95pMPKyQ/db7YHndw727QW4dCkNI5ddARh9Bif59r8OokunNHU1ayIX6/TWAfo/Q6RvN+93f0KPo25v2F+4YHyxYitoof0mZR+K7WHUT44Np+sQr8TB8l5P+MUtYjRwNwqACsQ3MEAUB5EHNc2oV8LXEWN8otuRp5dTpjg6hjvEYqeC56s6JJoprmgc712gij5Xk8+zWLFibe6p8duDxzj70RSInVCBkjbIAaecjxiig1YJUch7Vs1LAFOPkZ4Xnc+QeyBz89rBgyOkf4H2xvfuPQ5wfQUJAMJR+naMN7zJqAR07s6aiwrQAmBl/p+mi82eWiFxweqPXFlTqqrFZjYXQL7gGLv4zIoVK5a2jSkh97ZA3t9/lAoQiAw1+YpyLKLl0Rm9iqCkny+OMNtiE083vH79+GoqALGRh0H5BsPZ/nXRvmljn9giAxv0LcBXrgJgjpQSLDBRjoJNOGZPr4Duj0DmNxSXvlix5VYKnH1mKvYNMUAOMpEA6hjlOyWKud07PkQGMLBXptxeF1amr9NFfrcKYN/e0Nk6rwRonQBs/tu3Hk/ywGPglpp8hx0uMuWhcAW46BEDRxEw31yWxBb0ZXr3vC4hUIY6MJjcMf3wUCDdFWWgWLGW95kE8JuCvQn6Culj3D1D8V586DXJmungPK5AqAFKPJU4s3NiiKJK1Xy84HGBKgBtR1dRATguB3T0FQEpSVgEACkkwVypEMg7i806LqYAoHOhEasvptMrirUa61L/fzjBfoscBBh4Af9ixdq3aDUA2grjhADM9iPXy1fIKAVAx7iZ2L6dQqTC+yVSSQOTzcchBNP9CN29i3JO2vzMOc6BEC+tdD/HSTMgtbNDPdup3UMA3A8tNQQeawTUicePVrmHcheVxaoDNYQKZxe06ZHH1z1HGOz4P1LJfej87YQBlAv+MCYGgB0sumLFiqXtRw7wKzferwgv31UujfsU5bio0H44hX8MKgReuNFEdkUD7ngvGt+J3OvoYk9CwoFywF1SLqjDAHouAGXn74ejx+6Fi6tDAJBTADDNu3cnBqaytxweq0Lvt8+ubVaN7mNx/rfiHhd8DbH3g/66ci5AZBSAWeWFote9x8QLEShWbLGSgLIJgKLAfsgA/dDch4wVzjUFU4E9SDH7uaKdCstHUbazYoXRKZVydriCRqVIOfIDJL0C0rZJ3RDo9OoQABVJbEhpL5lazmdKTJJSPe45zHgaGN4+CeC816+mXrT1BHTSYO0Lb0asCFZtnt54n5bcv+MSLjVb3DMOM3AWZ0kWLFZsQV4/0sCvnH3I+VspYr9RxP6jkA+KEzkCQbxTxp4xZPweKiHZbahjhgeU6dUoe/9LrlxgXn2sfJApeeROh4NgHsDxLi+jLhSAoyyARWP82JOFZnj87gIEdNizkw/gsnVIIwAY60+AjFdAyVbT2JlVYoPhXD5CMZiWC/mjiQsRKFasE+CfSv1DAvhnwGTfpqzjXGeF2DtIR0YCpMx+rsLkYfaHkrd+p7dBBZ2OJE1UDAb793HdAFeQAEh6HLeU6IdNF5qz4JQL9GSdv136h9Q5XcVgdhFhEvmkFxvawEzF1cwFOZP8xwtPTYgCuh0ZlcGyh2gXGhgxukICihVrCWUoj99VJ6e/h4bDQuYDACP7IwnWSZnxIXCnSAaVNjDZU9DcrMycK/cxZsKgpyKo1E+6OXXgEgTjJ37DqhGAoyFkxpCry0xpQsnkprq3zxaTH+9H1+MnicH8b6SIgeep07L/+ILG+LVL5QHOJLP5DYjgrJDJ/4dgyfxToJ+l9FSkQBmdBY2M3en4ApzLXrNM31IZUKxYJq8f7IQ4RXj4yj2OUQRcb9/ZgxTl9bsxw5Dnb0UMlLO1yzYFtPZi4Fu4uOFNNjkwUJvPdVIVdnpV3DncLRBRyqJWRwHY/HeRHgAouM25vdXogBvHZ4gA7fGj36tXEe1+nedS3P0zFSFCXJTzoZhu+Uymn5IUNUukRPMqt8pzcP7EFRHQaatGke60c6Aybp88Rm86aK6cogYUK9Z8T6Li/EMb8Oclf5TEj/PcIyfOr5Sfs2SBmsKwd+/eTmxYFu7hfMNigd5NTHaeSLmOkRvmHEfgx06LB84N9yS3PBomlQ+ogoTCvH3t0AGA5xMc5iVWAI6LPlCphw6Yx8tnwd/O7keLEBCevwv8VF8AKhGQWIhxVoM8w3WJB3XhIa/KWTOZLIltLtmREpsn5Sk/7LGEJGD73Mtw48XLsPPyNRhublU/pg3276l+1o7sG/3sh/VbDlb/L1YsL/ADWGV9lOxv1fpP/j8k8pHM0CSrBDj7jGL2HhXbqxT9XySEhIniiAroqiQAMoyp3LJATgm10gmIMGWuSoCEYyO+a6djgdslACwIY/vePPciyMoRJEr70Imrod/ohygL9BcRkwhINQcKseyUwQgKjKxYbn3OM2YZgm5n7CLBJ4bTc9gZgWraVdDMI+g5EVDbO3D98Rfg+tkXqr9DNiUFmiTMWP2ICGzcfgT2vObmQgaK5QF/y6NHTxGYlfGx+QDAlyxTf0/+b3fDw0BMnw3eh3kB1QGQctQFuKAmB6JSRGm5oQa4mxqmtFWMvoj8RGElCIAKdDZCSP+QI3WmyaV+YMv3yhpPiX4WLSDJzgGQXFjKBWVAnlXHPhR2FKAxRwAd+ovos2m3+MBIABy/pLG0bxMBB+gnnv68QyDYQI84Z9/mwKGekoDt51+Gq3/yZBT4Q7bz8mb1c+2RcxUR2PuGY5UyUKxYOvhTiX5IdPibJvyh780b93mJgGZIwHVgqJbCAIEeAIGMY8k0Udf7mO6bk79xVtKH4cZlpvNCvCRFcoOEkr/Y1pVxuJAeC3zs3m56ASxIAZA8Fj0HOWtffwfoldsxC+zFpwjC4Hv8aHTRYjL+qRGchAfPTptk50ujP1nLbKpByfduPb/h8c8kthDxstoMODfglJ+jfX/PSMDmf36m8vqzEopzL1c/mgjsf+uriyJQrCb4U5K/I/cHqgHICgBCGTABTHG9ACrlM9YPAOmtPrKHhEDTlvENIoA+8s/UALKUcJyjND6X03moKcyhnydJOqGT/68dPLBLFIBQSYM0k7+pchCS2NAF//ntSCXeGIvBWnSY2BjIWTBsrwCVooSgnZVKAL43aGMI0VCeFWsLkV9TDXBepL/O+0ECrn3lXHbwd4nAjRevVCRAhwaKFWNtON9XfPAnvP5QPoB1P9ChSgX0kCCFtiQfqFSSeMeKctGpbqTuf5w8JHs6sFmNhORD+VeD9BZad09CHugbYNjxVSEAx6MfBAb+z31YTUiAJaW54E8tokAVgKKYNvLjfqkcAoyz6KBsNnuIlyXjnM6W0ZRZroIQjrlNiQCiEdv3tTj6FOaiy8u8m5gGZk0AWnfqtneq8ILOFzjwjtcVoCvGgr/d1Gcq0zP5AERoQHEdAAmJX7F5AEh0t8PwZMBY4x/CI1YUIaCR2XqgUoFdUlGeErcrGXkBqPxBRXXAPwT2aVNeV4YAxEGf+jpTBgOlkAFll/cpKrHGLf3jbnOH/7B5AQTomxcE1x8AufsDqkAoHwJ5BWF+bToSGwoFCKNJkCf595QEaFDu0raevlD9LiSgWBD83Xj/0ElKJrx+xQG9InKczL1wSAA82xEQI8l/nNsP8fwtavKfqRoQjpLFLRgVwfqL6C5IkgAQTDyV5A9SYYAeZgEuTgHABBBvlEuQDv7jPjfIdNliYnBAJOKgSxIoOY3LD2DeqBK+d2UUA4SmbxHVALNFNXCku8lCUoNw5m3fSYAGY7e0r6vnXb/lUAkHFIuDvxfvD+QDhAgANRkQgClfBqJhEKUCCCYEkgmBIS/b6ERKlvg5McxZw7LpbkMPBvLKks34qCJIgASkyUPqPo60d60GAcAAAVAREkAmiEjcUYqxOQA/dNv5RqR/qkSQOs71+NlFRk3n4VFdRVg3et6/OZ4TrFgZugqLqwygUVozNCoJBubGBURmra0eTD9WpCoE0CgTHExJSHf7bhfSP2c66XDjtiOAG2sFAHerWQAeAn9e8ldUzb97jAT43aolUgGwO/QoQR8ApMb7eg6M2XTM39MVOTHQJxbKHVuu7CSD6tWgE/c0Ni9ltT43Qpx1KwKoY9xmhGtroHbYqqPOmgG1XAYYaNwTAnxhDWjQI6ay+Snwt8Ddkfy9lr+ct+8OC0K63SaXG0CBvAqQGWtVGAvdbP0LZtnMvA2ltViYUkDzY5sdO3SIw4yxE3MDLPFt3E54TiAcJWCInU4UTPX+1w4dgT2vvwP2vO5Ns01lePll2H7uKbj+xBlQW9fTlsSk38C+O24vQLhrCcAE4IdmGV8A/CFU9x/w+q2SP7pUkKz3V0QHPy7DTjn9c70haPZ+hmx+gNNNz0wANAuIkPcmPX/fSwwk+gHA3OlBi/gkTgVMtMG+vbBz5erCL8XFlAFCJA0gV+Kf5Vm7jTDcBBoO/AnJHyKJgB7wEyEAcGJyIdLEVgNwc36R7ujnndKotaWOdWZ38DmCRvmNW4M4GCcQ4jBAAiAmD+YzDb6iS3fPXjj0Dd8Ge0+8zdm5xq9174k74eAI/K8++B9h88v/Ke01nH0B9r7hFYDrRQXYreA/u+xj4O9N9GPCAROgD1YJGGoA38UUiOZAAiIg2rvmpXjgATLwg8tm/QHcfYba14yQAKLXnMhySJRbrTRtH1yjZDk1vB/Gs+VXADY/+7Wnom8ca39ACZ8yl+1veu0MoyYT/fyqAMUMCaKGbygIzQdIfPMz7IxIJ2zGDM7gGyA0UtPp9T9AJzfAh/WZRzCUkACTuLRHAnTm/86lzfiiuOUYHLnr+2Aw8v4p8J/+xj374OC7T8HGq14Hl37334rVAHWjqAC7HfwVsQ/FQwJAdwSkegcANSiIq1gCPjlZQbonTGcKk3uTMur7kCwBU77q744iV4SwSnUlnKUxTUgAkVvgqQiS/Sg2+Q9Bnrs1ts7aAQ8WshDMHsCI9O3gf3fpGf+BUr8Y+HOkwTzvEO2FPPsZBI6dnHPotPQcOo+1bov8eElESHoW9u04Gxk6vU1NNyD3uYf2MUB+LmDfP0SrG5kVY7Qe43ZgbM+2nnlRdNyhb/6uKPibF+We15+Am/7SX6lUgxQVQBOBYrsJ/IEAagisLRn42/sQ2GvbWJeKWbPk/sHtfUPJXmTsGcPIfgVokR/FvQbnPEoRIVnqcUAoJeDs7R5eEOdIcegxJmUj9GVc6vrCnlma2Y91F5vTlY/M9o+APyC96CxlgMkLAKQHb7hymWIuElXjPSMt8VudtMjZCHYXv3nzH7M+dq4GqCEw5zS8esP7B3QyeAmtT4Ex4asFFUCDrW7ME7N9J95WKQA243RbUvq3rd9yGxx697fDpd/99aTXUyoCdhcJUAzAisDfJNRAlQAyQ4JUYHJpcBqgoDEZ1FAIXIHR2UOU2ywooEzyLce4DESDvCtHrVSuY0pNS01UA3rY/39xBIDL6k8BfYwvMotpgyO1AeONUrIaMQVQMTkAbvxfMdUBwb8tWQzli8lJrEHiuvdbAjsrjJP02Qs4UO5XlQqCn3nrSf5ALMB2ygM12Eo87gPvejcD/shIUfP797757XDjxedh8+E/kqkAj79QCMAukv6V251PhZQxKfjzJYCK84TdfYmqAHC7ldYhAsaGZo3mFZVvq9keip6jo9idiAR8Yh+idiQzN2FWCh7bi0IA34AMnL8fjh67Fy4uMwE4yZI3jqCFjlMREuBN2XNi8MoFf2QAH8jywPF1jEzdPzrHOIvMUwfArwBQkczH0EwAs4GF2/nPZLuTRTjr6kc12jA/c7Ocz80JmI7/RaQHAg2dcj+vDBDmJYDTBKbp8YP81Hn7+ZdE3v/g8BEh+JsEdv73ga/7Fth6/Cuwczn+fDofQVckDPaVWQFtKD7TnI8bF66QY521VWOdD+8b/eyvejSs35x5gJMT7vLDc8wxVIvylFkBXDKgp1AC3aJcEXuTEnr61EQ+JxnQKxNkh5aN9xig6v0NJ2bGC5zeJHO/xn0cTPoIGInI1pwBnCcMhiaaul0TmxAlHz9PLzMBOBrEM6SvHAysI+liQy7jH4COdQHBqoGPJVnKAkC8PTA7DyDwgZgJfqILCX0FAZ2B2k4PboW0tIZEW2Fl1fQ743+B6rDNNP4xC3KGJgmA+ZGz+sN8YKAn/sVsnPFfF/wn3sqevSMS8M1w6Xd/TaxM6IqAYvm+Z032JN935VBPiEF1/JlzVWWGnuK459W3VP0aGkuebtx/6JbhcQBvkAWIgT/j9Zv9AkjZ365WUqGeJSnJgMr1wBlCgODV7Lt7iEkUrAFpTtWSbkqmyPOoCa6bc4dt1XEWfkSTfUyJhRsaUMnXgMrABlYjBMCpp5lPHMz4d9k2ON47MQmQnB1A9gIwFi8gU1rDd9RS5kQ/lzhwi4z9DJ2OGqhmchmY0j3n/fvj/owyGZeyo5AE2ItvvOac4xGyhwKmbXiDC+GWY7Dxytcy4M8kAjLJPjoUcPWPf0+kAmyfLwSgqWkPf+vpF2HrmQuNzzUnES9XZEB/N7VLNq0SY7ffPhcSIJIEJeA/RB/soyoApVhG2gJLCIAFfornAY6aSMnD09HAqLhZwGjsanTpnxcmQHdvM3KQnEopO1KqmsFTWiXAkhMAzHR8EmFwdGtHHfB6YQNz8VPMGphQATBTuNjkQFf+R1J6E79pCnODD5suGIoIuFM5iIE/wwkJIF4ECfRWnb+z6L1FhUbVj7K7hTUhAAJg2P+2r8sC/vNQgEwF0EOCitUH/msjr72tz1CTAX1+nauRTAQ8EAcn7o9kiECxWfgQUAswWB4IhApAZtBToM91/RMtSbuniHJzlcjDQyPFaMVyuh7Hyr6QBFD7FAL5Imc7JZekHCr5U/1eQ+u9fFVY4wGGdIas1A9MfH/q2QMzGZBYkABMLwDkPX6vYyAB+oFcAOVgJbKrw+3gQ7Frighwi81l5VT/bbfXlg38s3gaEJI/GMxb5Q0FaHlXUvuvu/3lAv/qfG94M+Dn94p6A2ggyx57LsCfnQhoInng7a+Tf1duvb8C58fuyd0M/PnxwGS30iABAHZ0+Xwj8vckxBiQ+0nGANyAXqIPiRmiRCLUYLoiHAlA5auOLoEg17Zy1r1aibW0GAKAmUMCyiUC/qJTgHSyDXAjgYHOBVDUVMDAFC5gFh9FANxYnOdII0/CzcWAhJzlrifkiIDbVjM2TtNn0jMSMH3+aTOgmd9js26rBNALBUxBt96Ck8SCNfjrpj5R8EcUX6g6F2DviARce+QhkQpQCICMzG3+2TPi+H4bz3/5D85UDZyCTZyorH9P+ifURko9kIC/Wfdv7EOKLF22HSag5gU4BIBNUlZU9ZLy7+PK+ZQ7hEzWA553QAgSMNPxwShzJPYhQ5FFz8s3HZIaTkk9VeD4shOAmxp59lKSoJxuf1HpH2R9AqYXy9AhFhT4c62CrUWE4ZJATgVQKR+UX2QHQNTJmtiPoUpapzUmJakptLP5q8FBap7kN6sKgHkFwMBYDcPJ/dPXM5jfPj5WrDfWJgD7TtyZFfznxEJGACqFYjUcitbs2qNjKb4PzZO0GqDJwIE7X0evxyGwWf/KVACGRNKfSQyGKAN/okmQovoBxIBfOWqjCnQtZZclN7TNqUpieBMogwigU7/sqpDW3sSQAKstupvzpMDR+WkCA/M5Kug6JRa4z2euZBAJlp4AMGWACW1urUER/nc2u3EIvgfOsmpkFAOgJ24Bv9AU0yTIa/1rLaZARUC057bLqolWly4lx7miMB8A5Pf7t3mEMSKYKwMkJTVXeqMICvhxtlnzILAf2zAhsCoFu3A56qlb8n8m8J+GASS2c+laQfgAObr68FOiME6XpsMBOh9g/1teTYAilfgHdGIyAKsIKCAql4ABf6YMMDo4yFQMOOk/lA+gkGYESHj7szXNZP4rGout/cks/TOVAIVMAt+85M8s5bPi+qgsPGF7lYDzOlglenkiBOtLuzM4yXt0pi0Tg7My+oFuT8uGDALg70j+ilIDyNCASwAkTJsCJKTceCvTFTyg5bJrQ1n+suQaKynQXGDKkOAs1u28Fy8hML/3v7cl8J/axqteD9vPPhGVlov5dv2JFyrJv8+vb/3mQ0a5IBJ14cg0AgI+P4kKQ84uFmS8d8m8AJcAmKEBLgkw4IikJizzm5MB7PMQJFhjfE1vnshHopr9oNlh1E3ym6oIAF5/AJcgWCGC6VZmVi9EZP9CABqGACREAMCLbymCmXsNMIgeAWQ5DRvzp5JsmDIc4DtymdUASH0ISRcTlYnvtNrkumepiQwfLfWznyMY3wfwVIFZu2CD9NgCkfJVoEQVYPt8vAxP9/H3r7c84F8tsFtuixKAqaerm9EUGys3Vx9+MnusX492XrvlWFXyiRt7xi2f9ZW7db0a73ztzH9OHu+sX+eRW946rg7gvH+vs54Z3zf2LONYXhWwHZ8o+A95r19xI8sp6T+lFNBwMBS/ozGkgLrHz/ifT+ybOhToN/uZTQU0ZX7lKxtmC1UyF4kIXSjVq3K+pVMAZJEADLAr9L1/ALLVJnmfq3uTPQCcxSkBf2eaIF2OYwKnpApAqApIpnAp+22CJ6Op8ZxyhwTY/rxNKOy8f+O+4Rjk1cAPBVTPOMkLsJoBzZoDTR4zywVIl/9jADKW/0/QTX4ygP+UAEhsuD2EQckDgJ0LV+DKF89mi/Xr71erPLrHw+DQYUe+nf/e87o3wYF3fSNs/ukX4eoXv5B0nVVlgm+6fRK3B7uiaOgoAEMg5gCAkxNAOCnDOiOD+T4AipwYGBoJHK8TssCRWjtGe18AKorpzB5BowmZCqmURFIyooPVRL30LPMfyU1VuV6+8QupigCqjBD6zRO67wOADZWBkNNrkgLO+wez97avAiiwj7UmBxKNOewGQMgP3vDibUy3LQSnTJC4NrmZCqYXbif5Gxe9n9TnZ9Uag3yUubxii495sSrwBigVgMq2TawI0A124vL/iXDf/wwX5uDwTWIg2e1e/3Wd6PfEC803tRHp2n/nn6vAX3v6LthTa6BqNrNnX0UC1kZE4dLv/VZSKGDP644Brq0TnjvYyX+UAkBVLSk+P0m58j+AOD9gfgxESpWByfIXOCJknxCTXI9PNtutgnyC6i7iZPi7SoBLUtwSP8erV9ZujL6Xr5zXDnWUALT2OrXVj7DfYssApWQAGe/flb0oMqAiC86U3QDZigBFDQgys/y91sLgy29m1QACWxWgVODDUGFZxZqvPX2N0+QXhdZMAFMEmSfhGRskSwLACwNwi0hNX4cD+vPUBGL2NuF5zFm3zE2+Iej9v+cNd9Cgn5GyS0cED3WS27EjsBtNhz82v9w80W/jVa+DAyffM/L2X2dfJ4oYKBKY4b73jq+FGy++UKkBYrVpRDj33H6LQ3zRA3y+/7/zOEUrloqR/yXgH/T6mRwARbYox7BjokKypHJc6Mk8EcVl/tvnIgeQoZMEqID+vr0BAZTiSrwhKk8J40JI6Dobbm3vYgKgAl5s7EMlFxLQyTau50jFspSDguS5gVjISMf8yEZATkUAFXcLhgCESYFO7b8VcTeHWlhlOUajDTUZ7DM0EnKGXMeh0GQnm2krV5OpZH5ityA9DCVQQZyHbO9EFYCx/P9mQpHIK9xJQwC71bTXr0v8mtjaoZuqzot733wnDfhuTwk2+XX+WysBW08+CjuXL8kI5/mXYM9ttxolfEDH+a1ufOCHKochVQD4iiVpZYAiSIY79MwjBADREeWKkPMJhZIu53LVAOJ7IauL/IY/biGgTx9ccFfE0Wh79kSyo3InHIrHtvYrzrfYKoApE5SAPjrHW7IaAY5urT23EEnJzRnYAaHhG3xGrj9GGPxyQHL0Lz8qOKyoKHtBu9n/boyN6baF/odOLCIkFrHTUzAk/SvlL7qKGCh6H5l4IyiQQsTyPytd4uLWw27y+v+0ude//84/X4H/XGnhJX6vpjxwXDXUaUQCpKEAnXCqmE6iIu/fdTSAOX5IqQQYdIoUEwqwRww7Hj/pnAiJgLfcnWl7lPfuefjgdBTkxvj6iuRsHyIG+cz3kJA34Vwbnm+jzKYF9MRa6vNQBrlYfQKArRxqLRJEpt2veaEis6iASAZ0L34qX4Dw1AO9uBXTCpheUBiW2IIXqi+z2+eaQLdZt48OYUJDkiOlU2aOtpV4o5wF4Xbncr4jb5Og5DpDDRBcKzck2f9vOOF4AgsG/93k9T/5Alz7L83K+zRAH/7W7yV6Lcg8fEkoQCcGAshzAXYub8LawQN2TgvV6Q/MeLodVlRcWbLXZAyYscGJ4G+VLAdUSQXhUICn/qGvujglfKSKOANpqp0vVWJMSP9Ihxpmzo8SqACzluTKF6uR2o4E3n0PSwMXUwbY2l5LZfcHAN+T4oAeEuS17o1l27rgHxjFSQF/kAQ4HiulIKDLsMFitPbiMRcGWgk6s5i7x9yZ4d1Trx4DgzOUHVdTbovtWf2/snuFAIgmag2vbQnl/xNdXJDFnO9Gx/pjzZnSvX7hZpsYCtDn33jla2D7uadlL0wncpKlf8DU/QNZIrhz5eKITdwYfV5XiAY9o9e1vh8Ga6OfPbfSHQQl4K8o8Kf2KcLhCe5LvuwOrjJo5RpRHjdDAsysfEUMHzMIRqiZz7yvnHL2WwVU0zE/PEBtGyoNpkoIoCbAK4PseQuMl9NUlAz4MpoVYgj25zZf2zRZJzRli+saOFkqkrJAkk0adauBEZvWAqta+brseLwYKyVg4KoJymHGgZ4AIRVAEdK7O/yHaGcwIyZME45a8n+LCzK1rnyVvX4d729S7aBj/Ye+7XsnSX4CV6t2KGD+58btcgKgCc7aESf5j5DMzQE+amcHdl76ajU6eufa5dE50sjRYO+tsLbvdljb+yrAtQNMaIAGfyWYVhpsBxzFPBeGqd4jxufPkgBDOkemnt90dNxQgPtiqb3H3deUcW14IQn2bcquk83+dP5cPAFIdsKckb9uW83ZKahhG/7Fq9w2vV7JAdFSmDrGOp5h/570hvSwDeVEqbjyG0c+9zxv5WbJ2kCupp22hgYJMBflzEOnEXnWzIdkJAEVwGXkStmVQ254gEsKIGz72fjo37H83430f+PF54vX35XXLyUB0VDA/BitAMAX5e/VKz4gk+7G18WNEfDrn0af7/WvVj/b8OUREXglrO+/AwYbr3BmlETAnwpNcvMBIOachMp9531EkAJ9VglwVQLH2UCw1EvPawBf8p83KGNG+5qkgxONwOEcSHhlxGWndoaFANRzpwL/V348zTvMJQNsAqHTJtiRxEjZDRx1gJDaXPBXKgD8MbaN/jHKiONboK3QVwPQzPynCcIcIIn4mrcJMAvTusvx9Ml1inZ4QFJ0YGzAsaQyOvu/SP+teP2P5cnwl3n9YplMHgoYrYe1g0fq7VNEX3jt7W+dexa2n3929PeN7J/3zrXnqp+1fa+HjQPv0Be7v3/NQDiwN7ldSkPJf1Q7YG9Urw2+49fgqAGmMuOSALedr5mlr7iW48p3CK1ZJMoHe3ABnmgNDO5AoeCH0XvrlgDIxj6Hybo7UUtBIO5G1dma7I3pFmh59k5cnwJ+cO+PLTD04nqep+/KcaFyVafBhtmxD6nYlqIy/xmEHRqhAFA+6fBKa7jSKyAy/4FOyDHfm9kZkAyNzG/cEjSRseT/DnD/xlfP1QONJTadDNdOhn9dlTEWCuD5wuCQnACsHzlMl+/pPgHnnqvAvw3g94nAEzC8/ixsHPomGKwfI2eZRP9PAb9CmXPm5iIxs0e8ZGKOBMx6BbhhA0ddVFzs0HmBVrIy0++fHMMeSvfnnEnmd1EAUskDhuV2jgyoQKUAU56j3POEuhORIQYh+IeSAUVyG3XFuckwZr0qsfmZSoDJsN0SP0UwaXA9e6olJgA77MeS0pStoJmZgVbC0HTde4MTRPH/WdZ4R1n/w8uyfvaDQ6sxB6Dy+h9bpNfPufshryKsAtRRKafq3tbTT8PWc891AvzWy1DbsHXpd2HjwNfD2sZxugtgEPy5nACGPVvrlpn66Y7vnbYGtiqTKBLgqvp+uNEORxLyvetkTBRYpCR78B2XnE7Dzi7JAXhw9HOK/3AT1i/lUXqJfugUbCBDuKgYPkM2LLIQn9SlvAREKfgLEnBEXg5FBIxYvbJ7/rse+zzez6TdI82uZ9P9rPHNilHqrYy+QJ8QYu534OPQ4F/FYCPAQmf/t6gACHMAcGNtqYH/xsUrsPnlJ6PfQWdeP8cDvNvchMD6Xhru3Tu7jndevgTXHn105IkvNgl0++ofjT5UrEiAUm65c2xAENOuPEqAKGnfdUAAyCokjwTMN6dZ0AAJgoEEaFPyPUCgmx/T2AcDivWsKRDweQAeA+hP2+82CcBLyQu0Me2dfonIS6ym/A9+7b5yQZ9sPeOWGTrSPwA9qpMCf69BEIQzb9nNjYq1zVm3AifWT8bEDIJgLVgIqwDIgDsYi9yYCeBJbOiQL66sJpAHsP3ci3Hvn5z81/IGLJgEWL2k9cFSAn/Vw3/k8ess//54/Qz6ixICnfCYsGe7ngY42Lun6kJ5/clnYOvZc735jrY3/1Bf/TBYfw1dIRAC/1qKpKKneCpmmA+auUhgKy/u3mS+Jkf+93MBjNeOoZpQtuUfsf0gkSfAzUGJENCwXVxuAhAdBoRpj+Pi/MEPGXm5isoN4Hrvc928vOMjjXwk+QEc8KvA50Q1wIBA1r8nxZvtgAOzPKgkQEC+17qZNOPPOvYfjxJlwP17tORv3BDJ//vv/Ppeev9jAFy+EID+zK898kx/vX7JDkwlBBq3SUsA1246DDsvXYbNR84u3Osnv6trfwB7Dtw8emsHyZwAtiog1Ao42p/EIAPKad3rEgKc7j3o72GGlDkvA3a9fqbfiDX1z3WQzEmDjoAArrMjIwmSy254XTQH4MFlVwBkBCFlamDKx0/07Bdt+oo+TlGP97x/gjQA2pMEY+DPtQZWMTnTydRXblMLtBv1gCu9uVn/REJNgDx4HbOCYQDHM6DIhyfNuXO9YSb1bQm8T+1ZVgldPfT+B/v2LBXwa8DXwC8hXYvz+kPgJFcBts89JdtuRp/JlYf+rMdSzTbcGJGAjX2nGMciAfyVpDppAryTx6JV7w8MyZ/sI64KaFURKX+YGvUi2NJjRSuPnrPBJP7FHkdOYbVfQl8GAbVKAOL7rKR7ggIvFg8GmHulLe5xlMQjUAOUCkhcGB7GE7qNk9HMqYKz+lT7uVTgeRBdqQ3sxWZdoEYJjgno7hRM5iK3Z2FDuDNfcB6Ior194I61v7Bx3G3895ag9n/fm98OXZf9bT/3pIwA7N9YGvCvGvo8dq7x+OJuvP46KoB9m1QB2Llytf/Ebed52Nk+C2trb7R6nyiuSsADeyffiQFW9PZcmE/8i9b/A9Eu3K7pHvMD+rvkHY6EZU+PQRGQBli6iuIWFQDFe9jWRDrwB/1YpJwgAV77TGAG8ICNal6/bfucXkdoBYIqA/C7DzoLKtRTwO4vYFcRkP0AyE9aGZ8EVYrnlj8RbNnrl6GIWmkg+/3QX7fiN1fl9AgzPyD3WD0dbTA51iwJnJx367kLouS/vSfu7HxxShWAtYP7ezUghAS4y9dg80+frH432nBuuQ0OftN3dOv1i1UAe60ML78EN148v5CXuHbwEGzcdjsMDh6E9ZtvBtzYgBsXLsDOxQuw/fy5EeG4Uu973H4Y1gZvBHvpIR1iJfIAvKZlhMunPEXSkO+BAX3jo7eccCXjcFHsQQivMRfoh2SxAfMUysg/cOLKymFM+v1tbfVmXS9ZK2CJB87F4SXyP4SpnAKiDj50DqDHEXsjgWEuoFMjOQGY8htlSWGqKqcBr5EGGTcnJXuwkwmDJVBoAzY53lkJmbfZJks28Gd6+PZzce9/PCa2W4q+9fgj4jbAg8P7+qscV0l+z8P1p15ofC7t8eufhe8fLEDY911/8tFuN+Obb4G9b7wD9r72dTA4cNBD5I1jt83+1iTg+mOPwbWzj6V9n+oK7OycHZMAb8aJ41AB8GOCyX1V+Z/lrEufmjk5iO5aN71/JznZavlLHEN6IgH9nXVMBd79zG8NTFQlVUvHp9kNIYCRnR793CdiXHXEhOAYYO5JnB7d7Pdkf+P02GH042TEa1NUa2Bn8Sh3UhjDvv2XiHbHqiqpxSABVJzfTbJxPfVpaYvb69/KxUE/21Y55TYkW3bDDmadrZn5y6xp574bFy9XP8Htfs9e2P+2r+/c+9964hG5t9fTBMDtF16uGvo0lfu1169j/fp3f/wIJnnVuOavf+XLnbyUfW86Afve8jZYP3qzvZEpnsBs3HZb9XPgzjvh0h98YUQI5AmnOzcegrU9b3Sqkoj905njQecrBdxoN+HPkfL99c3U/ROOgT+gRwVkA2NPU/R2je7riGWaBxObs9jZ1VQAMDMRgJgkhDxRiHW2Uih4oRzAE4+l5n1Tj6F6cnvndTpbmVOykL7Q7SueG+gTYMFUnas3WEMRJMjN7oVAzI8g60jftyXw/nXmP+7Z16n3X3mPj8sIgC4fWzu4r1cdwqr+/f/5qaq2fzW8foknaHtz28891ar8j3v2wP633FmBv5b5LSIs0r3Ht+nH3nTqLrj68EOjn4fFKsBw52nAwWtpb54MRXLgT3i9bg6SmbRnlvyxJXqOk+EmBIMzCMip3LDzlJBuPc5+OK7yiRGwSavv27ksyxU5du/SEwBsd702JQ2eKuApbvz7UAlkQ1EkgPD+3YXFNeKwLlSYbxzEQrNL7DiJnSi7cUHa6pUdK+cL3MeV7cTCBEQyzvD6Fmyfe7Gf3n+C/L9+9GBvYFF7+ltPfRWunW1ew95Lrz+2sRj/bdP73//WO+HAO74OcGMP8D1imY6bij5OKwFrIzJw6QtfkAHR8ClYx9f6exOVF8VVKjFqgZ+IzGT/hyp9yDAAsQejcM8I3s8MiCLUT/Dmxqlal1pfbL1Xa1HE0OIfaDQMI5hjXe/F2ceo1FpGNochch5zoZmpjGwWK9MVy11wSfH7xE2XeW3hp5zvHNefeE7o/e/t3PtPkv97QgC03H/tK882runXn7f2+HWWf++NSpKdeP/XWiAAe177Bjj05//CxONXjITuEhLp+kLYe/w4XNeth5+OVy4Mh6Nj1lC+dBXw4M950Yram8whZEN+b1IxJ0PyuUhyijjwz3RtOaftUxvgtgnAg9n2XBW7IFMAFgJeuuR1xOYChJ6XaxAUeF8hFYACamkJS4xBSz6LkEcPDNmIvSaMv97K+39e6P137P5rz//aIw/JF+DRQwvdAHLK/Ruvej0c/ta/BINDN/Uf/APJgFe+cDrvJnvzrXBwBPwbt73K2CQCo2OjYMRX5Rw6eRJefFpSurg1wsYLo4ff7OwtRnmge7tkOBAqggRAIFlYhb18bPC9RlUArqMps6dxs0pAyTFI1gb47NITgH3f/uWL1377bSEnLky+uAZMHFgq4JPtQrdDgBQoiE9xUom3xYDfJRQu+CvHO2BbZjrJKkhl2jOBdunCU8wmRr0nblBX6P9MuaLE+z/07m8fe/8dy//XHvkT8bG6AdCi4v+V3P90Hrl/qbx+78XbyYBXH/z9bLF/Hec/8M4/D/vf+nZgy2pB7uFLwgRaXdjzmteIVICKAODN9MQ6xeyVoW6AKFAQBa1ZSDWASi6uq0xKwwrR7qvAkzikPzNhF8DlJwD1Vkwtyrc8Fs0dQF5ZoAhD3fhXsoffH9NtVrfPfzXsib7ydeO6f5rat0sAHv6jBO9/MfJ/JfefaS73a9PTFQ9/6/d23NCnHbv+lYfh6h//fpZzbdz+ajj8nlMjQD6cFeAlj10/elRIAK40UABxafaMPolNfSoB7IIA6IEGR4OYtyrI1LcLbkXt2pnHo8ccfPddc++uQ9PJfzuX5TOw1m890unr0018rp15Jovcr5srHXz3t8/HKy/1zowj8H8ILv3uv82ihhx+z12w53XHnYS9kOSfQATIRECXWMpCMFoBKPtOt57fUJYDcLGrV9YqARiRRH8ksODq4fftSD9/YhhdLN8uJXwzXjQQrZhjT4L2ASoYDzG798EskcbKgYksPisx13wDaL4G/hTKeR/opTAo73Gh9hySbS50rB6xemP0E7L9b/tzC8s83/yy3PvX5X/rrzjSifpfNfN5/HnYytDMp/qMF9LGt03PX4P/r2fw+l8DR059TyX9y5oNCTx89hCeKIyrC0RakPdwlTRsBecRRSR2gDqEwGnEGtrilPMxIpNi5c9NU9E9Z3ZfbISMMbzEc01nn6dxjCwH4IurogDkY42xZM3UsFpoyFPw8c7X7A7eCZ7DBvGUXJ/p8/DkSAl/x1lq52KLqLhCwbVHz0a80iMjYHrPQtwS3fdf2vq3Wniv6Mb716Cvwb9pM5/qNfehjW9u8H/k4cbgX+VAvOsbYP9b3+kzZpUo4YsTAfm9Znj1ajvrU4HvlLjOCEb2JVTz8eLGMUjuN0rollFOo8q7L2H82Nghw83+TYnsIgQg2/Cl5X8p9wdIg38TAezuRd/0YlIhJu2Px/TmZ8fAX9i3KPp5J73ViSTCMWX0E3fqKPNbTz8THbOqpf9FlP1V3v/Df5h0/J7XvKLV17Nz8Qps/tlTWeL8VUXFxOtfJbvy+d9O/t58UvQKOPSe76h+12nk03wT8W+rNydg2sdzokx6+48J/JI9RAn2G+XvWUz7cUQpIVCJ7xkynEcAEZoL7ohJ+GqEACZSxt1ZPkADa1idhxsYpBKfmH08MSgoeD7p7EhuPbtTs2KLSNENECh27DRLwMgHjJbmBoHMXecQb7NQ8UoA53zDrS3Yei6crb7n9SeqnzhZym96aMzW4/La/yr7/1A7/f+rUb1/lqesT9tylfYJ9+qt6yOv/9eSvjPK9n/tSTj4Dd9ir71oV9KQJ5KHKGyfl1YxCM5rAb6yy/u4vQ0dEpDaMheJPSi1WZgYxAmQUNTrSHhe5mPZuSRekw+uCgEIf+ZcZyj3/lgJHwrBXkWAWFHr2J5eZY67pgB/1sBSORe0u2DIAWRO734j9s827qGYtLOQEKiFqGp4+swHjLHF4jb2YNgTUyJ07bFHg+y5Srz61u9pKmXUtssjTzLF9r7htuylf7M4/9N54vzjz/R7lzzJjyZrL//mA3DjxeebfTbf/J0jwvmmQKJfwujh5BfAdwRU29sJcwH2OI6Ge3rCUTH3JlB8sB0pZ8HYQ7w4vHBSn7u/YaCj6KwbmkrY2xTxeIYgcI4Qc/oEBaAza5sA5GEyKYvGk/0dCV1FvG/rSwvQzmj2iLJHHxsnxioPwB3PiwwZMBcahoEfJSoAJc0pmsVTwB4EexVh9Sp+vPNxb597bsScw4l/h7/lLy4sIU0DSYonWSX/Zc7+16CfK85febYrluRnflcv/drPi9s0kxvmLcfgyF3vg8GhI0IPmgdrsdef0BFwS9QEaHLawc0O+DNyv7cHkU33mT1JRbxpbq9R9DEhhA164mmhAQw5P8gRG5i/TuLpEnIAVkYBuJjM6oKwa06YAl6CtxYd8h5/6BXMmlpQ1xDT4cadbue+G3MABieveWzbBP4YwPrePZoMlpHIEAk27YF+YEGpEJkAXrlQBGEx53yMNuqtZ8MbWiX9v+HEQjx/bddqxP5xbS2LAnDjqy/DtUfz1PNr03K/Lu3rd//+enb9kYcq2b+J7TvxNjj0zd8FCRnDLTs8/oHXEwjA6Bu3HSVEYysbt+ud70vgJzzH+q0jpQYoa6/yvH/0wRxDIO8pDpni+kxOE85kYkXsqcp6nS7vG16VtQE+du/q5AC080ZiCXUGiE6EMSCvqlgM343Hh8iDsZBmYQDPi8eACoD+2ExSakOhAmCAv5F5G2baNKvFQI9jTOmvLKpgmL/+a48LpP+R9+89QUf4r+XklLa/FQF49a2Nn3fnpSsjj/8c3HgpT5xff46H3v0dsPfNb4dVtMsj4E/9nnyV6bth74gAJGf1i29rHv8fXrmSpAAM8KjvWBl/z+eFug6RSdYD+1EE/G3vnwF1DIE9OKKoIvYuYn8EonqB9OxlagGpWDhfm97HVM/aALdOAPbf9eUHN3/nbYLFkqIQGAA8UE7cnpH0xetKkLRH5QGYLJl6DkWpABOiQIG/QvtCt5QIDlhthozIVQbYpIAsn+Hkf4osYGChxmqCkZPtFGw99xTsXH45sin/xYXK1Ff/+PfSPOzbb65CALUJx8jTv/7E87B9Ll8Dl30j0D84Av9Vk/urq2jrOrz8Ww8klWdS5Oim7/lvxln+EjBf1NS30fNuPvJf0h6ydpuDX07ScbUdjUgAOhupEigAXujQB38rs18pJlzAyP8hxdJVDBD8KX6Y6qRAsGErIrHXmqWZ8iFAq0MADBXgKPshi2otlT2tzvXoJfX0FCYh0QrHm7ERygNwF4ShPCijnMace+2EFcY3KXuEL7ihAmG27vQXybLNBUHU5nLlFej+cCV/yn85XmhhohgQjzf/O9y8WhGAmBy75/V3RNhFf7x/Dfz73vSqekCmE/yeyJfgV5GRV72+ivOvUk2/aTref/k//FqjZD8d77/pe/4y39gnuvcIvfqkSgD6frW1Bdcee0x+PZrevzcu3BzSM1ECrHh/ipTugLoL/kjsV6aD4oE5la+k/L3JAvlI6NQjE4pRVyHu6DCXgVT+hw5LALsiAH43QBW5rqlaUypDX/D9ju+n4uoO6CvgY/xWCRtXCGtL/H7NLFVCM1EUTBJAec0q1v1Q2cOpKEmKks7QvdgVcXq+DANjk5e43AClIFSFcO3JM8ELSjf8OfiNpxYKMKne/55Xp8f+tWSoB/ZsPfNCtgS/VZf7temmTC//5i81Svbbd+JOOPjuU4Abex0FELKX7WW5Hh9+qKoAkNra2muB7DliKQDz23Fyu5p7TjLgJ/YitJw6iiAQjh8znSgk/yeBtLWvgaNKKD/0Exp6Rrz1hBkAX+zyuulKAYh86Lm9NSVgFKELl0rUs73zecMu57zG4hljPddUA6xZ2bYSMCUUk2cSKQDG62BYt3kbQiREIB6fqOISXGTBmee+/sxZGG6GY9uHvuW7J5I10jPDW7Y63n9q7F+Dvvb6cwG/tlXN7neJWSo5c003lNItpefrObNl5gg3Ll6Azf/yZ0mPGay9eq6AqpACoKxkXYxs2Ypb/6aj4iYme/uV05uEqmDyVE3/VWBgv6m3S0j7rBB7xubuVQDkzYBEC4dK0uMAH92ulfQprVpStBx/xTbfd71+IBi14/m7C2ymQEwW1+S42RzuyQJFIXehGTUhn5lJgR4Td0mCu5CZ7l2G/IZMWQ9iIOln9P+dqy/B9gvPBt/igZPfBBuvfG3kM+iX96+lf2nsf/v5CxXw58rs17aKzXy8lZihuU8V7/9Lf7WS/nm3robXn6MUMHDOy5//fNr7xIOAg5smrcVxTgJIBQDm8bxQSDJUG49qHhIEJiHZBX8ndGjnARgAb8r8GFAjg86H9HNzSYD53MYPcco+NgFarAIQif1TgxXIVpvG3OgqqU6SC6AcwFMY4LIIRPefyT3IqAAG41Xox/iVsdAQPNKCk3wBFUM1jHjcSJTioBl/U2zvAKRiaeiCuUQlUASL90MRaucGXHs87MXojVkTgIUhP4zl5RTvf/2mg7Bx280LAX49se/Qt33vysb5Zx7wi8/Dpd98IGkSI0WSjnzH3Ybk3463nls60NK/VgCSrouNNxvOCcwrkpBxUKZKCBJrTfGgb23PEMhLAgL8PWUz4v07e5q/f7lOi3M/upVIyj+O2XIwoouqtBHAZ1eNADyYx10zpHWq2x57SkULBB5Y0/Rjrh4osunF+H4nOcZh0RUJsGQkd6FRC28i/yuIhwC4uJnb8S8G/kioAxApGaTyCkSLR1nJh9ef/kpFAkLe2ZG7vq8XEnOS9/81r+0c+KvhNF/3zZXkv+qm6/svf/63GsX79Wc1nnOgegT2cUFAd/y7+tCfpBPD9TcY25xBAoKhU4cMMPstsoqkvxfZ+xWhBFCZ+8h4/zFHxPDQ+WGzysnmD6gEGFBDXO9fngCoewCsGAHAjG9IzMb9JD5UfO6O3SvAkwoMUGe0rkAewNTznxEFK4jm1P3P7oqwboh5/kB47NTioOU49Biw/bfn/UfVgLD8f+PiObjx8ovBb/TQN3zbpPva4ix14p+W/gd793QG/FMw08C/ynH+sVd1Ha6MgL9JfX9FKr/zB2yFRDyNr+n9zWx45TK8/P/9h3rgjxt+szIzBGm1IQ+9n5jvC2x40QP7KQADMH1LiP0m5P1z+5KlaKpACbPzMHRk/oSxxwnx/we7XketE4D9p758dvP02xJWZYIigP5FaXvklCzFedXo9+8PqgBzEJ95+OgwZ0WQgOqhSPf9B6qvtbD0BpkLEiOJNy74e8BvS2MYUAT4igGemavt63D9uTBH1D3XqyYs9BtsqCzJTZeViRfWTQdhz6teQXhtI+B/Mj/w63p+Df6rHOefEcYMJX5jyf/9mYlSRtIQOFRtb1Xgr38nE4C9X0vsnUY4crQX4Sz8yDgpoj3JdUwU/XcM/F3yYHnwVPyfKuFTTlkhBPIFhPK/9/xMXwKd23RZHP+/2PVa6mYYkKqYzcnomqAUJ0WBnCGbK6SSyX1wnGTUV7Eus4OV8f2lqQB2Vv9Y1XfeDDHi18sJIKdrKb7MBEDWLwGA9vqJWtt5ZyxiKIb+NZCAOgP0qJhZ3eOfa0/+aVD61yV/h6v2q9D1hF9PapbGmKua/ze/lvb4r+cF/lVu38t9D00lf/15tRoeSXL+00nDpc//Pty4kN4Mam3jDYCDA/PSaHPGgJmTpOZ1TpZj484C4DgA1yMfBO3K3d9c4h81HhiZPY9RJd3XjFYf/0iSIPJv1f1/Qg+Af7+aBADwouhDjCoDczpmlaKqgDc887jBnzzoHesmt5gqgEEPkGAqilAl3MQ/I1kRzF7bHPtRBBmIOrvK4jZ23+1A0p/JnNHtyjVdXIQ6YH2HivkelN3pawqK558cecJhdnz4rvctXM7WYKNBR6x6nXgtDPbsqbz87ecvwtazL2Qt55sC/yo38qG+g6ZZ/jop8vB3vn+pydLlEfhvPfVU+g6MG7C+963gJT8b4K7c4T/WfiiYABgjAlROUkAR8KV9InyJlPdPJx3TPQMU7SQZP578bxEQJDFn+ly6/j9hCuDZFSUAFbM5FRJSoiQglKznfvhm0p3lSSuaVJi5e0BNunJq/4n4Gfz/7H1ZmyPVmeZ3lJIypVwqs7ashYLCFGYplgKMMdjYie222+5+evDzzMXM1cAvaPMLbH4BMHczN8ZXfTdAuwe7xwbSZsfGlI2rALMlVdS+5b5ImXkmTkjKjDhx9jghhaTvfZ4sZUmh0JJxzvt+O0Q8DDIRwCXZbJ1B6GIzNfs1/bJj9bcgdP3HVDWhSQ9BNDlG1DVQKgxkDYpoWPJXu6yOp1ePPdAsyeosVk78ydjiDN3+AZY//ALWr857fy/9ktkfhY8s/15oebz49huw+vmnbtdN+abA+q80iZ7zPJKIYdLq/x8Nk1JZLxLTHACe5LkR5TbkH9tj4scR2QTBRKly8jGSOE4/Qjg+RE18vEX5Xw8LAJNEQGL4/4hijZeviI7n1SpJdhIUubha90VVRPT/sviZTgTw7n7SEhY0IgQAAGzjbQIhwBO/Lu4WU9AC8k+0B45k5CaEg0BQRBYd3VyHtXPqvuWlfQehevfXO77psqY/Npn/zNpnP1kQP7P4e7mDnwhpG/uEA6Me/jGUb7jZ0M1IXfa3zKsHFt9yJ//CwA4oVm7ZMoC2+40k85kSO04iSVkzl0SzJxFQ9Ps3JX9BPgFJ7DtRq54aWP9iI4oQqmk6pL4mLBIAWQXAdK96ADwpG0EToMSAvkj6CiUOXgAq6COl64ttIAJEMQhKOA8Cv/DAfmchvNUtH8u5bfknLf74IlG4/kXEzycMctb/2vmPw+Q/1aY9NvVPuSGgTqJfid/HIJ9sEv06YPm/9boz+Yffw/AxzgsZsXGioQAaN24INxFF7gnQGXYcAWuSAaN7kZz8qUAsqGr5qbh6gHCWvHC4GT8zhQrei3irXjf3AMx04tpqiwCoTJ2YXpk+am79m4oB4ZdOBMYz1XgB4sOGEmWBW60xW8+n26dM1PJLREAiCkAkw4TiCy+ptePChEhEgNBrEiN+0SLiFyDVJOhIhIGkPKeREXsFNhauKP+yY4/8uDmApfPWf9oxsmnIq3L7fYaWa2+BxflZvN810a+X+iCkJ/+jQIpjXEnftkGylZQcM0wg0aiMCMif2u5HQosfQNgLQEX+fJgxUZIMybJl3nupbHnOeQgSnU8huYeKGGpjI7dTANvtAWh9wMM6w97E+E806hEozrg+kDTwSSqFuFcguiBiPYXJdgthbrDPljKI5swkRACRx9c4r8D2eiHyC1abA8C7ykSxNgH5C3IB4jE33pUGnPUfV/u0vhpa/yowt39p8mDfWv/9ltzHW/3sO2c5F84b2s69YY6EW6JfvroANcj/E3fvUXkSBiqHt3OWRAYJv6VSPrdJUDZNQWqoKGeAEEmSsKwfgIz8+f4iAILkPM71z8fqY54JKmwqRIjI6pfsuYJLx8b9Dx2oAGivAGiUAh6WWf/KnhPKMLiobafuryOIfXHdAbez/vns123C3lbPIFlgLZXdWleKOkcqyCal3OubekWkarvZ64vIum5RrlugTBHzuQMgdv1zz1s7/3dlyR+buV69+/7cbMDrVy627bX6qY5f+F17qO3f7ujXbuWSBfm/lor8C4HVXxq7a9ubSSJ7VKREmRIqCaUKjJHYfmTywTX7kYD8iTAcKZhdIjRQ5AaJ9D5RIyDChT0FxmPsHJLWKBsLyzZ/suOdWHftEwDEcCiQaTkAibrkE1V7MdufSgQBgUj7S1EoYGtaFsRj/tRQBHCutnh/fxB7BKKLzykHQCCKEh3/ku42IflL1DVJPF+wELmQQP3KF2Hmv8ptOzb1o9xZpFmCxfeHjt4XkP+dPd+5T+dpSeNt6YXyvu1rrgbzr74E9Qvn3bdaUoLyjnuD2+K2t3PLiicStynlnKvcQa77kcjyt20EJPBUElXr8ljHUkjONIHoPgZCMUCIQChYqr31xXxXALRXAGSlcKKj/hKzurmLMBa3B4ErjBMCsR7ZEE+SkYoA4BR1fNEJhUDsTeiy/g2qAhIiQFdqE1kQREHsMZcbCGNpRJA0uLm2CLUr6mSu0Ye+2/FWvzxY/D2NO1pl7Zevv7kv4/sxF+niHCy8+utUiX69NOKYCc65l34N69euum+HhSKUJ+4HUhyKNPxpVRoRzqCJlP5xCYCJfVG7Hyn2JEnTnjjxa0hfR/7cvpQIDQD/OCiSAql06mmy9E++D9uUAO55osc9AMSLAJCQOtGnzVFhI4umlU/5fgLcQoiGCaQigHfzJ+v+o56LuBCIvh6F5Jx73SLT9N/m1a4oQY9tAomFlhQClG/JSbhyHS4bl27UYfXsSfUmfttdUD50I4iTQSL3GTWM8AdGLIyc0riltxZaYJ0ysmKk38/WfgtMWDGr39XLkut+CNT+YEb6cy+9GHoAUpH/rvuhUBzdMoqobD/i7oqnPnNlz8J1pzNENLlKhI/PC8he4Ikksl4Bkb0oNgtA0Eo4kcCcsPKj75lKOg+qv4cNO+t/ulOXatsEwNDUiZnV6aOsI+C4Kb9L75MpzBh/E84tJinvg0goINrKN+Il2BYQAk9AbIwvTYoASgXJizIhIFPbKuZTNN4AbjAGcAsjUY5DJQoakp0BoZEESWTk3zyufvWUsuSvOLEbhr/2TYcdlii+Gz9KIZwP/+P/DnMv/puTCGBkPxhY+qX9h/o2ti+yctN29GuP1U8dHqd2Qr2J2pdfwMKbf0hH/sUKlHfeHZD/SCwMKe57YmZixcSAlbBR1NUD74lUEL/IGDEifyoo69smf7Xrn0qHDRH+XDI9QLsj/t9WARD5oFNeHQGRTPx4q35BTD12vIDkoyenNBYLE4uApBgg0brZ6BuO5QYk+xmQ1nskVObDMFp0RDoa2KTzlgH582o8Sv5cvezG0hWoXzurJNixqR+a8XyHwN7j+KOPhT3o1059HHoERFYrs/ALozvCW5bJ349Z/DqkLe9ri9Xf5kKAlQ9PwNK7b6V/2+srwVo7AaQ0CgNDe2FgcG+ypxkReSVB6u6Xp1JL9iOa9EAS3mPLG22qwT8AktwAUdmghvxBROIgLxeMCgTZXADFtlyfteoC+pd+EQDKlsDCZH2T++J6VWHpRycFKlrvxjJmt89F+P79lO8QCIkcRX7IBiTuoyCYlhNZLxryFzasEIkA/VzueD9/TRWArFlQ8/ew25+m5G/0oanAMh7NFeHLwBrxRJvxtEgM3fm9ZPW3VxAsBlb/6md/93a+zfpCwDwLsLF8FshABYqVAzAwfEOwpEqN9cr3+xeOIo9OTCUxzyrhkwO13cplGfYyQyS5/xBRj4CY9Q5c2aCgIRCApGyZI3YKXGxf1H1Fnfkf/teu/r/vPADpViMl8pkASiUB2538gCd4iOQRcC2A+Ql7CU+AoNd/LPEGBHF+geKOLj6ARFcunetOLABEEwCTiy/hXkssNEjG+gGkPbnZT1jytykv+avcemcz7i/6G7q49aMbV3s8A4gesfq1jO9XBTBX/9xv/wPWr13J7lNsrEB98VNYX/4CitUboDhyBOIlySDZZwjIg/+K/Ygqvk8i2Z8SYUkQJxuDJAzJtypPzDGJziSh0jbBjZehGs+ApOEPTX54S/f/bKcSADskAAwXE5EwHtFlmpKII54nh2gbJ37aVYsMo8+Nkkq8HXCjhjYqSig3/S9yMUeHbIjOGyvNif6fGnxHoP+OJAuNSFtxSpJw+BrY5mKhnCBYnz0LG4vyTObixC4Y/tpDyI49bvWnberTsbp+3wIhso4Z6c/99lep4v1W7zYQ4UwIbKxdhNLYHWGC4Pa2FW1eRiRGFuXGoEs+NtHtUVTimYz/ThTNgUSVAgSS9/E9BISZ+9Fk5sQgNIGXQCYCBA7a9Tkr9//xTl7NbRUAjUTA22dA1hHQdP0RxQOECv4ugh7YsV4CsG3NNy8YKvvrxkpoRK9Bti8USuKVAjEaVZXVcErZpAJHJQK4roBEtPhElr8w4x8gURdLt4+l66tQv3JaYTmXYWzqB/4244RHKMdxhD5B/fzpsKmP6/S+dN388ou1z/4OC29Md+S1WXigdu2PUNpxRyM/oGkqwVbisuWeq1tmxMA7GfmdyMIBCiEgLQeMkb9sKBkVhzI5AUGIgvwle7PlBMDfd/KaLHbgNY9rBQBRXGU60qNErDI5VRsrDeTbEFKBCJAkACYGEfKNNLby/kRCQCIypAtNMX5TFmvjPnMiBGBUeiNaXJBMCgyOWT37odL1P/rgFBSGR7ctI0I87zyITlr9aWL9ne3hb5jVT+2fw6z9pXffgNVPP+rs3ydYl7Vrx6G84ygMVA6CdOiPakuKpUVpxgETtQAgRLZfUUWVgKgiQNw9UEf+IAtlJvoBUCN7LRRaK6uwWavb/FmmO3lNdEIAMMXzqJ78iZ3FK7B8GwN5ABKDgxIWPNGIAIiUFibzCwhEEmxkPCXyCAiScc2lOFV/N7HRmwJBRKhEAAisfsHiEtXn1q+ehs01ufqt3HoHlA8dTr9PE5M7USi0E2lj/axyYvThH+WkXJJ6O5S5/BdffznTeL/132ruBJSDpTFQOSDYYrf3QuEEQGldITXYqyWkDwIPpCjxT9SmXNqtVEP+AFwfE5rsFQBU/F4VImDdzvrvyAjgjgoA2g7FwzVtoDxpcj39t46RDiSILgrOI6DkmaiLjQsNiBaXbCFRAGU8QDaNSlR2E3OjCdxvkQVGQeZai5b+Ne7bqC1BTeH6D+P+9z1oQNbi3Awk+N61+kcf/nE+uiKmqnNPeghqp2dg4Y1XMm8p7SQCZk/AYGkESHE0spyIZigLbwxJvg9FnhYF3UCgqLcyWQFAJdY/4cIAVET+3PAgSrh+/5EkQrKVMqbxAHCoX5m1+TMc7/R10HYBUJk6eXxl+nb7RUgsFyiNFwQK3e38MYSrDBBY/IR/iB+eQZLigFBJl61owqC04YZpD26N6w1MQgKCzH/eWxBNBGx+htC1eP4TxSZfhh3f/6cUFr4p6be3EqDfkbabX/7a+IqS3KjTeZb+9DqsfPDXfHttrrwLg3u/GayVUrwkmer2XaK2iJUeSnllUqzUjgi8lIlhP9H245xHQJDMR2L7ruA4Gik95If9GFwGdN26/G+609dAsUOvyz74lMJ89+AFoLHRlvGYflSx8+18ZWUwcY8AaWX1U36ioJyYCK9PEiU3/OcnlhuQqgxQRvqg7LsdFQBE0oyDJf2pXP9j3/6HUAToyVxXCmiqC1ABZIm0PfxZct/wN76Xo2ZJNMVxlPtuFmB+mvXzv5x/7w2rEJg9CeWdd8ULAfh1lJixQtPtR5wASOxJotAACJKTQTS8TPy7dGwwN/kv2c7cHBtzC7ZP+X2nr4FOCQB1QyBfmoCb0hf3XBEDEcC5xDiXfWIpSHmHSwjk1kTiPRGR9UHMNyXBRER50h+IE3A4cUBAnGyzuTIfbHbnpH+C6l33QGlyX8rN2VUooBDwjTST+5il37L68w/7BMDa6c9g4fWXc+nyl5LW6iXYrF2DQnk8tqPJE5R1exLV7N9Ush+BukkQt28RUOckCacC8l0EC6LjBJUHhrAs/+t7D8DP2vJKhOvmFyt7kYsAILIEQV4cR2r8dTkBkVEA/HwgvlEQJWDpCRCRvcDlplp4gsxbYV1uq/4/7PYnd/2XJvdD9c571YSsrQRQ8bqjxwBhjbSlfSzGP/LAd/M7E4HaegPihy798TVY+cBfR9fS3n3B+pkMbidhoDoMheHhiMXQeOH6xQtQO/Nl+LOxtOT8WrVrJ2Fo/4PqKCIR9cWjZvuRyAugagakIH6x1Q/ijH5I5iolhwJx5C96LyaXwsYGrM9aeQCO73kCZjt92XdEAFSmTk6v6AYD2Vr+pjXxsaE9kGTjhJsfJC6wZBeAbX1LJUJZlVQTnw9AfLncpM03QKx0iaAFp6QpEHP9ywb9hPX+D38PxEl9OmvdNBFQcR7UA354MbBml95+CVY//pvT83M9tU9luVKz49avXobFN34X3qbejCd2QuWW26F88FAzZBZtO0sFImFv+DN8zz2w9vlnsPjee8F6rNt/8o1V2Fg+FwiN/WJ+j0U40+xHIJm4p/pd1iRItC/F+wIQoMoeAULyl7n/NR97Y9ba/T+dh6u+2MHXZl+AQTmgb0+ASAREuSM+LjPR8kdjsW532Yp4BGj0PWxdzVynP1mbzYQ7QPPZNI/JSL8lPHSTuZoLqeH6Py992bFvf6+xiRmX7eksfM1zMQ/AO9Ik+XWPu58aPpY8bu3TD2Dxj6+mdvkz4h++74HQ2t/aY4zfa2OPGTx8YyAcDsLcK68Elqi9Ybm+dB4GhvfJlw+Jv552bRHFZxANc5O2Kxc1CRLdSloDm5A/aMjf5Puzd/+/0O8CQN4PgGS42IlIBEj69DfDAtKQgGDMdnTIX0IIxLwDGtc3tf0+JA2BpAo7vkgJkQzdEMTWGq7/z6TvpHrnsdCFqSduX/cJ/gAoBJzB3P1Lb73kNAKZYejmO2D4ge91z7yEhPtfHf8PvSJ//AOsfvJB6pdmxM+s/ji56oSJ+HFSKsOORx5xEgGba7Ph/ABSHNK/JCHgXpXEiwN5LpI8OVBA5iCZUxL9PTFiONkW2OnysXf/d7z+Py8eAHtRLhMMjjW8iRLBaMMfzvUfhgSEMzK547mpgFHdIH2/iUFAth+Oil0RovtULThlCTgRYVC/ckbq+mfEzwSAFfl6ywPgHkTutyOBxbnQ4nd197NmPszi775RyNR4/1m/egkWX/9deJsGA8MjMPqd70NxfKfa00DtPgcplWDk/vth9re/tf/7ByJgoDiZJG3qYpjJkgGp0iNAVI2AQDUXIFq+x4u55O9EVDJI3T6Wg/v/+bxc+R0TAJWpE8dXpo/OQJq5AK7gqwOIYsIwSc4RAH5+hqDLn86xQRU9CcR1/BZVALzLjs/CVWbgylxrjeNVrv8w7v/t76rYGuQTHWVWffS/KksfMAzgSn+BRcvc/ezHxZ3N4vyM+KPjkruS+KWPNX5fOfleaPmnRfm6G2D0wW+HZG39Pqm+FLE4Pg7Vo7fD8omTVu9rgwmA0b0GRGjSj0PxmHQ/ArNxwZy3kkgGBcnalhNhKaC7sbk+a+3+/31eVkCxw6/PvACPuRO5JxGwRceC9Hyqug4kA4AMrHZi4/SgJn0GQN5+UyoIVFUBgj4BG+uwdu5z6dsce/gR8abmPQ/AQDBYbVj9i7XA2mdWv0t2f3eV9ZlylaiX/xosvPZbqJ36NJ3dEQjkkfsehMGvHBGQueEsAlMD6+abYeXvH1slBdLa4pYFTkWblale0hAqMZxWKm1IFiVy/n5FYiDhJwYavFedCAjd/3PoAXDFC84CwMd+TkRd/sh2u8oEv8QJP7kuSMTNRLx9HKp9ApW3HzAcwxnrsiXqAQCsc5jc9V+9824u7p9lzF8lEjgvAXK/ECzOz4jftZlPa2hP18T5tauLChdb/fyXMP/yrzwk+u2CkQe/Eyb8SYnduhSRSgUME+KlvXugduas8XvcrC1F+uTLq5nUlU4Skuf3JJlHQFCRxHcqJdJJgXLrX5obkMb4pCwkZJ1wObPnCZhBAbDtAWg/8fMigJv0lwwJ6L0BcqI2yOJXWqlEvphMfAiyeQAJgcAvmugwIQobywtQv3pB+BLl6w5B9Y67JaSbJg/AoRwQwwCZEj9L8GPkn9t6fnfTP/HY8vG3wp+0YEOwtudgmFr8YFyKKBMwLBRgIwBihEwjZVCyLZi4fL9UUF1gNhSIGEwKFO1lwl4AQNNfQsS693+urP+OC4DK1InZlemj7At5tO3EnyBJIrDlZdUBoBlWGPEixNr/KcRAoixQZCEQjZoG/eOyTP/YZ49bRZS5/s+KXf9hMtMDD1kKnKjoUpC+UTkgVgMYWXcpE/x6h/hBYXHT5nc1H1j9/5460S/MifnODxudMKmF/pCu/zQti232QtBEMal4PzKxqolimJmkEQ9RNCpTNQQiwtAA9Xf51Oq2vf8ZXsjTEih2/B0QzXjgdu8GUb6ODP4Tcgg/QWuLf9jFR7bXrLCVMEd0MpFDOS+EarETneKWNwoiivab9ctngdZrwm9t9OHvhOVHWrK1HvKTJgzAPehSZdBrlv+509bkz9z7QzffCZWj9/UW8QvL/Rr/XfvkBCy+M53a5c/GXo8+OBVp6GNh+VuROPX71RAq2Kts9iPRPqPZkyQJy0TZs0RSIcBXBBDF3zslahetRzzP5qX8Lz8CgIYukafytTnw0/waRE9jY4Bbt5GYAYFEMyFCBIJZ6E0QqICtx3RJhZIGQipvQMzFzy/a7YW4ubYMdUk9+PC9X4Pi+IQBYRsm61mHASSvaVRl0F9gGfqrn/zNyPXPhvWw+D5r39v9MX4z3qS1VVh49T+hduqTlFb/IFTvug8qt94Jcbe8zrvnIBCo+jhaq6UwhFT7kaVBBQZ7UtQQEVn7rd+FvQBAnhjIW/0eNcCGffb/83lbBh0XAJWpEzMr00fZXORjuflWhMq3YdUL2m8kCViSB0hEhj9RrHnicNUSuTAgICB6pQCgsHZ2RvgyrGtZ5au3yN+4NvPfkKitqwEk4gNTAWDHj/5bmPW/durj0MJlYoDV7rdIn/2U9h/qMWtf7wUI5xy8+hvYWJxPdcbixG4YeWgqTPhTMg71Hf8XPRR8rksO7YkLhvXwTntS0lCRGyGcR0BG/FsNgDiy95HopwDL/N+sWbddfiFvq6CYk/fxQq4EQFQIxGLVVF8RIxr4I9ELSV6L5A4Qy3UmEhtgkAAYfS7v+r90DjZXV5IvVSrD2Le+reFg0zCAbdxecDyVqCti+jr95Qnovnr97Ez/5eNvwvJ7b6Q3ZG67C4a/9lCE3H24+k3j/8kQw+bSsnU3wMJgVZhw7DSWRLgnKTyVwv8rJpfyxC/LBcgI61eu2T6Fuf/RA6Bwjfwsl/uF5EKSlgAKu/xBPAxFZA4E2iy/cXG5qa3/xP2qDoBMhtRrUL8iToJi5B+v93clcRBbR0ZhANVrS3o0oxcA0bzGwkS/l553bne8tbTKgzA29Y/h5Es5N9u6/03r/+WPrZ09a/1ZCkOV7YQ52Z4EHvYjnQAwmFiaJP7oubIlf5b81821/7kTAGFXwFc61BXQ0XKQCwHFYuATAnXWPjHcB7TJfzJBI/997cypsMkFj+odd4YTyIwI3oSotdUA0VCBQmigFwBhuIbDRL+3X/aQ6HcjjD70XUWin2/3f+QATfx/9eOPHQRAVbAnSYaUWe9HIE9iNphVEmvhu2UoRNY8hVgpd5ZwKP1jeCGPK6KYo/fCFNJPc7+HSD0C26RCTc+TKKNR+NiIj/dq1hRoY2EONpYWE6djxF89egekasVrXQ2gOtTE84BeAETTq8U6+v3hRS+JfiNf+yYM3nQruLnpLa17k7BC5KG1mZlg/S7bk8HoWDJhjoC//UhklBCzpkCEqJIDaVuvpPWrveH+z5sA+GVXCIAYgYuNWsLxTSLBX/p/7gGXoUiiDUSahJPMwKWbG7D25enkqcO4/8NJa4bY1ODbVgNErXnBfUbPQy8AotEAaf53z6W2+kv7DoZWf2F4VG3pR6d+qjwDXt3/zQZGJ0/ab2fB+iblEiT7ngjCb972o+QeFP0/4cv4iMZj0Bbyn3VJ/ns+r+siNwKg8siJ4ysv56wawEbVRkf8ttxTzZHDrd8pjTYYiCh7wpO+rI6WmFsRBouMCBZd7eIFoet/7FvfUgwvsZ3IZxoG0JyfS9A09wJgX4C+sfsDwl9+7zVYOfFu6nMN3/8tqNx2N6gnx5lm6UvuTOn+X5v5wsn6L7Fy3lZZc3xziHs2SBb7Eb8nWRB+e41/qF/tHfd/3jwA7K/5y+4TACIrW1zwT7YOpLF7kouCmG0W0vchCVNohnCwrlb1y8nSocpXvwqlPXv8TeRzbt5jYL0beQFA74VAdD1Ygt/iH15MnehX3MnK+74f3O5KivRoTFq6Xg3zA0Tr3ML9zwb/LB4/7vYZJybC/YEKLXaZR9J0PxIfS1RzAWQtgjsItj9uLC7ZPm0mr+7//AmA3DUFSuEVkC0GyhOymOxdL3dpFgLRNAYKa/6TY35ZP/HhYwpNlioMwFvzKpIWHePDC4AioBfB2h6zn7So3v318Gf7WjIhbmpGlp7d/2z8r830v601PjYGhTKjgs1GB1Nq7dvQ87+uMRm/R1HIrIGPs/V/6arL057P8zrJlQCofO/kzMpLt08Hv071zE5EqFwBKBY4SYQFjFYZGA0FEty3fm0WNpbi6pa5/Me++U1Di9kyDGBi4XvzAkgEBnJ/z4HNPFh49dfOw45aGBgZg5Fvfh9KkweE1rbe+gf98zy6/9nQnxWHzH+G0u6dGgu75Z43zAUw2o80AiBvJt3GBtSvObn/f4kCwP4L6x0BwC8kUWmfLpRGHM9v+Bi7uGsXkjX/o/ffD4XhqoA0ba15V89AGi+ARX8AVAI9AdblcPHtl1In+lVuPxZa/aQ0CE7Z+ybJfyrvQVTIKiz+rZer12Dhj390EzrDw4HYqYJw6JmPPUknLLpk2dUvO1n/x/c8Acfz/LnyJwC2wwDj/bFtGZb90RRqW/Mwu7j5zNahw4ehfPCgWSteI2seND0BwCzHQEnkKuteIhQwFND9K4iV9736ItS++DjVeRpW/z9Aad8BMQFTqrD+LZP/rDsGyh+bf/0NJ9c/Q3lyj8Q70dk9KXfWv5sA+GXeP1vuBEDl+ydnV353OxMBj+HWppv052PzrCcu7kbc/25wiuXblN9ZiQsTd74BueOk4J5Co7zv/3iy+h9oDj9SxfBtrH8LL4C2Y6D4PbGSv/olt7HFpYlxGOA9fDZs3SdrZmN+QVgZZYBnUQC44ZfBtYYCoA2oXbyUuLhH7r9P0upX9F9RvN7Fijex0jXCQOvWVxyrLUVE5M3qZ0l+Kyf+5MnqP6gmcWXmv8r6d0z+M8grYHH/5RMnnD43GRiA8t49XWGB52GPdCH/PU/AbN4/Wy4FQOX7J6dXfnv7DOS6NXAPKNvV1URiy/Ddd4UeAOtWvEpzWkXkBl4AI+8DaJINZWSP+QDdBlbWt/C752BjcS6l1X9P3OqXWutmibvm1r9D8h93IBv0s/DOO86fvRSQv7yvB2LLwzTr1PinYcR2AfLqAWCX+jPQEyWBOVa25y7EN4U9u6Fy8xHjP5B9MqDOEjfxAqi6A5qSO+YDdCt8lPeFVv+3fgClyYNJgpV64bO2/jXJf9Ff63VYeP1157g/S/wr7dqJxn921j+r/Z9GAZBKAdBnUQBkaP0vLcfK/sKSv4e+ISFWcG/Fa1Lal/ACuHgDFKJCJlaMPAaIvFj9Ppr6hFb/sW80BvhQFRFblPh5s/71r8Uy/udeeSVRsmsK5vofPLhf87kQDS/LXJgj5YBnuuUzFvL6xqo/+ID5pp/FyzAb8IlDo/ffq2n1q9j8VJuWtmWqamPUWV3UIIlaNiFMZYGZbMiIdoHF+ede/LdU5M+s/h3/+F9h+OvfiZC/7jJ3EQUm1j9YWP800umvQf7M/e+K8r5JdP1na/13FW8Vc/7+MBkwC+t/YSHWL7xy5CYoH9gft6yVpX2i/6rc6I5eANPEPNNQgE3IIJH3gGg3fDX1qR57MLT8G2N7QeyGd078c7H+qbX1z9z9acm/OL4Dijt2oK41tf7dQizPd0PyX1cIgOoPPphe/s/bunBAUL6xdv5CbFOo3n6LQb98VTKgJinQKRdAcqxx9r/FLYqA/F2jHpr6FHfugZFv/TC8tSdwF5ak6ax/EAuTBvm/nIr8C0NDUJ6cxAvL1Pp3LK0M8GQ3fc5iF7xHFk/5BV6S/qz/qLIdue+eiEvQIctfWxIIHr0AOkte/Va37zPNE0AR0G74aOrDsvort98bxvqNLHEwFAVa8WDxGoYthRtu/3Tkz+L+Q4euC28RmVr/04H1P4MCwKcX4IcfPLv8m9v6qDNgtqhf2W76M3z3HVAcH1PsxqpGOmlb+FoIA2P2MA0FgGBKGUER0GmrKyB9Rv5prP7SvkMwGlj9hZFRA7KGFFn/qrCBzPo38TJsP8YS0NKSP8PQ9dcDKZbQ9Z+99f9Mt33WYpe8T/bF/gwvzZTW//Jy+BNulHt2QeXIjfGNx3iynoFVbZULoOnbb+oFcCr5470XKAK61eofffiHUD50BNSJnWBo5Tt9EjOiN7D+GenPvfxy6AFIg8EDB0L3P8LQ+p9ztv5zPfa32wXA08E6QQGQ1vpvKlvm8h+975hjK17QELdicxQl9aVp3qMNBWjEgexzoAho3zV5/nRY3pemqU/o7r/nwebwHgHLWsf9fVr/hqIgct/67DU/5L//ABTHMOnPWL5tsqFoF1yf/mQ3fuau2cWWf30bywN4DC9Tx4s7ULXLn34S/j72ja9B+cC+xp9/ywqO3G6NIm7eJzxG9TyQPNfkGMl7sHmu8pw25xDcJzwPwsXqT9vKl7n7hx+YaiT5xdzsVE/AVFaC50r+hq8T+3/yvrXPP4eFd95K/f2Wdu6E8l5M+rMSo5cvQ+2yW+lfYP1PdONnLnbRe30SBYA7Whd2+cBkk/x5a1titdt04TOuCMg4IdA4UdDVEwDYLKiDVj9z94888AgMHjkK8V4QtuQPEvK3ljPmngOFd2L5xN9g+W/vp9/Ud+xA8rf9C7KJf9euuj79mW793F0jAKo/+mBm+cVbWYzlUbxcLS/uzU3YWFhsuv7vBruYu0IYKO+2nMjHvwebun3nfABXEQDYMbBDVn/1nodCl398ap9hQx0Aw+x7n4l/oH4uNDL9l957F1YD698H+Q/uw05/1gbSxQuuE/9YhubTKADag2dQANgjLP3b3IAd37y/kQ0ssn4y8QJYTORz8igAuDf58S0CAIWAAmlb+ZavPxJa/YWRMS2hqsnf0XVv6/o3yfQPnru5tATzr/0hjPt7I3+EFTbX1sLkP1dO6qbGPwlvWre94eX/e+srwc0UXrbmWD17BsqTu2D4rtubf3UuLp+4r3lLHI6xivO75BGYHGdwbOJ+zett3aheA0WAcM2mGODD4vzM6i/tu87ImrYif2NSlx1LU5UM1i9cCMk/bbJfSP5jSP7O++OXp7aqoxys/xu7WQAUu/A9P4kCwBzM/Q+b61C97QjI6+Bdu/CBoi+AQ1mgjXfANJdAVRlg5QkA+fGJvAAUAmmt/oGRHTAcWPzM8jcieF/kL7v+nV3/IAw7rHz0Yej297KJI/k7Y2Nx0ZX8u97679pdCr0AFpvw/BwMHTkU1v3LrVxfXoDIsV4s+ayeb+sJ0HkDuOPQG+Bs9TPiZxb/VoJfgoQzJn/fWf/c82l9DZb+zOL9nyH558A4Wvnic9e6/663/rvVA8DWEnoBDFHesxtKu3eCUQtf1178oux6o2Q90PQbMsgHMGpCJPIQ2HgCBO8l8bqA3gBoDPCZ/91z1lZ/cedeqBy9r0n8YEH+iseMyB/aRv7rs1dh8e03Yf3aNU9rexJK4xNY5+9qHF276kr+PWH9d60AqP7zh9PL/3HrNIoAgz/wrjEJu8r64avI0bDtr5E7X/McZW9/gyTDtosATs1QGvEG9I8QKAQWvE0r36Ejd8DgzUfDWL8Z8fsmf5s+/5JzSvRE9L7amdOwEJA/rdW8fM+Dk/sbTX4QbjZkQPy1K5ddn97Vmf/d7wFoAL0AGpBCAQqjVTDrwmfRiz/NMB6RYJBl6zvlA/gQASA4HgTvBxrPAf5xzhvQZ0Jg9Ps/gaW3XxaO8WXle6X918Pg9UfC+H6jnA8srX7gytwyIH8Zm5vODojcLr33pzDm723TDogfyT8d1i6cS/P0nrD+u34nWv4V5gKoMDAxDOWDu8A+Lm8Ta/cYp88iH8DoHKLz6M4lOp9oScnyA3pfCLBwwMbi/BYZDoyMhR4C+QQ9E6sf5Fn6XshfdLyb639zaRHmX5v25vKPXTmlEgzu3Q8DlSpudJbYCP4uq+e+TGP939grAqDY3W+fPhH88x5e0hIBMFrhNjXXXvzKv4GZ5Q5Z5QMYhCucPAGQtPaVIQGRN4D/UP3lEWBkv1233/y4VEb8Bla/ThxQVZigveTfcPm/4c3ln1h19TqsnjkV5gCUdu4OvX0Ig+9tczOw/s+i9d8rO8/yv9+CMwJEf9iBAgzddl2KXvxpLHnPXgBZpr7Rsa6eANHxKmtf9HqyY2QegV4RA6Lpd7bEL7P6RSQse167yH/7Ppb/sPTnP8Hq55+2T2gNDsLQgetRBBigdvki1OecPTJs4t+NPSXSe+AzPImXteAPO1YRb8xpppiZZhunyaY2mtImIxbVOWQbORUPgWkdTyPH8d+ZlJR4YhI8tvVeqeA8afrSd5L0afL7oSafX/EdAhUP0GkX+VuM9GVZ5XMv/7+2kj8D62S3cnomvEXIsbGynIb8e5Jrul4AVP/loxkUAUlsuf+p4Wx0k00PLKwj76NWdXXeJpu57eYvs075SW4ygqKRu0TH8WKDCoglz2JA8TlAJGpUxK8SYDIiV/xNfJE/NTt25aOTMPub/8gk3m/0l1ivw9qlc0A3NnHzE30/wfeydvF8mlNMB9b/s732vRR7468blmT8a/Azjpd6UwCEHgCXXvyCQ12G8VhXBXAHGA0W4jsb8vF2YjHIh0Zi+Lrafr7aoPm7rBIgfLgVOuDj/oL/b/EN38EwCtKRhSa+y6IlHpUdYxPrVzzXqlOgCfmrhTKL8c+/+grUL17o+JpnHoC1C2dgaP8h3AA51K9dDkUSWv+d30UywdILt/w0uHkKL/UG+Q/esDv+Jzbp/KeMkXe6e59NLN8kVwA0MX5Z7F7W6U9WKaA6TrYEiXy5knYsaWrwMDV8rmIKn5L4bcnftlOgKfnLPVG1L1mi3+uZJfq5ojSxO/jZhRthSxitLsPq2dNpTvFsYP0/jgIg7yLg+VvYPM3D/X7Blw+MQ3H3COQ2qa8tpX0qEaAj+jTtfl2FgK0YsBEFabUAdRALKjIX/J9SR+IXEXm25M8If/lvx2Hlow9yuwdUDn1FPPmzz8Cy/lfPzKSx/lnG/z2BAJjpxe+n19JGHwcEFIbLgpVgmNRnlRBoGs83OJ/N68R+dZnkJjqePxflEv0EiWmy/INYLFoWC6eQyBOgVHE+WS5AJJEw8QOGP4pzCIlb9n4oqOP7gv9TWZKfIfnr4v3SxE838meJfrO/+VWuyZ+hduUiboTgxfX/TK+Sf895AJpegOeCm0f79YInpQGo3LrP0Pp2seSzsu5dPAGKpj22ngDVc6SeAp1HgDuOmFj4pp6BdixlavY41T2PunkHrBsG+egUKCf/5b/9BZbfP+79Wy6Ojwc/OwLhPrwtNGZnoX7pcppe9X3vBWANf9Yunklzip4r+0tce73n8wHWHGgK+jQhsDBUimxeBk18TMfqpkkING7hG9m8Tcb/Spv28K8HoG33m3hdAHU74Cjp8u+DPw62z7H1NEUS4Nb3wN2n7CJI27K45C9HDd6PK/HLyN2yZ4DTQCEaWv2Lb78e3vpC+eBBGDxwAEp79gTEXxV6sBj5r3z8CSyfdGsjzEreyjv39iX5080NqF0+l/Y0Pe9R7skWZLO/2PXz4tjEz/qxMUb5wA4o7h61sNJdEgINrHPnJj82o3tNPAGWxyutfV0TIP7cJha+ZRKg9q4MkgCpqXfAhPR1xG9r9RuKA0fy92n1DwQWfvXo0WCNHghb+ZqGwOqXLsH8m+9YewPY/le5/khfCoC181/CxupymlM8H1j/P0EB0KW49r/HPi/v3ne43y78oZt2Q2Fk0I7svYYCdM83PE5IxI6kLjteR+ZaIZCm7z8R/JdYLlOSbqUbOw0ckgCpoUfAiPhdrf4owdvkf7A5Bosw/+rLXqz+FvEPHj4Mrk2x1r44BQt/su96PjR5CApDlb7aA9fnr0Ht2qVUNiT0cOJfFMWevQiW5h8vDFVfKY6M9dXF3yB/bl8zqac3nhMAmlCAhkiogDiNevVH3z9YhgMkx4eHEvVIXyLp6Z8ICwiOUfb958MDkfsSYkDWA8CEwYnBocYtHvV/W+1zVImcKuK3JX9NHoFCUKx8eDLM8k9b3hcnfrAg/yQGbzgEa2fPQe2sXTOb9ZVFKPeRANisraUlf4Yn+4H8e9oDwHD5fxZ/Mbj34GOF8mB/kP9QCYa+usfRnd/GUIDy+TbnEFn2YJjMl6a23zYswB+nWn4yNz9p45K2EAQu4QFdjD9xblerX0C2CvJn0/sW3nwN6uk6xgEplUPir3z1q4LXNRxHLBAKm0tLcPU3L9mJkKEqDE5e1xf7X1jyd+6LtFn/xwPyv6dfBFOxpy+IjfUnalcuPDq497rxfsgHKFSKYtPdxDg3ntpn6kVwfT5YvAew6/SnSw4EcPQGgGASIGfhxyxS3iug8AzICFMqCrJKBlTNgjBoCkQNPAKmxG9E/qaJgI3fWZw/bayfET8jffbTiPHL3q89+bPjCtUqlA/ss/IChHFwCn2B2uXzacmfoa9KyXuaFdnYxs3a6uP1a/1RE0vKRbn1k2YYD7WZFWC4yclujev7VSVdoJkZTyXvgaoH+Ghr1ilXzw/yY6msXl7VA4AjVGndvu0MgWhPAkVPAen7kp0LDPob8N+J7LsFzd+AOpA/y/C/ArO//vfU5D90440w8cMfhpb/Nvm7jRJWHTe4f5/1e2Nu8V7H+sI12FhZTHsa5vo/Dn0E0g8f8tJT8Fx5Ys+jxZGJnv6cQ0d2QWGkDOnc8Vll+0P68b/Kz6B7TYvnmLr1ianLnxguO1lXP9LBZUztHqeq54lmCWjGBJse59ATwIfVX9q7F4bvuTes5XcbJawTv3FRsLm8DFd/87LdvrD3EBQGezcPYLO+Bqvnv0h7mr5y/bdQ7JPP+Xjt2qWpwmB1vFDq4XyAAVFdOrf3uYYCbEIEsiE8otdQ1vebuPBbD/Pnge3jQZEcKBv+EzsngLD+PxEWAJCGBmKCgUrImxsEtHWjGwTUTh8vVdzlYyiQirxlHh0bqx+gfvEcLL37TqoMf5bgN/L1bwQCYI/cE2VM/iB+74JDCtX+yujXXo2bbMrfaR+n6ssusn1RKM9CAewPzC4UdsH07B+zUpRYVxmHAqyfLyIDw1GsCovOflCMKiQQeZ7wvCbtfmXHytz8kLxf1NZX2dfXF8lLfkQthMHwM1GRmz9FG2VqR/4sq3/p3bdh7ne/cSZ/FudnFv/EP/+Lmvy1468N1oBkvQ2gCNiCpz2971z/MlOip8FCAYXS4KNDk9f33h9yoACVuya5P2uWoQDZ6xhM4rOa2uc6yMeh3a/qeV4GAImOVy1DS9e/z9Wsbd5j+niaoUCS4x2aATGrf/HN18L2sK6o3nFnM8GvDGZthU1yU+zF9uXnXrR630N7ruvJEEDt2gVW7p32NH3p+m+h2Gef9/HN+tpUcOGMlycme8/6V2bWc3tlmlCA9Jw0yUSiTH1Zln7svKJwAIC8T4DoNbjjWxurzOWvel6srl9W00/iBEZE1QA8IURDBDyLW7r+qYuIcPEa2PYDMAgNmBA/gPV8AGb1L7z1KtS+POW8tsoHr4ORe+5rtuyF7MkfVAmvCIb15Xkf5B96hvv5e+wrAcBCAZeegp8EF84rheIgFEd6aFwAVZB7mpI9WYweZGV5IvEgI2gJyYpIXVUiGCNbVZlglKT58wHocwMiQgVALQSiG74y9i8RA0aCwITkqYeLyuA4F9JPRfwiIo3fv/LRiTDJz7WhT3F8AoYD4meJfnYDhVzIX/Vdbr9e/fIVtz9jD4mHzdoK1K5e8HGqvnX9Z+E07BoEIuCp4Oang7v2w8DQSG8ouT1VKF83xhFOVpP7spz81zpeNQtA8JrK9yN57dhzZO9P8dxEcx9du18bV7+q738nl61N8x9T0tcRv8LqF+SDsPj+0p/fhvoFt4Y+jQ5+d8LgjV+RWOKWOSjUR7lr43bprydh5dMZq89T2X8T9EofFJbxv3b5Sx9x/77o9Y8eALEn4IlABLBQwLHB3SXohcoAlgNg1mSH25+IznQgdp4F41bDnj0BifcDSctaFhIw8gZA0pMQy/S38AgkxICuIRDEX0f0mFdxYOJytpwPQC0qBEyIX+Lub1n9TmuozBr53BL+xOL8vskf3Mif/b927oLlvlDqGfJnpM/i/h7Iv+9d/30tAJp4PLiQXgnU5PjQ3ht7YJFQPblbhwIgScAJAgXz7n1OIgDArOc/gD4vAMQhgZjgkOUGgFxESIUAfx5bMcATuiIEQE2I2cN1ZXMMNfUKqEhfRfzbj7EYP8vwd03yGwqsfZbkV6gOK17TE/k7VtisnToDG8srVp8rNG56xP3PLH/mAfCAnzQrw/oepJ8//KWn4LHg5hdskQzuuq6rRUBp/3DwMxL/s7YrFCBz8adu8qM6Dxj2/Bd9LslzYq8H8nMnzi9aSrrwgGL5EZLjZathE2oRCvBA/Kx//2JA/K5JfqW9k2GcP2zko3zdtOQvOt6U/INf6zWYffl1awFQHp+EYrX7B6LVZi+EiX8ewOL+P0fqRwHQEgG/CG4eGyhXQhHQ1QLgwLAhidvEz11FRJtEgOpcWpFgKgTSlP2lGAJkLAh8L2kLk9GK8EWk70b8DMvvvwcrH510SvILG/k88GAoAPxMEzRoQ21F/vH7lv76gXXsn6Gy76bg8ulu72Zt/hKsL3kx2KcD8n8EaX8bRfwK4Ing59hGbeUYU5lMMfcUjEIBIM8HkB5rktUPmtG9NuEAWXdBRZlg4v1zj8feG4A8D8Gg7E+YI8Bv6LIQgYgEiZ5kSRuHAdEUoQAj0jcnfjatb/HNV53c/SzOz0r6thL8lDMjTAneF/mD8HVZ3N+F/FmCc7eT//rKvC/yZyfp+6Q/9ACIvQDHgptXgp/xYmWsK0VAaX+1EQLINNu/dZ/CzW7Vq9/BEyB7Xd1I37TjfE36/gvPo7H4ic1ydFyuKg8CdRUMhkmAVqQPyrLANO7+RoLfrVC5pZngp5om2DHyTx67PjcPc6++A7RuP+VucKK7q5wY+TOjzBMeCaz/aWQ7FAAyEfBYcMPCAVDeMQnFymh3CYADw2EYIP3QHtc8gSxFgOHr6kSA7pxaIUA0hK0r+zMoAyQuy7OTw4BkFqwF6Rv0EUjj7m8k+N0FheFhgcgwjffbkr9NvwCxMGCkz8ifiQDrjX2gBJU9N3Ttfsxq/VevnvF1uicC8n8aWQ4FgE4EhP0BWiJgoItEQDkhAExFgA2Bp5z81xYRAGDeL8DUG5BWCJh6BXSCIA9LlmruStMPIPn/hrvfrYUvi++PPvCgGfEnyNqQsHNI/t24f8XIf30NagH5e5rb8mxA/ljyhwLAWASwUMBUty2i8lYSoCfr3kpEdFIESF7b2RuQRgi4igELQaBdtRkmAVo1ADIlfTHxM3f/wluvOTXzYcTPLP5GBz9wIH8Dt770nJ0n/wJLaN55sDvJvx6Q/zVv5M8aQjyCJX9yYBJgEixR5L3g53Bt7gKUg3XZPUratYWvSeMgh/G/0kZBYJ8YuEXYXB3/VpMfSW0/EHmiX+K8IDk3gLi5T8R1rRsL3LovSgBEdhxP5DIXuyIJkDhcOukOALPRv+pjG818Tjo180lP/B7IX9bhr03kH34Po7u7svZ/y/KnXsg/TPpD8kcPgIsXYCspMLSux/fDwOBwvj0AB6pxD4CTxZ/SuvfqCTA9l85T4MkbYOQRMPUKSO5LNRnQdqmnZQjbgUAKgdDE2mefwOKf37GO8w8Mj4RNfLZb96YlfxWRO5C/kZDwQ/7F6nhDAPQ3+TPc0+99/lEApBMBjwY3zzW4oQDliYPABgjlFQPjZRi6eQziI3ltsuxzJgKkj4Fjkx+XBj9phABIsu9tGgKZLtFOJgGq2gab5QOw3v2Lb70W3tpa/JVbbg2n9fkhfo2lriJz24ZA3GOM9Bfe+rN1o58o2P40uPNQd5L/Na/k/3hA/s8ii6EASCsCWELgU90gAgZGSzB0yw4HYufvU5GnTSZ+FiLA0NpP6w1IJQRMvQKO1n5HBwJRf/MBIoTJiH/u5f80tvyHbrwptPZjrn4l8RuSv4qsMyT/+uWrMB+Qv0up3/blmn8jpU3k/zSb9YLshQLAlwgIOwVuLbId+8Mkm7yhUClC5eh4SuueFwE2nQJTigDhYxovhuo5Sm+ADyHAv46hV8DKM+C4VI3FBjW6ywvhC8l3+wGW9Lf8/l9g7czphBBgLv6BiQkYPHgIytddB6RUUhB/Gqs/er/O5e+H/Fl//4V3/5p6/ZdHuy/rPwPyx4x/FACZiAAWCng0ttiG8rfYhu/fBdnNAchSBGhe11gEpPEGeBACVl4BnXfAZnl2ug+A4jgF6cvuYwJg/do1IOUSFMcnFF4EU+L3YfULxEFK8l8MiH/1VPpa99LwTihWd3Yf+c96JX/M+HcAVgGYganKw8EPSw6E2sIFKAcLOG8igG5QIAMtQhD09jVq4atoyas9FsCtOgDAvBUwKM4HinNGnxf5nUZJWDDhT1kxIDhnbGoggLQaQGh98oKAulvy2V5pmocc5gNEhyMGFn7cve9A/E5Wv4iobbwFZp6EzeXl0OWfJtlvyzsS7EHF6gR0U9p/g/zPIvmjB6CrvADMv/5KSwQ0PAF7YWAwPyJg6LYdYS6AuRfAxRNg0iPApydA9DpZeANkn83EI2DiFdB4AXRLlLRzSVPLw6jDufTd/+yI38AyT2X1R9+zbRXA9u+srz9z+aeJ90fJvzyyt/ss/zmv5D/bJH/M+EcBkLkIiJUH5k0ElK8fhtK+iiGBp8nqTysCXIjeZ0hA8dzUQiCtGDBdlqQ9K9ioy58h4QsfpvrnOxO/BbErjzF1+aufs/TXk05DfZD8kfxRAORYBBQrO6A03Pna29LkEJRvMB0JbEHsWYsA19p/753+iIJgXcr+DMSBcVZ/Hpeqa4mgR9I3IX6du9/I6teRvzzxcHN5BebfeteLyz8k/8DgYIZHN2FjdQHqS5d9kj8D1vqjAMiHCAgXZYcV+cBYCYZuG7Mk8DyLABdPgakIkJ3b1iNg6hUwFREuSzNnSYDU5BzubYK9Er8R+Zu6/JPCwKfLPy/7jDX5ry1AbfGi79NirT8KgI6KgMegOT1wa3GWh6EULM5OzuAe/vouSWlf6z6VK71NIkBFzMZlfVl0+rPt8ufaDMhQSAjvzsOSpRp9kGYgkIFg0BK/zDK3sPqFr2NO/ozwlz/42JvLn4F5GYtDO7pqn1xfnQstfyR/FAB9IQJYI47y2IGOiYDKHTugMFzUWMo2IiCFYJCSummnP0sRYOUNyFII2IoB1VIkDqs3zbKmVndbE76U9E2sfRviV1j9uoZBLm2AI48zVz8r8fPl8md7CSP/PCUcm4BZ/cz6R/JHAdBXIoAUilAe3deRrlzl66tQ2jdkl9UvJdY8iAAZ0fvq+59SCBhZ6DYNgUyXZruXLk13DLURCTpr35H4M7X6G/8wi58l+3nboFnzscCg6KYOfyzOX2fkX1tC8kcB0KcigC1cJgJK7e0aODDBZgKMaEg3zfjfrEWA7nxpvAGmIsNWCIi8ApZiQCsI8rRkDcQAdegFYGvtJ0oJ0xK/7DHdcxsuf1bbX798xdu33GlvotOVsbkOtYXzYcY/kj8KgL4WAaFFPtLeMkEyQKB634QB6abpEeBTBGheW/UcE2+Br3a/JoLCWgwYLEFC2rykHRrKUOp4ThPSz4r4Dax6w+oB34l+oZAf7NIyv/mzvjP9kfxRAHS3CGj3Yq7cMQaFatHBuvclAsBTkx/Xkj7Tcr52tPu1EQMWS5J0YOnSlGEA4UAgU9IHs2E/0vdqOR/AwGNA6zXviX5hvJ8ZDeXhrtr7Msr0R/JHAdAbIoCFAlhIoB3uvPLBCpQODoGbi9+jCPDSAEjnXXARCjZCwJdXQPQeTJdhXpepgyCwJX2ltZ+G+NNZ/Y3xve+mGt8r3CNYFVGhuzq0syx/lu2P5I8CAKEQAe1KDixUB0IvgDuxt0kEyF5bKQLAY4Mf3+1+LYcAKQ/ptj4AMqtddx4X0s+C+ME4QXD5w49Dy98nStWdUKxMdNU+x1z9Yby/vpLF6ZH8UQD0oAhoU0lP9e4xIIMDKcjbsXOfcde+dtT+y56rer6LEDAVA7olZ9LeN+dJgGnmA9h0//NJ/BZWv8/yvlCsB8ZAaXhPV2X5M4Tx/oD8WdIfkj8KAIRYBCQ6BrbAGnpk2T64fH0FSvsGwU9Wv6sIMDxe9Zy03gDlMWmFQFoxYPlYWwYCUYfDUiQBunQN1DYPohoxQg08Ddlb/VnvAVmBxfszaOuL5I8CoL9EQFjmw/ICMoj5hWGAo6Ni8vPRC8CbCNA9R/ce+PNmIQQ8iYHUgkBznK/VTFOKA531761VsGookMaDYNgwiPXxZxn+Psv7wlDgyN62lwinvixYfX9A/Bk092GYbZL/88gaKAD6RgRkmfVbvYuFAQo5EwHgWNZnGN+3CgsorP5UQ4AMxYCRIMjzMjVMAqSmz0s5HyAV8Setfpbdz6x+n+V9zOovVnd2VW0/A3P515cuZVHf3yJ/nOqHAqCnRcB4UwQck20Mvt2BpcnBMBQgJVUnEWD5mFUM34cIAMOwQFohYOoVUC2zXhoGJCLiLEk/A+JHq1+IjF3+SP4oAFAEMPgOCYRNge4dA7t6fVcRACkqBEy8AQ7Z/kZhAVshkMYrkMLaJ3laslSjDXwkAJqSvg3x88cmj0OrP/qVZOryZzjeJP9ZZAcUAP0kBFh1wGPCP4jnKoHBGytQ3F32KwJUlr1LAyCn2n5TEvclBBy9AqkFgeExxMfSpg7GP3V/3GU+gNNQIBXxN/5hmf1Lf/0Arf4mMs7yZ5gOfn6C5I8CoF9FwM+Dm5/JHvc1WriRDDiit8aNiDtN176UQ3xI2rp+w2x/o8Y+xNAyd+37T3K0jKm/413nA/huBBQhfoasMvy70epnWF+5BvXlq1m+xLMB8T+OLIACoN9FAPMCPAWC5ECfFsTQrcMwMFpsgwjQWfY+avvTNAEC83a/QpI28QqollUvDAKyEAbUIRRgRPoCYjcOCWz/P4u6/m62+sNBPosXs2rs0wKW+aEAQEREgLRCwJc1MTBRhKEjwwKiTSsCROfSiQBXb4AJkVu49DNp92sjBgyWn3O//zb0AbAiewPCtyZ9d+Jn8X3fPfwZurGb35bVvzoH64HVn1GiHwNz9TOX/zTu+igAEHERoEwO9GFZVO8aiXQGbKcIAIe8AJ/eAI9CwEUM+BQEXsRBGm3gow+Ab9I3J34GFuNnVr/XHv5d2s2vjVb/8ablj5n+KAAQChHAwgGPqY5z9QYUd5fChED7YT22IkAnKgSPp67t99D3X5ksaOoVMLyP2C7BPC9Ty4FARh0EXUhfTfzM6melfWx0r7fNM1iDbC2yNYlWvxTPN8kfk/1QACAMhMBPm0IAfHsDGl6AgmcRoCN0T4l+qcb5phECrl4B1fLStfjtoSTAdjUBUjxn5dPPYfmDT7yW9nXr5L42Wv0MTwbE/3Pc1VEAIOxEgDYvgMG2UmBgdACGbqk2iTJNHN+2TFBmsaep7TfxBqQRAmA/BMhJDJiKgrwtV2pwl20SILVoIiS39lt3bpf2+ctoz7JzZ1us/uwz/BmwrS8KAERKEcDI/7ngZ0q3Idm4IZkAYEJAntXvO6Pf1W1vKwJchYAvr4BMRLgKAsUxJKulTVMc4nMgkAHpK4ifWforn36BpX0RMGu/vnwlq1a+UbA4P0v2m8FdHAUAIr0Q+Dko+gW0wFySpeoubSLSlhdAaIn7mOZnk82vCwm4eAMchICNVyCNGFAKAtvlSNxXPHW9GqmHY2m6VsFULQ5YjJ9Z/d6T/Nja6sbSvuy7+UXxdED8T+CujQIA4VcETDW9AeM+rJTBG4eguKukEQGWRK8SDjoyd/YGGIgIL0JAZt2niPsbCYJuWKYGlr+118CO9EMLd6t/v193f7EyjqV9eqDLHwUAImMRYBQSaG1cqnbCbEZA5a7h8Na/CNBZ+66dAE2f61MImHoFbDwDBo8R26WZ1TL2NQjIkvANST/8X+junwmT/HwizK8J1lA3Jvm10d3PgC5/FACINgoBbZVACyrXZWmyBOVDQwpST9PuVycCfHkDshICKbwCUjHgwdInnV66JiRv4RlwJP3WfbVzF727+7u9kx9L8GuTu58Bs/xRACA6IAJYlQAbKHQsjTVTub0azgqwEwHc49ZlfW3K9ncWArrjfYkBm+VHsl/dmeYFUMXd9vMBNpdWYOHP73t194eiuLoTBoZ2dOXUvg3m7l+ZbYe7n4FZ+49jVz8UAIjOiQAWEmDJgT81fQ6fH1CoFkIRICZtX+1+s/QGaMha29wnrVdAQ/yq+4nPJdktw4B051MnDtL6esPd/6Ffd3831/Qza58l+bWJ+BmwsQ8KAESOhMBU0xtw2OgP3kxsalk65QNlKB0om4kAFSmrnqM9p6k3oFNCICsxYOIlyOtypYYP+xkItHbqDCy+/6HXZj6M8MNcmS6s6WdxftbMJ8NxvTww0Q8FAKJXvAHR/gGNUEDBQgRIrHrvtf2WZX++hYCLGDASBIaiINUKtX0idb8AqenzDcQAdwhz8y+9/wGsz/mLa3dzdn+Y4LdyrR1d/NDqRwGA6GVvQMsKKo/vgpF7J7erAlLF8FOEBITnNRUZlkJAS9QmXgEbMZBWEICBByJrQ99HHwA14bfuYGV9zOJniX4+0a3Z/R0ifrT6UQAget0bwDB0cAJG7jgE9k1+0oYEXLwBBt4GJyGQxitgKCSMPQTdskwtJwRqmgA14vxf+I/zd2kznw4RP1r9KAAQPeANYOWCx0yfM3zrAajcsBv81/6n8QaoSNww2z+LaYBOYkAnCFyXZB76AAieY9UAiAbEfyokfiYCvG1wmp4YSPwJzABm+KMAQPSMEPh5cPOvYNBFkGH8oZuhOFoB++mAMgJuxzhfw9i+qRAwImVZZz+XREDTnv85TgJM0e1v7dTZgPg/9VrPz9CNZX0dJH6Gp6FR249WPwoARA+JgMPQyA2Y0l4QxQHYcf9XoDimEwEC6z1Vu19TS79dQiBLMZBCFFivXpODqIdD7Bv/1C9fC4nfdz1/N8b5O0z8zNp/IiD+47hbogBA9K4QeBQaYYHDquOYB4CJAFIagPRlfba1/7LnGj7fRghISTrNECDNsiK++v53sBNgyuPCMb3vfxQKAJ/oxjh/WMfP+vW3r5wvitkm8T+LuyMKAER/iAAWCmAJgsqwABMB1ZsmoTw5Jrb2rUSApTfA2GPgUwjYWPemngEfgiCvy9UiP4BuZ/Yvf/QZrJ4663cTY/X8zN3fJXH+rc59q/OdIn4GdPcjUAD0sRA4TAoDT9HNjUdVx5V2jsDoHddBoVIGt9r+rBr8+BQCvsVACkHgJAx8LG+a/uWo+ByZET/X1Cr3xN/s1b9ZW2pn5z4e04DufgQKAERTCExBo2xwSnqRFAegemSSqxDw5A2wDgvYCAHB/23a/SqJ2EYMmCw1y6VIOrB0qZ1IYF37GPGz7H7fMBl7nRcwN/968NOh+H4LM03ix5p+BAoAREIIPNYUAoelm+5oBUbuvI6rEnCZEKgjWtuwgIMQ8OYVMLifpFl63bBE+RG967Dy2amQ+H2W9DEwNz9z9+c9wY9Z+yHxd9bNz8Bc/MzV/zTucggUAAidEPhpUwhI8wOYJ4B5BEixmKE3oFNCwEAMWHsGZILC55LMYinbWvzZET9L7CtVJnKf4LdRWwqJn93mAE8GP09jnB+BAgBhIwK0iYIsLDBy6wEYPLjTQgS4CAEfbYFNhEAaMeDiHbARBXlcrlz3vs9O9y3xMwufjeJlpN9ha7+FZ5tW/wzuZggUAIjMhABLEmTVAuzWrzfAkOCthYChGCCWSYBGYsBm2RFPK1X3RPfkv83l1ZD0V0+f8078ec/sZ0l8LJlvfXUONtfX8vK2kPgRKAAQ/oVAoTj4FN2oPybLXmazBKo37WtWC5gSdJZCwMUrkFYMqIjbcxKg7niXlW3Y7IcR//JHn4fE731DyjHxt0h/o/mTIyDxI1AAILLF7P/aebi+fPUxlUegUS2wJwwR2HsDVEIgTXMfT14BazEgExQ2Sy8/S7Rfib9F+B0u30PiR6AAQOTDIwCK0AAj/8rhPWFoIL03II0Q0HgW0ngFhO/FURBYeQrauZQbFn/9ymxI/PXL/nPJ8ljLH1r69ZW8kj4SPwIFACI/QiDYuP812CQTQmCgUg5FwHaiYJokQZ9CwOR4X2LAZJmZuvPbu1zXTp8Prf1+IP4cu/eR+BEoABC5FwLPgaSZUFwIuCTveRICidc0IHkt+boIApulRzyuZpKw7hNEWF8PSD8g/s++hI3l1Z4mfpa8t7m+Gpbt5SiRjwdTX88w8kfiR6AAQORZCLBBQz+VPW4vBGyseB+NfbISA7ygyWI5plvKYUb/51+G5O87oz8vxB9z7Qe3OSnZk2EmQvxYx49AAYDoChEw1fQGjOuEQHlyR7yZkBchAA7tftOIAVdBYCoKsl2uLL6/8tkZqJ2/nM0GUyhCcWisY8TPiD608hnp59fKj2I6+PklTuhDoABAdKsIYOT/i+BHOWiolSwYrxpopxAweY6tGDD0BJgsTZLNMt9y839+JhM3f4v4O5HVv0X47LazvfdtwCx81qP/GRzSg0ABgOgVIaBtK9zC0MGdXB8B0CcKGlvvJh3+TBv6GFj7xHaZkXRL1/Dp6/OLsBpY+2vnr2Ti5m838TMXfhjHZ2S/Uesmwm9hBtDNj0ABgOhhEXA4uHlK5w1ogXUUHDqwc7tywLgJkIkQcPQKWHkGTAm6PX0AGNHXLlwJ3fzr89llt7NWvcWA9LMk/pZ130jeW8t7DF+FZ6Hh5p/GHQKBAgDRD0Lg0aYQOGx0YRYHQq8ACw+EXoFUQsDVKyATA7beAZmHwedyjD+3fmUO1r68AKunL2T6d82iVz9L1qPNDP0eIPsWmGv/l2jtI1AAIPpVBLQaCP3M5nktr0CYNFgq6ok9dneGQ4CUYsBkeRHLp6jPt7myFhL+2pcXM4vtt+BjLO8W0W/UgG7UG7eM7PPXeMdtcyWF2eCztKx9jO0jUAAgELZhgSjKe3eEnoHy5LiZELC22IlFDN+lzW9K1z93d8PFfxVWPjubqYu/SWiNUr6A/E2Jv0XyzIJvxexb5Xg9ilZC3wsB6T+Pqx2BAgCBEAuBqaY3YMr6wi0OwODkjtA7UN47DqQ0YCgEshIDOoueeFuGtL4Rkj5L5mO3mW8SzcS+Qnk4VsrXIvfQ+xBY78CIPbDkQ3c9+707yu58oUX6z+LKRqAAQCDaIARaCIXA5Hh4WxytgFsjII2135G+/yRm6a+dv9oW0m+hUBwMfoYaBN9ED1vvTqTPbjGuj0ABgEB0WAgwsEZDTAiUdo6Gt4XKoPqyt47ju/b9t+v5X78yD/Wr81ALSD9r9z7CCOjeR6AAQCDaIATYpMFHfZyPCYKBsQoUR6uhKCgGvwvHFTuJgTSCYPsYZuGvLyxvkT67ReQCMxHSn8avA4ECAIFojxA43BQCj4FBMyFbUcA8A8xD0Pq9OFblOhK6iAGdIAgs+6sLYRx/fX45tOw3gtuNlTX8g+cHjPB/Dw3X/gx+HQgUAAhE54TAeNMbwMTAsaxfryUEWGIh8xq0VgrzHpgsJVaOt7HSiJmHlv38SvgwWvW5BSvRm0YrH4ECAIHItxhgAuB/ZOEVQPQd4TMrfxoT+BAoABCI7hMDzCvwX5reARQDCBlaZH8cCR+BQAGAQDGA6F3rnv38pUn22IEPgUABgOgjMXCsKQSYIDiG30hfkH34O1r3CAQKAASiJQaYN2Aq+PlO8xYFQfdhpvnz+9bvmKyHQKAAQCBcBMGxphi4u/n7YfxmOo7ZphXPCP6L5u+zSPQIBAoABKIdooD93BD5HXMJ/FvxjOj/0rwvJHckeQQCBQACkUdx0BICrdsdEA8juAiFKOExS3cuYgHPRs43zr3WdyK/84+1G6332sLvRY8huSMQKAAQCER7BMuU73MiiSMQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQHQ3/r8AAwDdADGN/C7YhwAAAABJRU5ErkJggg==",
"path": "emoji_u1f92d.png"
} | Generate code for a svg of a face with hand over mouth | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<radialGradient id="face_1_" cx="63.6" cy="1400.9" gradientTransform="matrix(1 0 0 1 0 -1338)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<linearGradient id="face-2_1_" gradientTransform="matrix(1 0 0 1 0 -1338)" gradientUnits="userSpaceOnUse" x1="63.6" x2="63.6" y1="1456.8" y2="1345">
<stop offset="0.16" style="stop-color:#F4A223"/>
<stop offset="0.33" style="stop-color:#F7C02B"/>
<stop offset="0.81" style="stop-color:#FDE030;stop-opacity:0"/>
</linearGradient>
<path id="face-2" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face-2_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
<radialGradient id="SVGID_1_" cx="43.2347" cy="-153.8817" gradientTransform="matrix(0.98 0 0 -0.93 -15.12 -74.95)" gradientUnits="userSpaceOnUse" r="19.4725">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.08" style="stop-color:#ED7770;stop-opacity:0.96"/>
<stop offset="0.22" style="stop-color:#ED7770;stop-opacity:0.85"/>
<stop offset="0.39" style="stop-color:#ED7770;stop-opacity:0.68"/>
<stop offset="0.59" style="stop-color:#ED7770;stop-opacity:0.43"/>
<stop offset="0.81" style="stop-color:#ED7770;stop-opacity:0.13"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="27.25" cy="68.16" r="17.5" style="opacity:0.8;fill:url(#SVGID_1_);enable-background:new ;"/>
<radialGradient id="SVGID_2_" cx="117.8332" cy="-153.8817" gradientTransform="matrix(0.98 0 0 -0.93 -15.12 -74.95)" gradientUnits="userSpaceOnUse" r="19.4725">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.08" style="stop-color:#ED7770;stop-opacity:0.96"/>
<stop offset="0.22" style="stop-color:#ED7770;stop-opacity:0.85"/>
<stop offset="0.39" style="stop-color:#ED7770;stop-opacity:0.68"/>
<stop offset="0.59" style="stop-color:#ED7770;stop-opacity:0.43"/>
<stop offset="0.81" style="stop-color:#ED7770;stop-opacity:0.13"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="100.36" cy="68.16" r="17.5" style="opacity:0.8;fill:url(#SVGID_2_);enable-background:new ;"/>
<path d="M49.56,49.12l-0.15-0.2L49,48.38l-0.53-0.58c-0.22-0.24-0.48-0.49-0.73-0.75s-0.56-0.5-0.84-0.72 c-0.26-0.2-0.54-0.39-0.84-0.54c-0.2-0.11-0.42-0.2-0.65-0.25c-0.07-0.01-0.14-0.01-0.21,0h0.1h-0.55c-0.15,0,0,0,0,0h0.08 c0.08,0,0,0,0,0c-0.04-0.01-0.07-0.01-0.11,0c-0.23,0.05-0.45,0.13-0.66,0.25c-0.29,0.16-0.58,0.34-0.84,0.54 c-0.28,0.22-0.57,0.47-0.83,0.72c-0.53,0.51-1,1-1.3,1.39l-0.52,0.6l-0.23,0.27c-1.44,1.61-3.87,1.87-5.62,0.61 c-1.12-0.78-1.69-2.13-1.47-3.47c0,0,0.07-0.41,0.26-1.12c0.31-1.01,0.73-1.99,1.25-2.91c0.86-1.5,2.01-2.8,3.38-3.84 c0.92-0.71,1.95-1.27,3.05-1.66c0.3-0.12,0.61-0.21,0.92-0.29c0.33-0.09,0.66-0.17,1-0.23l0.61-0.09l0.51-0.05h0.55h0.53h0.26h0.51 c0.34,0,0.67,0.09,1,0.14c1.79,0.33,3.48,1.07,4.92,2.18c1.38,1.04,2.53,2.34,3.38,3.84c0.31,0.52,0.58,1.07,0.8,1.64 c0.19,0.44,0.35,0.88,0.48,1.34c0.07,0.24,0.13,0.48,0.16,0.72v0.25c0.3,2.05-1.12,3.95-3.17,4.25c-0.05,0.01-0.09,0.01-0.14,0.02 C52.02,50.88,50.51,50.3,49.56,49.12z" style="fill:#422B0D;"/>
<path d="M87.06,49.12l-0.16-0.2l-0.43-0.54l-0.53-0.58c-0.22-0.24-0.48-0.49-0.73-0.75s-0.56-0.5-0.84-0.72 c-0.26-0.2-0.54-0.39-0.84-0.54c-0.2-0.11-0.42-0.2-0.65-0.25c-0.07-0.01-0.14-0.01-0.21,0h0.1h-0.55c-0.15,0,0,0,0,0h0.08 c0.08,0,0,0,0,0c-0.04-0.01-0.07-0.01-0.11,0c-0.23,0.05-0.45,0.13-0.66,0.25c-0.29,0.15-0.57,0.34-0.83,0.54 c-0.29,0.22-0.57,0.46-0.84,0.72c-0.53,0.51-1,1-1.3,1.39L78,49l-0.22,0.27c-1.45,1.61-3.87,1.87-5.63,0.61 c-1.12-0.78-1.69-2.13-1.47-3.47c0,0,0.07-0.41,0.27-1.12c0.3-1.02,0.72-1.99,1.25-2.91c0.85-1.5,2-2.8,3.37-3.84 c0.91-0.7,1.92-1.26,3-1.66c0.3-0.12,0.61-0.21,0.92-0.29c0.33-0.09,0.66-0.17,1-0.23l0.62-0.09l0.5-0.05h0.55h0.53h0.26h0.51 c0.34,0,0.67,0.09,1,0.14c0.64,0.11,1.28,0.28,1.89,0.51c1.08,0.39,2.09,0.95,3,1.66c1.38,1.04,2.53,2.34,3.38,3.84 c0.31,0.52,0.58,1.07,0.8,1.64c0.19,0.44,0.35,0.88,0.48,1.34c0.07,0.24,0.13,0.48,0.16,0.72v0.25c0.34,2.04-1.05,3.97-3.09,4.31 c-0.03,0-0.05,0.01-0.08,0.01C89.51,50.88,88,50.3,87.06,49.12z" style="fill:#422B0D;"/>
<radialGradient id="prop-2_1_" cx="63.06" cy="56.06" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="65.06">
<stop offset="0.27" style="stop-color:#FFF176"/>
<stop offset="1" style="stop-color:#FFC400"/>
</radialGradient>
<path id="prop-2" d="M94.8,78.85c-2.22-3.18-8,0.07-8,0.07s3-2.61,5.5-5c1.6-1.53,3-4.79,1.69-7 S88.87,64.85,87,66l-7.33,4.5c0,0,2.75-1.2,3.58-5.92c0.52-1.91-0.6-3.88-2.51-4.4c-0.36-0.1-0.73-0.14-1.1-0.12 c-1.73,0.15-3.38,0.79-4.77,1.84c-5.3,3.76-19.45,13.35-22.62,13.1c-1.23-0.1-1.34-0.29,1.25-5.83c1.74-3.32,1.9-7.25,0.44-10.7 c-0.85-2-4.77-2.55-6-0.62c-0.93,1.42-1.6,4.9-3.22,8.4C42,72,35.73,79.72,35.22,80.48c-3.73,5.52-10.68,15.81-3.4,27.35 c6.44,10.22,21.14,10.7,28.67,8c14.39-5.1,27.64-14.9,27.89-15.1c2.62-2.08,5-5.13,3.92-7.91c-1.33-3.44-5.74-1.4-5.74-1.4 c2.55-1.55,4.84-3.5,6.77-5.78C95.16,83.28,96.29,81,94.8,78.85z" style="fill:url(#prop-2_1_);"/>
<path d="M94.52,86.56c1.18-1.52,3.94-5.07,1.52-8.56c-0.87-1.23-2.08-2-3.49-2.24 c2.37-1.97,4.91-6.57,2.2-10.35c-1.01-1.41-2.94-2.51-6.01-1.8c-2.21,0.51-4.19,2.14-4.19,2.14c0.07-0.27,1.81-5.18-4.2-6.4 c-2.42-0.49-5.17,1.11-6.75,2.3c-9.13,6.48-20.98,12.64-20.58,11.79c3.85-4.67,4.63-11.58,2.26-15.68 c-0.84-1.99-5.96-3.48-7.63-0.74c-1.37,2.25-2.28,7.63-4.84,11.91c-1.98,3.31-11.02,14.7-12.65,20.34c0,0,2.21-3.29,5.7-7.94 c3.71-4.96,8.75-11.38,10.24-14.45c1.35-2.73,1.98-6,3.12-8.22c0.56-0.93,2.83-1.81,4.29,1.05s0.76,6.32-1.26,10.19 c-2.08,4.44-3,4.61-2.06,5.59c3.18,3.27,21.53-9.82,25.6-12.38c1.16-0.88,2.54-1.41,3.93-1.54c2.74-0.39,2.6,3.45,2.6,3.45 c-0.77,3.15-1.26,3.15-4.4,5.79c-2.23,1.87-10.12,7.61-15.24,10.19c0,0,0.09,1.17,2.46,0.5c2.38-0.67,11.71-6.54,16.74-10.57 c0,0,6.52-5.57,9.3-4.79c2.82,0.8,2.57,2.76,1.68,4.62c-0.88,1.86-3.19,4.1-6.85,6.89c-6.58,5-16.77,11.82-16.77,11.82 s0.21,1,2.19,0.43c4.03-1.17,16.61-10.49,16.61-10.49c0.98-0.76,4.26-1.81,5.54,0.34c0.69,1.01,0.53,2.66-1.89,5.52 c-2.88,3.43-11.67,9.41-19.31,13.75c0,0,0.58,0.98,2.69,0.26c2.1-0.72,10.83-6.03,12.21-6.49s2.76-0.9,3.68,0.73 c1.09,2.25-0.37,4.03-3.26,6.33C87.56,99.9,73.8,110.65,59.5,115.5c-7.56,2.56-16.01,1.24-25.7-5.09 c5.88,7.1,18.72,10.27,27.43,7.09c14.65-5.36,28.21-15.25,28.32-15.34c2.1-1.67,6.47-5.13,4.06-10.08 c-0.63-1.11-1.47-1.8-2.39-2.19C92.39,88.88,93.49,87.77,94.52,86.56z" style="fill:#EB8F00;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red and green bell peppers resting in a basket. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbf4" d="M0 0h96v96H0z"/><path fill="#497c2b" d="M57 32q3 2-1 3-4-7-4 1h-2l-2-1v-1l3-1q0-4 3-5z"/><path fill="#5a7936" d="m37 39 5 1-4 2q-3-2-4-1v-2q-1-4-4-4 0-3 3-3z"/><path fill="#fc3c19" d="m58 63-8 1q-1-12 2-23 0-4-2-5h2q3-1 6 1 3-5 4 1 0 12-4 25"/><path fill="#fa3a19" d="m48 34-2 29-15-3q-3-4-1-7 1-6 4-9-4-1-6 4v10l-4-2-2-7q-5-17 11-11-9 2-7 11v4q0-7 3-12 1-3 4 0h5l4-2-5-1q4-1 7-5z"/><path fill="#8abe28" d="m33 42 1-1q1-1 4 1z"/><path fill="#447f36" d="m71 47-5-3q1-4 3 0 3-4 7-4v5q-5-5-5 2"/><path fill="#fa9868" d="m48 35 2 1q2 1 2 5-3 11-2 23h-4z"/><path fill="#f6683c" d="m66 44 5 3h2v1h-4q0 7-4 13l1 1-8 1q4-13 4-25-1-6-4-1-3-2-6-1 0-8 4-1 4-1 1-3 1-3 4-1l3 3z"/><path fill="#da5f38" d="M33 39v2l-1 1q-3-3-4 0-3 5-3 12v-4q-2-9 7-11"/><path fill="#d16a44" d="m22 50 2 7q-3-2-2-4z"/><path fill="#f73d1d" d="m73 48 1 3-3 9-5 2-1-1q4-6 4-13z"/><path fill="#ad3d27" d="M73 47q2 0 2 3l1 5-4 5h-1l3-9z"/><path fill="#ecc693" d="M46 64h4l8-1 8-1 5-2h1l-10 7h-8l8-2q-9 0-15 2l3 1q-17 2-2-3-5-1-8 2l-4-2-2 1v3l3 4-7-4q-4-6-9-10-3-4 1-6-1 2 2 4l4 2V49q2-5 6-4-3 3-4 9-2 3 1 7z"/><path fill="#cfa273" d="M75 50q3 2 2 8l-7 11-14 5-19-1-3-4v-3l2-1 4 2q3-3 8-2-15 5 2 3l-3-1q6-2 15-2l-8 2h8l10-7 4-5z"/></svg> | |
{
"bytes": "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",
"path": "e7a5be66044084f9d81c8207914735850cc9379a8a5e4f72f9b8becda4b136e9.png"
} | Generate code for a svg of a a black and white image of a computer keyboard with four squares | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32">
<title>table</title>
<path d="M29 6h-26c-0.552 0-1 0.448-1 1v0 17c0 0.552 0.448 1 1 1v0h26c0.552 0 1-0.448 1-1v0-17c0-0.552-0.448-1-1-1v0zM20 7h9v5h-9zM20 13h9v5h-9zM9 24h-6v-5h6zM9 18h-6v-5h6zM9 12h-6v-5h6zM19 24h-9v-5h9zM19 18h-9v-5h9zM19 12h-9v-5h9zM29 24.5v-0.5h-9v-5h9v5z"></path>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a white polar bear with a festive bow:I'm drawn to the visual appeal of a white polar bear, a symbol of freedom and joy. The soft, warm color of the white evokes a sense of warmth and comfort, while the bow adds a touch of playful elegance. The shape of the bear, with its rounded body and playful head, is a visual representation of the animal's playful nature. The bow, a simple, elegant design, adds a touch of whimsy and a sense of connection to the animal's inherent joy. The overall impression is one of a whimsical and inviting drawing, capturing the essence of a festive and joyful animal. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a white polar bear with a festive bow. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#e2e1de" d="M57 30v2q-2 0-1 3l-2 1h-3l-1 4v-5l-3-1 3-3 4-1q-3-2 0-2 2 0 3 2"/><path fill="#f56254" d="m57 30 3 1q-3 4-3 1z"/><path fill="#e8988a" d="M60 31v5q-3-2-4-1-1-3 1-3 0 3 3-1"/><path fill="#e2533e" d="M56 35q1-1 4 1 0 3-3 1-3 3-3-1z"/><path fill="#f76c53" d="m55 40-1 3-3 1q-1-4 4-4"/><path fill="#e85a48" d="M58 42h4l-1 5q-4-2-3-5"/><path fill="#e08d84" d="m55 40 3 2q-1 3 3 5-2 1-2 4l-3-8v12l-2-12z"/><path fill="#e44a42" d="M59 51q0 3-3 4V43z"/><path fill="#ece9da" d="m33 56 5 11 1 5h-6z"/><path fill="#e8e6dc" d="M58 58q0 4-4 8l6 1v2q-3-2-4-1l6 2h-7q-3-5-2 1l-4-1z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a collection of seashells scattered on the shore. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5f7f6" d="M0 0h96v12H15L5 11q-3-3-3 1L0 9z"/><path fill="#f0f5f4" d="m0 9 2 3q0-4 3-1l10 1h81v8q-2 0-2 3L0 24z"/><path fill="#edf2f1" d="M96 20v30l-6-1 2-4q-5-1-8 1l-2-1-2 7-8-2q-4 0 0 1l-3 1q-1-6-6-7l-1 1 1 7q-10 5-7-6l-2-1-5 2-1-3q-2-3-2 0l2 1-1 1 4 5-1 1h-7q-3 0 0 2l4 1v1h-6l-2-2-4-2 5-1 4-2-6-2-7 3-2 4-1-6q-3-1-4 2-4 0-6 3l4 1-4 2q2 2-1 3-3-6-8-1l2 6-4-1q-3-4-7-3V24l94-1q0-3 2-3"/><path fill="#e1bdb4" d="m48 45-2-1q0-3 2 0"/><path fill="#cad5d5" d="M9 48q1-1 4 1l-2 1z"/><path fill="#c3d3d0" d="m40 52-9-1 7-3 6 2z"/><path fill="#bed4d1" d="m24 51-2 4-4-1q2-3 6-3"/><path fill="#dfe8e6" d="M84 46q3 1 2 5-6 2-9 5h-8l5-2-5-2 3-1q-4-1 0-1l8 2 2-7z"/><path fill="#b2c6c7" d="m69 52 5 2-5 2h-7z"/><path fill="#e6edeb" d="m48 45 1 3 5-2 2 1q-3 11 7 6l-1-7 1-1q5 1 6 7l-7 4q-2-1-2 1-5-3-2 2l2 1-3 2-4-2q-9-3-10 6l-2-1q-3-3 1-4l-2-1-6 2q-3-2-5 1-3-2-6 1 0-6-2-1l1 7h-8l6-5q-9-3-7 6l-3-1-4-3 1-2H1q2-2 6-1l4 1-2-6q5-5 8 1 3-1 1-3l4-2 2-4q1-3 4-2l1 6 2-4 9 1-5 1 4 2q-5 0-5 4 4 1 7-2h6l6-2q1-3-2-3l-4-5z"/><path fill="#b9cfd1" d="M51 52q3 0 2 3l-6 2v-1l3-3z"/><path fill="#ead5c1" d="m50 53-3 3-4-1q-3-2 0-2z"/><path fill="#b4c0c2" d="m60 57-2 2q-3-5 2-2"/><path fill="#a1b2b1" d="m39 55 2 2q-3 3-7 2 0-4 5-4"/><path fill="#cedad7" d="M0 61q4-1 7 3-4-1-6 1H0z"/><path fill="#f0f2f0" d="M96 50v46H0V65h7l-1 2 4 3 3 1q-2-9 7-6l-6 5h8l-1-7q2-5 2 1 3-3 6-1 2-3 5-1l6-2 2 1q-4 1-1 4l-2 4h-6q-5-2-8-1l1 6q-6 5-6-3-3 6 4 8h11l2-2 1-2v3l2 2q1-6 7-4v3l-3 2 4 1 7 8v-3q7 0 6-6-4 8-9 0v-4h13q3-3-1-3l-4 2q-3-2-2-5 0-2 3-2l-4-3v-4l3-2-2-1 2-2q0-2 2-1h15q3-3 9-5 1-4-2-5 3-2 8-1l-2 4z"/><path fill="#f0dcc3" d="m53 60 4 2v4l-3 2-2-4z"/><path fill="#f6ecd6" d="M51 71q-4-1-5-4l-2-3 5-4z"/><path fill="#e0cbc5" d="M65 64q2 0 1 2z"/><path fill="#b8cfcc" d="m41 65 2 1 2 1q-3 3-6 2z"/><path fill="#f2ede0" d="m53 60-1 4 2 4-2 3h-1l-2-11-5 4 2 3h-1l-2-1q1-9 10-6"/><path fill="#c3d4d4" d="m57 66 4 3q-3 0-3 2h-6l2-3z"/><path fill="#e8efed" d="M45 67q1 3 5 4h7q-1 3 2 5l5 1H52v4q5 8 9 0 1 6-6 6v3l-7-8q6-4-1-3v-3q-6-2-7 4l-2-2v-3l-1 2q-1-3-4-3v-5h6q3 1 6-2"/><path fill="#c6d5d5" d="M78 71h4v3q-6 2-11 1l5-2z"/><path fill="#b2c2c3" d="M33 74q3 0 4 3l-2 2H24z"/><path fill="#bed3d3" d="m65 77-5-1 4-2q4 0 1 3"/><path fill="#f1e1cd" d="M33 69v5l-9 5q-7-2-4-8 0 8 6 3l-1-6q3-1 8 1"/><path fill="#c0d3d2" d="m48 82-4-1 3-2q7-1 1 3"/><path fill="#a9b2b5" d="M37 83q2 0 1 2z"/><path fill="#d4dddd" d="M67 85q6-1 5 5-8 1-5-5"/><path fill="#c4d7d9" d="M32 90q1-1 4 1h-6z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAKQ1JREFUeNrs3QmQXPV9J/C/NKNbggFxCDAwYIxtfCATB5cPYHBiJ8YXdhKv42yBvIlz2Lsx8Wa9VVuxwVu7yRZJFjtVm6RyLLBViR0njuUkTvmoGAk7ieMDi2AIBgMjAbqQhI7R3NO97/+m38ybnp7RjKanu1/351P16J6DVk9PS7/v//f/v/8LAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqIMVzX4C3/zYLVuTm57kyG6jXclx9Mk9/en99917/1G/KgAoeABIin5fcnNrctycK/o1nRwaDIODg/G2v1Qq9VfCwe7KrXAAAK0eAJLCHwv+XcnRu9j/Nyn+4diJ4+kR7+dkoeDB5NiRBIIdfq0A0AIBICn8cZR/d2XEvyTj4+Nh/6GDYXR0dL5v21EJBTsroUCXAAAaGQAqc/z3hVO0+hfrucOHwomTAwv99l2VUPAFHQIAWOYAsFzF/zRDQN72SndgexII+r0NABAA6lf8e5Ob7y1X8a9DCKjuDtybhIFd3hIACABLCwCx+G9d7h8gLgh8Zv/edG1AHRytdAfiVMF2bw8ABIDFFf/bwuRq/4YYHhkOew/sr/fDToWBYCEhAALAKYt/bPk/FZa59V9t38H9YWh4eDn/iBgG7tUZAEAAaIHR/zJ3AebtDAgDAAgA0wEgjv57m/HD7Nn7TL3WAiw2DHzKAkIAOjYAVFb+P9WsH+bw80fSnQKbpD857k2Oe5xaCECnBYBtYXLHv6aI1w048NzBVnhdYzfgU2FynwGLBwFoOSvr/Hi9zfxh1qxa3Sqv69ZKEHr+z2+9/u7k6PNWA6CdOwBx17+mFrvKJYRbUXxipggAaMsOAHPrTY7bk+OpP7/1+s8nx81eEgCapdtL0BSx+N+chICsK/BJawUA0AHozK7AHcnR4yUBQADoHD25IGBqAAABoAODwOcrawR0AwAQADpM7ALcl4SAXi8FAAJAZ4l7CXwvCQFbvRQACACdpafSCRACABAAOjAE3G1NAAACQOfJthYGAAGgw8SNg27zMgAgAHSe200FACAAdJ5Y/O/yMgAgAHSebfYHAEAA6Ewf9hIAIAB0YBfASwCAANB5elw0CAABoDO900sAgADQefq8BAAIAJ2n154AAAgAnclFggAQADqxC+AlAEAAEAAAQAAAAAQAAEAAAAABAAAQAAAAAQAAEAAAAAEAABAAAAABAAAQAAAAAQAAEAAAAAEAABAAAAABAAAQAAAAAQAAEAAAAAEAAAQAAEAAAAAEAACg3XR7CVisX3nL9X3lcvZROZQnbyofhV1/9OWvH/UqAQgAFNQHb7qhN7lJin356uR26+T9pMiXq4v+dPWPPvDmN8QPdlx52Vh49ctHQ99rhvuTT+yuPGwMB7uSo3/FtY/2e5UBBABawIduumFrUsdvTe7enNT53rS8l2eO9LOCP1cXoKLv0Se7Qzz++ivrwtaXjoY3vX44XHzBxNQ3lL/1kiwM7EyO7Ukg2OU3ACAA0NDC37ctKeMfTmr41nJ5usCXJyt+7rZS8HPFvjz9haoMMPn5k4Mh/ON3V6fHiy8fD+9922C4ZDII9MSgUDlurwSC7cnxhSQMbPdbARAAWK7C/9a+25JqnhT+cu9chX+qA1CeWfCnGwDlqsI/OU1Qy7890RVu/9Sm8KY3jIT3vW2o+ssxEGyLRxIG+pPbe5PjHlMFAAIA9Sv8NydV+66kUPfmC/xchX9G0a8q+PliX575n5mfz/nK11eHR5Mw8Ku3DIZzzirVeoq9sStQ6Qzck9x+QhAAqB+nAXaY//jWvp6k+H8+qdqfz0b98ShVbrP7pTk+X31bKpVm/j+l+LXS1MelqsfIP1b/syvDb3xyQ9izt+tUTzt2BZ5KgsDdydHrtwggALC44t9XjoW0XL45qdOzCvOMj0vTBX2y0NcOATM+V5pd8EvzHPHrcX3A//zDdWH33gW9FWMQ+F4SAu7w2wQQAFiAONef1Nv7kqLbM7Poh7lDwIyPw+wOQGnuQDCjIzDHkX3PQAwBf7A+PPf8gt6OcZ1AnBaIQWCr3yyAAMDcxf/upDLfVa7Rip8u2KHmFMCs4l6jEzCjU1AuzeoizHmUph93YLAc/vf/XbOYH2urbgCAAMA8xT8psNvSln+YHs3PFQSmvxZmfDwrEJTmCQlV3YH5jvT7KkEgrgn4f9tXL/ZHjN2A+5Kjx28bQAAgV/zLM0b3lcIecsU+lBc2+p+niM9eCHiK0X/1YsNKYPj7nd3hkR92LfZH7QuTiwRNCQAIAIr/jOIfarX95+4InOqsgOo2/nwLAU/ZBZj6/smzB/7yS6d1dmrsAMROwDa/fQABoFOL/7baxT//cZi9YG+BCwJL5bk7BkuR/fnff3xF2PGtrtN5iBgC7hYCAASATiz+W5MqevecxX+e+7WCQGmOdQKlOhT8+Xxxx5L2qBICAASAjir+PekGP9lOfrWKf6hq94fyPO3/UHOUv5yFP9P/7Ip0UaAQACAAcCrl8u1Jae6d3LY3K+DzFf+qTkB+MWCotUagsT/OF3d0LfUhhAAAAaDNR/83pbv83ZYv6CE/yq8u/guYEsh3Axrh3LPL4WVXlNJjw7oQvv1QVz0e9i5nBwDM5mJA7TL4D9m8//TV/KYLf42Rf82FgfmPQ8MKf9+1E+E9bxlPA0BeXAj43JEVsz6/SNnZAZetuPbRo94ps1332f74GlWHpL4F/K/x9dxV9bldX39Pr9cZBAAaM/q/YVs5vXpeOTf3H2Z2Aaba/DVG+3OsFWiEj/7CWPjRV0zMGQzqJBa4zyfHjR1a4Psqr0Es8peGySst1ir69frzsrv9lSPameW6+J8kJOzwNxcEAJY8+g+3Ty3OK88e8Ve+p2rB38zin98KuFG2vXt8zuK/HI2GuG3wimsfvaONC/3WSlG/unK7tVLom6W3cuQ7CrdXhYQdlZCwu9JN6E/CwS5/q0EA4BQ+GEf/5dCbX/AX8u3/UGvuf+6Rf6PEtv5bbxhv9MsVtw3enoSAZSsw2/vL+ZF1vgBfmiuGedVFunpkvLNSILff3LviaK7Y91aKalbs+wr6Fu6bo4Owq/JzP5iFhCQY9PsbDwIAuaKWG99PzfmH6i5A9rka0wSNLv7RW/smmvV63Z0cr1pike8Ls1vqvXMU+KUWxOzju973pf2fevr48KWVz/W2+fs662DcnOsaZGsOdlZudwkFIAB0pEMj4Yb86H9G0Q/51n+tfQFCQ8/rr9Z7UalphaX8rZfctuLaRz+5iNF8NtLuDcs0b34qIxOlnqT4397hb/meyu+iL9ctOFrpEKSdAmsLQADoCEdGV/RVj/6nin42HVDV+g+1Tg/swK5JEgLuqT4roFLwY3G5oXLbMqcPfunJw97wc4eCm7NOQW76IB8KdAlAAGgvh0dCqDX6D1Wr/kOoav1Xh4TOLBq3JccdlcK/Lbl5Z6WItJRk5B++8PhzIRn9e8Mv3NZ8eEtCQX8lEOwUCEAAKLyT4yGMl+YY/U9918w1ADMWCjap9Z/59r92pRv+NMvYijM+nBT+ePfDobkr5ed0fGQ8Lf4HB0e94ZemNzm2VY78tEEWCJx1gABAcRwdDdMj/Nw2vln5nzn6D/lxf0u0/eMmPz/zlvGwYV1jn8lg10XhyXW3hD3r3hWLfsvOqcei/9l/O5B2AKi7/LSBDgECAMXrAISp4j9d0WecClhz9B+aPvpPn/9QCL/9J6vCHf+pMaPbQ6uvDT/Y8KFwaNW1Lf+7ffjQgDn/5nYIskDwhUogsLMhbWlFPR/smx+75b7Q5PORn9zTGeH9X5+PXYDpvfpLVVfvm/tyvqFpK/9r+dFXlMKHfm5sSZ2Ak0Mrpq4eODg082sXveTKUH7Vfy1E4Y/++dlj4Z+eVW9aTLao8AvOMkAAEACa7v6DlUJemqvghzmDQKnFFv7FC/+8tW883HTDxIKCQCz0seA//PjK8PAPV6bXC6i2ev2m8Opbfj1cfsM7CvM7jaP+OPqnpeXXD2w3XYAAIAA0PgAcmH+0XzpFIGhV6dUAXzQ57917UTmdKogF/uTg9Cj/5ND8j/HCpOj/SFL8YwhQ/Flm8R+c7WF6/YD2DYVhDUABDaeb6M28YE+t+zM/l98IoHXFEX08Tkcs+K/9lU+Ei19drGv+KP6F1hsmTymNR1w/ELsD2doBZxcgAFBfIxP5Ul+eEQWm9wQI09v/5up+u572H4t+LP5FGvUr/m2pr3LMWEyYhIHtXhoEAOpixih/xsr+cs3vC6F9d/x75U//cnjlT/1S4Z634t8R3YFt8ajsUJhNFVg7gADAEhPAHB39co0vtmPxL2rLX/HvWNneA3dVugNpINAdQACgfh2BGffnSQoFL/5v+vgfh7MufXHhnnss/Iq/7kCorB3I7UyYrR3QHUAAYGFFf0HfN3Wd4OKLRT8W/6LN92fF3yY/VKnemXBXJQxst5AQAYAZ1nQtMhyUFxcYFP/lEbf3vW/3897AnEp2MaPbK92B7cGuhAgARGu7Tq8ToPg3T3ZVP3v7cxrdgW1heptiCwkRAOgsRS7+USz+8ep+sES1FhLaohgBoJNsWBXCiQ65Smws+q8r4Dn+mbi//9PHh71pqbfeUHsh4XZTBQgAbSxOA5yo3I/7ObfrNMBCV/tPlEphcGRs6uOh5H78XLXxiVL6tbxN69dM3V+3elXo6loZNq1bU5fn//SJYRf3oRHyCwnvtpAQAaCNbUx+c8/N8/UZoaDyQRGDQrygT1b8TwyNhNGxiTA6Pp4W+4mJyaJfq9AvRnzcmuFjVXcaBLJj9aquRT1uOu//2HPerDRDfiFhf7AjIQJAAX4h6zeGDS944dTHazZvSY7zZ33fyr37w1Nf/NKCHjMt/Csq9wp0KuCW698dyle+PjzUvz8p/I2fP49/5uF4HD85FQh6NqwNm8/YENavWXXK/z+e7mfRHy2gN9iREAGgtYr8+otfGNYmBT7en6vQz+XckwPha0kAKM838p/x2VCo8f/aLZeHs378/eHowFDLPKcYCA4eHUiPGAbOOWN92LxpQ83OQDzf/4fPD3qz04osJEQAaJRY3M+88upwRnLE28UU+jkL5IaN4fzLrwj7nnx8Vnt/8v6K3OfKhWr/d63dEC7997/R0s8xhoG9h4+nR+wInNezcaorEFf7V5/vXyqVw8jo5G9gbLwUxsenfxuDw3N3CUZGS+n/m1nVvSJ0d899tcQ1q1eErpXTV/levXrl1MfxaytXrvAXkurugB0JBQDq6eytr0+L/dlXv74uBb+WV77xJ8L+JACUV2SFf0Wuw1+e1REoSgg458b3hZVnnFuY33WcIohHXCfwgnN7wmcePBCeOTKcFvzxpNiPjdfvVY+PNTY+MefXhxZ4ssG6ymYSWWDIgoKQ0NHsSCgAcLpiwT/3tT+RFP/Xhe51G5f9z7vyNa8PX/mT/zNjpB9WhLkLfwEWAm56YRKaXvuOQv7+42LCrz68LzzQf7Lln+vQ8MS8gSEGhNhtiEcMB/F2zeqV/pJ3llo7EmZrB5zaIgAQ5/PPfe2bw4Vv/KllG+nPGTjO25KGgB988xtThX2uEX/aHZhaCtC6EeDCd3240O+Hb+wZaov3dQwIQ/MEgxgG4rFurVDQQd2BbZXDaYYCQGeL8/oXv+2Who3253L9z96aBoB8wZ9e8jd7HUBo4Q7AuQVr/Vd7YP9oODHa3qv+awWDfBjI7qM7gADQtoX/vGTU3wrOv+yKcO07fjr8y9/8ZWWcnx/1l6sCQa4b0GJdgFU954WzCtr6j0YnyuGhg6Md+XciLlSMx/HKFY7jGoL1a7NQ0KVL0LndgR3OLBAA2uOFWr8xLfwXvPHdLffc3vwLHwpHD+4PP/jnr88q+CumokD+863XAzj/LR9IV/8X1fefG0tDAJNnPAwMTqRHCJO7LsYgEBcYTt5OrimgY7oDO4IzC1pSXf8WfvNjt9yX3PQ18wd6ck/9318X/Ni70+LfzFb/Quz89D3hX77wl2HwxIl0mj+O8uNRCuXp++XsfmiZLsD6y14RLn3/bxb2L1Fs+3/m4ZP+NVmEbB1BFgh0CTpG/Ac6nS6wK6EA0NIBYMPFLwxX3PrRGTvzFeJv2EO7Qv+/fi88f2BfehzZn9zu3xtKuVCQhYFWcOl/+M2wvvcVhf1LtHP3cHjsyJh/TZZIl6Ajxe5AtnbAYkIBoDUCQBzxx6OdpIEgCQN7n3g8PPHgd8MTu76bdgua6cxX/Vi48F23Gf0zS/VaAnsUtL2jVYGg30siADQsABwfHQ+lnnPDtb/438I5L3lVR7wB9v7wsSQMPBC+/48700DQaFd85E/TBYBG/yxE7ApkHQJTB22vPxcIrB8QAOofAE6OT4QjI6Np8T//qmvCT/76nWH1hk0d+WYYGjiRhoGHv7EzDQTxY6N/o/9Wl4WB/KmItHUgyBYUOt1QADi9ABAL/4GhkTBQucrcK296b3jdto94R+RkXYHvfPmLdQ8DccX/C5PRf5FX/hv9t65syiAfDmg7uyqHDoEAsPAAsHdwOBwanj5n+8YPfjy8uO9t3g2nCAP17AzETX/OufFnjf4RCqh3hyAGgl0WFQoAM0yUy2H3wNDUqH/Nhk3hdbf+muK/SN/58t+Fb3/5i6e9ZsDon1aRDwPWFLSdbFHhg8GmRJ0dAGLxf/L4YBiamJgq/u+4/Q/C5t4rvQtOUzyj4P7PfXrRUwRFn/uPG/58Ohn92/infUPBzH0KnH3QRkwbdFoAUPwb0xW4/3OfSc8qOJWir/yPe/5/d9+IX3oHiYGgu3tlelqiqyO2lVgwOnZjoo4IAP0Dg+kq/8w77vjDcOFV13jrL4N4FsHX/+rT6VoBo3/aXfXVEXULCi+GgC8kYeCeTvhh2/5aAHGlf774xwV/iv/yeeHV16RHnB74yr1/HL795b+b8fW4+K/Qw4Vj44o/U2pdHTHfLejOhQMK4eZ4XPfZ/rsqYeDedl470NYdgNjyf/zY9ErtV//MB9KDxskHgaLv+R/Flf/tfslflkd+bYFphGLl/uT4VHLc0257D7R1AHjyxODUiv/LfvSG8BP/5be9lZsYBP7220+HsbMuLfTo/6tPDvllIhh0pqOVrsAn2mXxYNtOAcSNfrLiv+ncC9LWP82z6qzzkuJf7H/Uvn9w1C+SuhsZLSVHqFw+ee5g0LVyhdMUm6snObbF47rP9t/TDkGgbQNAnPvP/GQy8u/U7X1bpng+O1jo5x/b/vsGJvwiaXowyNYYxAWHq7on1xfEtQaunthQbREE2jIAjJZKU6P/OOfvdL/me/xgsVvnD+wz+qc1jI2Xk2MiDA3P/lo8K6FrZciFAmcmNDAI/FrR1gi0ZQDItvldu3mLRX8tUvxHx4u7cj6u+o/z/9Dq4lkJUXXXIAsHUTw7IQaCGBJWVsICdQkC8eyBTyUh4A4BoImy0/7GS6XwtacOhCs3bwovOGO9t2izAsCB4UI/f6f+0U7hILvNy6YVVlWmErLugYCwKHGNwO1JCHhnpRuwQwBo9Jt8YiKdAkgDwPMHw8hT3w+7xl4aHjt8IlzWszG84Mx1YdVKb+hGeX5wPOw7Vuz2ucV/tLupaYU5vp51DLIOQpQtTBQSZtmaHPclQeCTYXJ9QMtOC7TdaYDfeuyx9Gp/UwnnrPPClv/8RzO+5+Iz1ofzN64NW5KDZfjHJAlgBwaGw/7keOLAaBg4Wdz5x8NDpfDXj7rqHyzE5LTCihlBIR8eOnCxYn9yvKtVr0zYlh2AvNgFGPinvw0bX/f2qc89fXwwPWInIIaAGAY2r1+tM7AEx0fGwuHB0aRgjqSFf+r3MdxV6J/rscOu+AcLNZLbJKvWVEOtsNCV6yBk6xTaKCj0Jsf3rvts/ydacW1A2wWA4fHZu7Qd/9pnwrqrXhO6qi5AE0eqWRiINq9fEzavWz11y3wj49FwfHgsLfix8I+VZr/u4+MrwkTBz5xzyV9Y/rAwvWhx5t+3WlMPWUgo2J4IcW3ADZVuQMtMCbR9ByAqDZ8Mh/7st8L5H7pr/qI2OJIe4fCJGYHgjDWrwpnJsW5VV8f9JY2F/fjIeFrs4yh/cHxi8jVayO9iuNgJ3uI/aK5SqVxj8eLMkFCgsxv6Kt2AlpkS6O6UN9LYvqfC0b//09Bz088vfJSbBYKKOEVwxtpVSSDoDuu7u6fuF33qICvyYxOltMgPjU2khT4W/Voj+wUn/JFiB4DHtf+h9Qd985zdkE0z5MNBk/dF6A2TCwTf3wqXH+7upDdKXAuw+oLLwvpXvfG0C2V1KMjEbkF6W5k6WL+qK6xb1T3jc40W2/SZfDHPPj80Nh4Gx5anR1/09r9z/6H4smmG6nCQDwPZbooNDAbxdMHPV0LAPQJAAx353O9NFujTDAHzdQvyt3PJB4PpzsKKdJphMaP1WZ+vjN5bJ5UXv/0PtKdsaqF6N8X8pZxXVy7jvIyLEe9OQkBoZgjo7sRf/nKFgIWII+5ao+78yvm2SN4Fb/879x86z/Q2yxOzugUxFMT1BnXuFDQ1BHR36i+6mSGg3RW9/R8v/BPP/weY7hbEf9Qmu6wxEMSzECZvu5baJWhaCOjoE99jCIinCGL0n7db+x+Y79+4ZJBw9Ph4OHBoNPQ/M5Qezx0ZTU9njIHhNEPANgGgwWIAOPxnv5WeKkh9DI8U+/nb/AdYjDh1EAPBvoMj4Yk9Q+lt/HhscRdBiyFgqwDQYEP/9i9h/+/8YnrdAJamXJ6cAigq7X9gqWInIHYEYmdgz97hNAwssDMQTxHsEQAaLHYAnvvT3wjP//Xv6QYsweio9j9AJk4XxDCQdQZqXao5Jxb/+wSAJjn5wNfSbsDg977mxTidN3vB5/+1/4Hl7AzEEBA7A/N0BbZe99n+OwSAJnYD4gLB/b8rCCy6AzBW3AAQN//R/geWW1wbELsCTz0zHI4crTnouL0R6wEEgHnEKwkKAgsXT/0r8ul/Nv8BGjrYLCWDjiQAxI7A0PCswcfdAkALBYG9/+Pn0rMGJo4e9KK02eg/2n1UAACa0xF4Zv9welphblpg2acCBIDFpLXhk2kA2Pc7v5guGIxdAQsGc0Fp3Pa/AKfr+MB4EgRG8iHgw8t5VkC3l/z0xFMGs9MG11z28rDupa9Jb1ddcFnndgAKvHuu4g+0RG0ZLaUh4AVb1sQth2Pxvy05lqUTIADUOQx0n3XeZBDYclnHBYIidwD2nZjwRgZaKgRccuHarAvwya+/p/eoANDqRfD5g8kxc8FgFgS6e86bvE1CQldyv61G/2PO/weoZwiIawLOP2f1snUBOiIAbDr3grDpvAub+ySO7Z08du9KP4zrPWMg6ErCwMq1G6Y6Bfn7eceHx9JLAbds8Cnw6fNx978To07/A1pLXBMQLzR0ds+qWwWARbrwZT8SXv0zHwgXXnWNd9Iyu//x4+HEwFAhn/u+Ae1/oDXF0wTXre3qve6z/Td//T292+v52G17FsCL+94W3nH7Hyj+DXJkoLgtAKf/Aa3swKGRMD5Rfme9H7ctA0As/jd+8OPeNY1MqSeLW0T36gAALayyc+DNAsAprNmwKbz+1l/zjlH8F/bch0rpFsAArWzg5ETPljsf6RMA5vGKm94bVichgAa+MYeLO4LeN6D9DxTGXQLAPGL7n8Y6UuAOgPP/gQLZuuXOR7YJALV+mLXr01P+aKzDJ4u7AND8P1AwtwsANXSff7G3RhOMjhdzDt38P1BAvVvufKQuCwJdDIgl23esmBcBMP8PFNStAgAspQMwaPc/oJBu3nLnI70CAEb/p90BMP8PFDcECABwGuLcv/3/gQK7QQCgqYp6CqDV/4AOACxlJF3QMwCODBn9A8W21J0BBQCWZGS8mIV07wlnAACFJwDQxJF0QacADusAAMV3qQAAixAX/9kACGgDvQIAGP0DnadPAKB5xbSA1wGwABBAAGCJingWwOFBpwAC7WHLnY/0CACw0ACgAwC0j60CACyQHQABBAA6jP3/AQQAjP4BBADoBAOjzv8HEABYkiJeCtgWwECb6RcAYAHsAAi0k/0fvUoAoPE2re0q3HN2CiCAAMASbVxTrABgASDQZo4KALAAFgACbWaXAEDTXHDm6sI818ND9gAAdAAEAOri7A3dhXmuo+o/0F4eFABompdftL44HQAXAQLaiykAmicuBLzmko2FeK4jTgEE2ku/AEBTveqSDYVYC2ARINBO9n/0Kh0Amu+mV5wVXnT+upZ+jk4DBNrIjqU+gABA3Vz/ojPCj7+0J2xswQ2C7AAItJldS32Abq8h9XTp5jXp8fjBobDv2FjYfXg4jI43v/jaARBoMw8u9QEEAJbFi85blx7hRWeEwyfHw57DI2kYiPcBWLIdAgAtb/OG7vSIiwVjN2D3keGGdwfM/wNtpH8pFwESAGiK1d0ranYH4qWFl/Pyws4AAIz+BQBasTsQJrsDMQTsPjIZCAaGbdwDUMNOAaDKxNHD3hYF7w5kiwij2B3YHwNBpUOwFCdGTAEAOgDtGwCOHfK2aMPuwMsuXL/k7oA1AECb2FWP+f+2CwDR+NBA6F630VtEd2AGpwECRv9tHgBG9+0O3Ze/zFukQ7sDtc4siN/zF6/cHP7iwaPhgWeGwmOHRryAQFHdKwDMYeKJh0IQADq3O1A5syB2B2IQ2Lh25eQZB4nbrjsnvd13fDzc/+RA2PnkyfDAs0NeQKAo+pe6/39bB4Dhx3aFTW96r7eJ7sCcX7/gjO7w77b2pMfASCkNAVkY2Hd8zAsItKod9Xyw9usAHDsURvf8IKy+5MXeKpzSxjUrw/WXb0iPfHcghoF4OHsAaBVXHLh/934BYH6P/dUfhZd/5He9W1i0fHcgevzQSLpuIIaBxw6N6hAATbF6fDC84bE/vOEbAsD8jj39RLjv9/97uPGDH/euYUledM6a9MgCQewQxDCQBQMLCoFGuOTwd+r+mG0ZAM7ZuCHct+PvwuH+x8Lrtn0kXHjVNd491K1D8NYzNiX3Nk19LpsuePy5EV0CQABopjPXrUtCwMZwKAkAf3PHL4dN514QNp13oXcQy+a8yvH6tEswFnYPrg5HNl4a9p95VTiy4dIw2r3eiwSclo3Dz6UB4KKeMwWAhXjFRReE+37weHr/xHP70gMaltanEvvn0o8H1p6bBgGhADjd0f+mtWsFgIV2Aa655OLwwJ6nvXtoiQSfpfgsFMQAcGRDb9jf89LJcJAcMSgA5F1x4P6wqqsrXHbOZgFgwanp7LPSFy2GgLEJV5ajtcRVvVuOPZIeeWmHYGMSBtack9z26hZABzv75O5w/vAz4Q1XXB7WdNe3ZLf95YAvOPOM8OarXhIeenZv2HfsuCBAy6sVCmJnYGDNuWm3IN7GgBCDAdDerhveFW588YvC+tWr6/7Y3Z3wAsYuQJwOiMU/hoBDAwNhcHQsvYVa75c4hdRKzglDIUzsCS8/vCf9OHvvZtMGWSDI1hoA7eE9a54K68url+WxuzvphYz/sMdpgXhA0R0aOJkGgX3HHg7Hqk4REgyg+F4z/njYUB5etsfv9hJDMcX9LuLxki3np92tLBDE23Bydzp3WH3ucPVUQhYMrDGA1vPGsYeW9fEFAGgDsbsV17vEI6oOBMeGJq96mJ2NUL3GIDsjIXYM4v24EDEuQnRWAjTHeaVj4TXjjwkAwPIEgszsMxI+N/W1yQ7BBl0DaOTof/yhZf8zBAAQCGYFgrw4lRBVdw2itFOw9pxcKEiCwpkv9YLDUgPAmAAANCgQHBsangoECz1DJg0Fx2Z/PptSEA5g8eLivzgFIAAADQkE2aLCTBYEYncg3l/MHhrZlIJwAIv39tFvN+TPEQCAmqoDQQwCWZcg3s43bVCvcGDNAZ0mjvxfPrFHAABaR9wcKR7ZPhrZOoKsQ1CPjbXmCwdRXHOQ3va8NIx2rU+3Sna2Au3k50f+oWF/lgAAnJbqdQRZlyALBUvpEswlW4hYa0Fi1jHITmU0tUDRxJH/cp/6JwAAy9olyOQXF57OWoLFmGuPg3z3IA0GMSBUugdZUIBW8N6RbzT0zxMAgGXtElSvJRgcHZ3qDtRr6mAx3YPq3RHz3YPqtQemF2iUt49+p2Fz/wIA0BTxqmbxqJ46yEJB1jFopKx7MNfag7mmFyxOpB42lEfCe0e/0fA/VwAAmm566uCsOUNBvG3W5bxPNb0wFQgEBE7Drw5/cVkv+iMAAIUPBdXTB/HjeDTbfLslCgjMJ7b+G7nwTwAACqnW9EF+oWE+ILSSxQYEaxA6w2Wlg01p/QsAQFuotdAwiiFgcHSsMoUwOY3QCt2C0wkIcy1SdBZDccV5/18dak7rXwAA2lo2hZDvFkT5qYPstMRW6xhUO9UixWwHxew0x2hq0yT7ILSkOO9/WelAU5+DAAB0lMlOwYZZn893DCYDwljDz0Y4XVM7KIb8aY6fm/E9WSCoXodgmqHxYtu/WfP+AgDAAjsG2RqDrGsweTZCqTDhIDPfLopR9TSDzZKWR7zMb6M3/BEAAE5DtsagVtcgyk8jZGGhCNMK1U41zZDvIsRrMaTdBF2ERYmL/mLrv1UIAABLkC0+rO4c5ANClAWEbHph8mvt2UWo3nJ5Mjx09lqEWPz/x+Cft9RzEgAAGhAQqs9SyMuHgvyGR/nPV3+tpbsIofaWy/muQfUpj+081ZAV/2au+C98AHjo2b1pe60eNq1ds+PqF1y00z9PQLNl+xucKijUCg57jjx/yu97dP+BlvlZF3LK4w/Pvz69v+uSn8o+fXVy9CTH1sqt4t9pAaCee4Qnj/P+X7r7H/r90wPQar5auf1Yza9uufOR3uSmNxcKzqzcRn2KfxsGgDq653/97S7FH6CA9n/0qvjvd/Zv+PY5QkLWLcjCwqVVoaGji38nB4BP+CsE0NYhYdepvicJCVm3YOvWPZ+7q15nNRSh+HdqADD6ByCGhB2Vuzu2vn1rXGewLf/1+XZYnOtCTkUp/p0aAIz+AahVG2YEgIXssJjfQGndps1h26ZnC1H8o5VG/wB0ukptuGex/1887TGGhCsO3B+u3v/VwhT/TgwARv8AqBEdFgCM/gGoexdAAJDsAFArBACjfwB0AQQAiQ4ANUMAMPoHQBdAAJDkAFA7BACjfwB0AQQACQ4ANUQAMPoHQBdAADD6B0AtEQCM/gHQBejcAGD0D4Ca0mEBwOgfAF2ADgwARv8AqC0dFgCM/gHQBejAAGD0D4Aa02EBwOgfAF2ADgwARv8AqDUdFgCM/gHQBejAAGD0D4Ca02EBwOgfAF2ADgwARv8AqD0dFgCM/gHQBejAAGD0D4Aa1GEBwOgfAF2ADgwARv8AqEUdFgCM/gHQBejAAGD0D4Ca1GEBwOgfAF2ADgwARv8AqE1L1F3nx9u1nE92/epVO43+AWjFLsDv33pjDAE3LOMfs8srDQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADL6/8LMADdd9AGdEIAAgAAAABJRU5ErkJggg==",
"path": "emoji_u1f6cc.png"
} | Generate code for a svg of a person in bed | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M27.85,105.5h-19V54.94c5.08,0,14.99,4.12,14.99,4.12c2.41,0.89,4.01,3.18,4.01,5.75V105.5z" style="fill:#A65F3E;"/>
<path d="M26.38,95.5V83.06c-2.16,0.11-9.13,0.76-10.88,2.02C12.12,87.5,13,91.82,12.98,95.5H26.38z" style="fill:#784D30;"/>
<path d="M121.91,105.43H12.98V58.99c0-2.24-1.82-4.06-4.06-4.06s-4.06,1.82-4.06,4.06v64.9h6l4.8-9.58h96.7 l4.8,9.58h6v-17.22C123.15,105.99,122.6,105.43,121.91,105.43z" style="fill:#C87D5E;"/>
<path d="M120.46,108.37l-104.17,0.1c-1.49,0-2.91-0.78-2.91-2.32c0,0,106.53-0.77,107.74-0.77 c1.21,0,2.02,0.05,2.02,1.17C123.14,107.65,122.98,108.37,120.46,108.37z" style="fill:#784D30;"/>
<path d="M110.47,106.94l-95.61,0.1c-1.49,0-1.88-1.45-1.88-3.11v-7.91c0-1.15,0.84-2.09,1.87-2.09h94.73 c1.98,0,3.59,1.79,3.59,4v6C113.16,105.59,111.96,106.94,110.47,106.94z" style="fill:#E0F7FA;"/>
<path d="M59.5,108.42c0,0,21.48,5.89,35.34,5.89c10.98,0,17.51,0,17.51,0l-0.39-7.75L59.5,108.42z" style="fill:#784D30;"/>
<polygon points="112.35,114.31 117.15,114.31 117.15,121.66 117.15,123.89 " style="fill:#784D30;"/>
<polygon points="15.65,114.31 10.85,114.31 10.85,121.66 10.85,123.89 " style="fill:#784D30;"/>
<path d="M27.33,93.95c-11.36,0-13.38-5.96-13.38-5.96s3.55-6.57,13.11-6.57s14.52,5.88,14.81,7.84 C42.49,93.48,38.69,93.95,27.33,93.95z" style="fill:#E0F7FA;"/>
<path d="M13.95,87.99c0.8,1.92,3.81,5.96,13.38,5.96c4.65,0,10.53,0,10.53,0l0.48-5.53 c0,0-2.91,1.47-11.28,1.71C21.38,90.29,16.46,89.37,13.95,87.99z" style="fill:#94D1E0;"/>
</g>
<path id="head" d="M34.17,71.4c5.86-2.47,11.63,1.3,13.58,5.58c0,0-4.93,4.15-6.14,4.6L34.17,71.4z" style="fill:#FFCA28;"/>
<g id="hairGroup">
<path id="hair" d="M39.61,86.98c2.79-6.05,7.07-9.02,7.07-9.02l0.24-0.03c-0.35-0.15-0.71-0.25-1.08-0.28 c-1.09-0.09-2.16,0.34-3.25,0.5s-2.39-0.08-2.9-1.05c-0.34-0.64-0.2-1.49,0.32-1.99c0.52-0.5,1.37-0.61,2-0.25 c-0.4-1.41-1.84-4.66-6.36-4.39c-3.86,0.24-6.56,2.74-7.72,5.77c-0.9,2.35-0.42,6.6,0.98,7.35c0.29,0.15,0.64,0.23,1.01,0.29 c0.53,0.08,1.09,0.11,1.55,0.22c1.06,0.25,2.1,0.56,3.13,0.92c1.7,0.59,3.34,1.33,4.92,2.18C39.56,87.13,39.58,87.06,39.61,86.98z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="38.8553" cy="80.3434" gradientTransform="matrix(0.9999 -0.0112 9.966101e-03 0.8922 -0.7983 9.0978)" gradientUnits="userSpaceOnUse" r="12.4282">
<stop offset="0.6407" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M39.61,86.98c2.79-6.05,7.07-9.02,7.07-9.02l0.24-0.03 c-0.35-0.15-0.71-0.25-1.08-0.28c-1.09-0.09-2.16,0.34-3.25,0.5s-2.39-0.08-2.9-1.05c-0.34-0.64-0.2-1.49,0.32-1.99 c0.52-0.5,1.37-0.61,2-0.25c-0.4-1.41-1.84-4.66-6.36-4.39c-3.86,0.24-6.56,2.74-7.72,5.77c-0.9,2.35-0.42,6.6,0.98,7.35 c0.29,0.15,0.64,0.23,1.01,0.29c0.53,0.08,1.09,0.11,1.55,0.22c1.06,0.25,2.1,0.56,3.13,0.92c1.7,0.59,3.34,1.33,4.92,2.18 C39.56,87.13,39.58,87.06,39.61,86.98z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g>
<path d="M45.75,83.81c0.59-1.09,3.74-5.09,10.05-7.01c8.28-2.52,13.48-2.79,27.07,0.93 c7.83,2.14,20.4,6.19,28.29,7.87c5.83,1.24,13.2,5.94,12,12.84L45.75,83.81z" style="fill:#3DAAE0;"/>
<path d="M51.12,82.94c0.48-0.88,8.88-2.07,18.15,0.1c6.88,1.61,21.71,4.65,32.56,5.6 c5.56,0.49,17.05,1.7,19.7,4.37c3.89,3.93,3.35,8.88,0.09,16.86c-1.21,2.97-4.48,5.71-4.48,5.71 c-25.69-2.95-65.26-7.31-72.26-11.07C44.89,104.52,44.8,94.66,51.12,82.94z" style="fill:#188AD6;"/>
<path d="M49.17,88.83c0,0,2.24-3.54,3.09-5.03c3.53-6.24,6.49-7.04,6.49-7.86s-8.89-0.26-11.05,1.09 c0,0-5.71,1.79-8.1,8.73C39.15,87.06,49.17,88.83,49.17,88.83z" style="fill:#B0E0FF;"/>
<path d="M41.92,81.42c0,0,2.26-0.57,6.06-0.54c2.84,0.02,5.19,1.41,5.19,1.41 c-5.47,9.58-6.41,19.56-6.59,22.17c-0.09,1.3-0.48,1.31-1.71,0.91l-7.2-2.05c-1.43-0.6-1.67-1.54-1.67-2.62 C36,89,41.92,81.42,41.92,81.42z" style="fill:#7DBBE3;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a fresh loaf of banana bread on a cutting board. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#e1a258" d="m61 43 4 3-9 2q-4-4-9-5 6-3 14 0"/><path fill="#92562b" d="M47 43q5 1 9 5l-14-3q2-2 5-2"/><path fill="#f1c272" d="m42 45 14 3 3 1-8 4-1-1-1 2q-3-6-9-3h-3q1-3 5-4l-2-1q0-2 2-1"/><path fill="#74491e" d="M48 48q2 0 1 2z"/><path fill="#945121" d="m49 54-6-1q-3 0-3-2 6-3 9 3"/><path fill="#9b5522" d="M61 43q4 0 7 4v4l-1 3-16 7v-8l8-4 6-3z"/><path fill="#f5d2ab" d="m68 47 1 3h10l2 6-1 3-10 4 4-9 4-1q-3-3-4 0-3-3-6-2z"/><path fill="#f4cf8a" d="M37 51h3q0 2 3 2l6 1 1-2 1 1v7l-13-3q-2-3-1-6"/><path fill="#e3ad72" d="m40 46 2 1q-4 1-5 4t1 6l13 3v1q-3 6-9 8L15 56q-1-3 2-5l18-1q1-4 5-4"/><path fill="#e7d8cd" d="m15 56 1 2 29 12 1 5h7-10l-21-9q-12 5-14-6z"/><path fill="#ecbb86" d="M68 51q3-1 6 2 1-3 4 0l-4 1-4 9q-12 6-25 7l-3-1q6-2 9-8l16-7z"/><path fill="#f8ead9" d="M81 56q2 5-1 9L53 75h-7l-1-5q13-1 25-7l10-4z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of of a bird, possibly a pelican, depicted with a bucket-like object on its head. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 483.334 483.334" style="enable-background:new 0 0 483.334 483.334;" xml:space="preserve">
<g id="XMLID_1367_">
<g id="XMLID_1365_">
<polygon style="fill:#FFFFFF;" points="322.223,388.043 380.809,373.397 417.425,344.104 446.718,285.518 432.071,256.225
270.96,256.225 270.96,73.144 263.637,65.821 227.02,80.467 190.404,124.407 190.404,292.841 234.344,358.75 "/>
</g>
<g id="XMLID_1366_">
<path style="fill:#EDEDED;" d="M270.961,258.347c-21.176,6.302-36.618,25.918-36.618,49.14c0,28.312,22.951,51.263,51.263,51.263
h124.495l-58.586-58.586H248.99"/>
</g>
<g id="XMLID_1311_">
<polygon style="fill:#F39200;" points="190.404,146.376 14.647,146.376 0,124.407 190.404,124.407 "/>
</g>
<g id="XMLID_1279_">
<path style="fill:#575756;" d="M483.334,344.104H284.859c-19.81,0-35.869-16.059-35.869-35.869v-22.717h197.727L483.334,344.104z"
/>
</g>
<g id="XMLID_1181_">
<path style="fill:#F9B233;" d="M189.027,358.75h-18.964c-85.834,0-155.416-69.582-155.416-155.416v-56.957h175.758v210.996
C190.404,358.134,189.788,358.75,189.027,358.75z"/>
</g>
<g id="XMLID_1315_">
<polygon style="fill:#F39200;" points="14.647,148.105 43.94,146.376 43.94,292.841 14.647,237.522 "/>
</g>
<g id="XMLID_857_">
<rect x="388.132" y="307.311" style="fill:#1D1D1B;" width="80.556" height="15"/>
</g>
<g id="XMLID_858_">
<rect x="373.485" y="278.018" style="fill:#1D1D1B;" width="80.556" height="15"/>
</g>
<g id="XMLID_768_">
<rect x="219.697" y="109.583" style="fill:#1D1D1B;" width="14.646" height="15"/>
</g>
<path style="fill:#1D1D1B;" d="M292.794,336.332c-20.018,0-36.304-16.286-36.304-36.304c0-20.018,16.286-36.304,36.304-36.304
h146.601v-15H292.794c-4.975,0-9.782,0.726-14.334,2.053V73.321h21.793v-15h-11.188l9.168-9.168l-10.607-10.605l-9.167,9.167
V36.528h-15v22.116c-34.941,2.961-64.124,26.416-75.471,58.262H0v15h184.103c-0.412,2.479-0.727,4.99-0.926,7.534H7.147v65.522
c0,88.934,72.354,161.287,161.288,161.287c16.249,0,29.47-13.22,29.47-29.47v-17.716c23.009,45.336,70.093,76.478,124.318,76.478
c38.57,0,75.492-16.08,101.795-44.211h59.316v-15h-190.54V336.332z M182.904,336.78c0,7.979-6.491,14.47-14.47,14.47
c-80.664,0-146.288-65.624-146.288-146.287V154.44h160.758V336.78z M322.223,380.543c-68.549,0-124.318-55.769-124.318-124.318
v-14.646V153.7v-7.323c0-37.75,28.784-68.904,65.556-72.673v184.272c-13.268,9.283-21.97,24.667-21.97,42.053
c0,28.289,23.015,51.304,51.304,51.304h109.463C379.984,370.055,351.641,380.543,322.223,380.543z"/>
<g id="XMLID_771_">
<polygon style="fill:#1D1D1B;" points="51.439,197.639 36.439,197.639 36.439,168.169 73.232,168.169 73.232,183.169
51.439,183.169 "/>
</g>
<polygon style="fill:#1D1D1B;" points="322.399,431.806 322.399,402.689 307.399,402.689 307.399,431.806 285.606,431.806
285.606,446.806 337.962,446.806 337.962,431.806 "/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f3c2.png"
} | Generate code for a svg of a snowboarder | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<polygon points="43.34,29.47 42.37,32.81 47.18,33.61 45.19,29.47 " style="fill:#616161;"/>
<g id="snow_1_">
<g>
<radialGradient id="SVGID_1_" cx="-134.0394" cy="-2274.8193" gradientTransform="matrix(0.9091 -0.4166 -0.0629 -0.1373 4.4859 -289.6413)" gradientUnits="userSpaceOnUse" r="122.64">
<stop offset="0.3342" style="stop-color:#E1F5FE"/>
<stop offset="1" style="stop-color:#B3E5FC"/>
</radialGradient>
<path d="M102.12,51.29c-13.53,14.13-18.9,17.56-54.7,34.87C29.58,94.78,11.15,95.38,5.2,99.24 c-0.43,0.28-0.84,0.56-1.24,0.83v17.76c0.22,0.04,0.35,0.06,0.35,0.06h46.38l73.27-28.94V25.56 C118.69,32.54,111.2,41.81,102.12,51.29z" style="fill:url(#SVGID_1_);"/>
<path d="M50.59,117.39L4.39,117.4c-0.01,0-0.18-0.03-0.43-0.08v1.01c0.17,0.03,0.31,0.05,0.35,0.06h46.38 c0.06,0,0.12-0.01,0.18-0.04l73.09-28.87v-1.07L50.59,117.39z" style="fill:#B3E5FC;"/>
</g>
<g id="snow">
<radialGradient id="SVGID_2_" cx="-127.7126" cy="-465.2019" gradientTransform="matrix(0.8866 -0.4625 -0.2243 -0.4299 61.6199 -167.9486)" gradientUnits="userSpaceOnUse" r="157.91">
<stop offset="0.2141" style="stop-color:#FFFFFF"/>
<stop offset="1" style="stop-color:#B3E5FC"/>
</radialGradient>
<path d="M106.28,55.24c-30.62,30.03-58.27,31.81-77,42.81c-10.5,6.17-20.14,12.03-25.32,15.2v10.57 h120V42.87C118.03,46.03,111.41,50.22,106.28,55.24z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<g id="person">
<path id="dropShadow" d="M41.79,123.82h0.77c3.21-0.1,5.82-1.42,7.44-2.81c0,0,4.72-3.79,8.39-5.45 l34.74-14.53c2.18-0.91,5.88-1.49,9.32-2.24c13.22-2.9,9.56-10.93,7.71-13.63v0c-1.82-3.35-6.68-4.22-10.58-2.84 c-5.39,1.91-10.17,6.17-12.4,7.11L55.4,102.72c-4.39,1.28-10.24,1.28-14.9,2.62c-5.65,1.61-7.26,4.69-7.33,9.36 C33.1,119.6,36.95,123.62,41.79,123.82z" style="fill:#B3E5FC;"/>
<linearGradient id="SVGID_3_" gradientUnits="userSpaceOnUse" x1="28.669" x2="108.5632" y1="99.7718" y2="99.7718">
<stop offset="0.1705" style="stop-color:#EF5350"/>
<stop offset="0.6201" style="stop-color:#EA4643"/>
<stop offset="0.9845" style="stop-color:#E53935"/>
</linearGradient>
<path d="M106.59,81.9c-2.01-3.67-7.26-4.43-11.17-3.05c-3.49,1.24-6.76,3.46-9.15,5.09 c-1.34,0.92-2.51,1.71-3.27,2.03L51.26,99.24c-2.14,0.62-4.6,0.93-7.2,1.26c-2.61,0.33-5.31,0.67-7.69,1.36 c-5.38,1.53-7.61,4.38-7.69,9.83c-0.04,2.57,0.94,4.99,2.74,6.82c1.8,1.82,4.2,2.83,6.76,2.83c4.26,0,7.12-2.06,8.14-2.94 c0.05-0.04,4.71-3.77,8.27-5.38l34.74-14.53c1.57-0.66,3.98-1.14,6.53-1.65c0.9-0.18,1.81-0.36,2.7-0.56 c5.18-1.14,8.4-3.18,9.54-6.08C109.51,86.64,107.32,82.97,106.59,81.9z" style="fill:url(#SVGID_3_);"/>
<g id="pants">
<path d="M86.65,66.12h-0.01c-0.02-0.1-0.03-0.21-0.06-0.31c-0.49-2.09-1.91-3.71-3.71-4.55l0.01-0.02 l-17.6-7.86l-0.05,0.11c-0.03-0.01-0.06-0.03-0.09-0.05c-0.87-0.39-1.8-0.57-2.71-0.57h0c-2.56,0-5,1.48-6.11,3.96 c-0.16,0.35-0.27,0.71-0.36,1.06c-2.17-1.86-5.32-3.3-7.93-3.3c-0.92,0-1.77,0.18-2.49,0.58c-3.6,2-2.53,8.77-0.54,12.36 c0.02,0.03,0.04,0.07,0.06,0.1l-0.01,0.01l6.77,12.21c0.62,1.12,0.75,2.44,0.36,3.65l-5.02,15.7l0.97,2.47l12.7-0.1l6.13-19.78 c0.08-0.2,0.16-0.4,0.22-0.61s0.11-0.42,0.16-0.63l0.03-0.1c0.46-2.23-0.32-4.15-1.46-6.18l-4.3-7.74l10.95,4.89 c1.03,0.46,1.79,1.37,2.04,2.47l3.54,15.16l13.14-3.07L86.65,66.12z" style="fill:#7C7C7C;"/>
</g>
<linearGradient id="SVGID_4_" gradientUnits="userSpaceOnUse" x1="60.2899" x2="95.1651" y1="41.1999" y2="41.1999">
<stop offset="0.0343" style="stop-color:#ED6D23"/>
<stop offset="0.326" style="stop-color:#F37F21"/>
<stop offset="0.46" style="stop-color:#F78C1F"/>
</linearGradient>
<path d="M93.91,38.48c-0.09-0.14-0.24-0.23-0.4-0.23l-12.64-0.62c-1.26-0.5-14.6-5.7-17.02-5.78 c-0.27-0.04-0.44,0.14-0.5,0.37l-3.05,11.13c-0.06,0.24,0.05,0.49,0.28,0.59c0.5,0.23,12.41,5.53,16.54,6.43 c0.59,0.13,1.31,0.19,2.12,0.19c5.03,0,13.28-2.21,13.68-2.32c0.09-0.02,0.17-0.07,0.24-0.14C97.16,43.78,93.95,38.54,93.91,38.48z " style="fill:url(#SVGID_4_);"/>
<linearGradient id="SVGID_5_" gradientUnits="userSpaceOnUse" x1="56.5939" x2="56.5939" y1="36.8208" y2="63.8207">
<stop offset="0.1891" style="stop-color:#ED6D23"/>
<stop offset="0.5689" style="stop-color:#F37F21"/>
<stop offset="0.7957" style="stop-color:#F78C1F"/>
</linearGradient>
<path d="M68.94,42.94c-0.4-2.32-0.8-4.71-1.06-7.04c-0.08-2.15-0.89-3.87-2.35-4.97 c-1.39-1.05-3.29-1.54-5.65-1.45c0,0,0,0,0,0l-8.89,0.33c-4.13,0.03-8.29,3.91-8.13,8.33l0.11,18.75c0.14,3.63,1.18,6.21,3.1,7.69 c1.19,0.92,2.7,1.37,4.52,1.37c0.95,0,1.99-0.13,3.1-0.38c10.62-2.42,16.53-5.73,16.63-9.32C70.44,51.69,69.68,47.24,68.94,42.94z" style="fill:url(#SVGID_5_);"/>
<path id="hand_1_" d="M99.45,38.62c-0.06-0.02-6.62-2.06-9.03,3.3c-0.01,0.03-0.03,0.07-0.03,0.1l-0.05,0.23 c-0.66,2.93,1.15,4.67,2.32,5.23c1.14,0.55,3.98,0.46,4.55,0.43c0.43,0.1,0.85,0.22,1.24,0.33c0.77,0.22,1.56,0.44,2.29,0.44 c1.03,0,1.97-0.44,2.62-1.97c0.01-0.03,0.02-0.06,0.03-0.09l0.05-0.23C104.08,43.57,102.92,40,99.45,38.62z" style="fill:#26A69A;"/>
<path id="hand" d="M33.81,62.31l-0.85-0.83c-1.98-1.98-6.71,0.6-7.71,1.18c-1.27-0.04-3.54,0.52-4.11,2.91 c-0.43,1.8-0.09,3.38,0.96,4.56c1.14,1.27,3.05,2,5.15,2c0.37,0,0.74-0.02,1.12-0.07c6.49-0.81,5.85-6.86,5.58-9.45 C33.94,62.5,33.89,62.39,33.81,62.31z" style="fill:#26A69A;"/>
<linearGradient id="SVGID_6_" gradientUnits="userSpaceOnUse" x1="28.8081" x2="40.7383" y1="64.4278" y2="38.9627">
<stop offset="0.1891" style="stop-color:#ED6D23"/>
<stop offset="0.326" style="stop-color:#F37F21"/>
<stop offset="0.46" style="stop-color:#F78C1F"/>
<stop offset="1" style="stop-color:#ED6D23"/>
</linearGradient>
<path d="M51.62,40.74c0-0.16,0-0.31-0.01-0.47c-0.22-2.81-2.27-5.18-5.05-5.64 c-0.94-0.16-1.84-0.09-2.68,0.13c-0.08,0-0.17-0.02-0.26-0.02c-0.79,0-1.55,0.16-2.21,0.52c-5.7,2.12-15.79,6-16.44,11.63 c-0.54,4.75-0.16,16.6-0.16,16.6c1.52,1.15,3.04,1.54,4.41,1.54c2.91,0,5.12-1.76,5.12-1.76l0.21-0.93c0,0,0.01-0.01,0.01-0.01 s0.02-0.08,0.04-0.21l2.72-11.97c0,0,8.16-2.82,10.35-3.6C49.49,45.88,51.83,43.32,51.62,40.74z" style="fill:url(#SVGID_6_);"/>
<g id="helmet">
<linearGradient id="SVGID_7_" gradientUnits="userSpaceOnUse" x1="51.2439" x2="62.4067" y1="10.0095" y2="29.8234">
<stop offset="0.176" style="stop-color:#EF5350"/>
<stop offset="0.6227" style="stop-color:#EA4643"/>
<stop offset="0.9849" style="stop-color:#E53935"/>
</linearGradient>
<path d="M69.69,10.19c-3.17-3.31-8.29-5.62-13.46-5.62c-1.42,0-2.85,0.17-4.23,0.55 c-7.31,1.99-9.36,5.51-10.15,7.25c-0.39,0.85-0.54,1.83-1.11,2.54c-0.77,0.96-2.09,1.63-2.92,2.62c-0.32,0.38-0.63,0.88-0.43,1.33 c0.18,0.41,0.69,0.53,1.14,0.6c5.01,0.72,18.67-0.34,21.15,1.65c1.37,1.1,0.62,6.98,0.66,9.02c0.04,1.9,0.1,1.67,1.81,2.5 c0.57,0.27,1.08,0.4,1.54,0.4c2.22,0,3.42-2.78,5.14-4.9C72.85,23.17,75.4,16.1,69.69,10.19z" style="fill:url(#SVGID_7_);"/>
</g>
<path d="M61.56,96.88l-13.31,1.81c-0.71,0.11-1.23,0.72-1.23,1.44v1.75c0,1.16,0.7,2.2,1.78,2.63 c1.84,0.73,4.71,1.8,6.66,2.22c0.68,0.15,1.35,0.21,2.01,0.21c2.91,0,5.56-1.21,6.73-1.84c0.4-0.22,0.68-0.61,0.73-1.06 C65.3,100.64,64.97,97.34,61.56,96.88z" style="fill:#4568AD;"/>
<path d="M90.42,84.12l-12.98,2.15L77.63,90c0.05,0.96,0.77,1.74,1.72,1.86c2.6,0.31,7.62,0.89,9.9,1.01 c0.27,0.01,0.54,0.02,0.8,0.02c3.39,0,5.67-1.1,6.66-1.71c0.39-0.24,0.62-0.67,0.61-1.13C97.25,86.81,93.81,84.58,90.42,84.12z" style="fill:#4568AD;"/>
<path d="M61.03,23.37l-0.97-2.06c-0.4-1.3-5.59-1.32-5.59-1.32l0.55,12.03l0.05,1.01l0.04,0.98 c0,0,3.79-0.62,5.29-1.45c0.2-0.12,0.36-0.23,0.46-0.35l0.18-0.81l0.66-2.94l7.6-1.64c0.21-0.22,0.42-0.45,0.66-0.69 c0.12-0.14,0.26-0.28,0.4-0.42c0.8-0.81,1.3-1.48,1.69-2.09c0.12-0.18,0.23-0.35,0.33-0.52L61.03,23.37z" style="fill:#616161;"/>
<path d="M79.49,26.73c-5.95,3.62-5.18,6.21-10.61,10.87c-4.85,4.16-10.35,6.21-17.6,3.11 c-11.85-5.08-10.09-10.87-10.09-10.87s2.85,3.88,14.49,3.36c8.27-0.37,10.09-2.85,13.46-6.21s1.04-5.69,8.28-9.32 c7.25-3.62,15.01-2.59,15.01-2.59L102,23.1C102,23.1,85.44,23.1,79.49,26.73z" style="fill:#039BE5;"/>
</g>
<g id="drops">
<path d="M106.45,74.95c0.01-0.01,0.02-0.01,0.03-0.03c1.23-1.08,0.39-3.2-1.31-2.93 c-0.05,0-0.09,0.01-0.13,0.02c-0.98,0.24-1.63,1.08-1.91,2.01c-0.14,0.48-0.26,0.96-0.36,1.45c-0.05,0.24-0.11,0.49-0.13,0.73 c-0.01,0.14,0.06,0.39,0.22,0.42c0.23,0.05,0.65-0.14,0.87-0.22C104.7,76.09,105.66,75.64,106.45,74.95z" style="fill:#FFFFFF;"/>
<path d="M118.47,63.04c0.01-0.01,0.01-0.02,0.03-0.03c1.1-1.22,3.21-0.35,2.91,1.35 c0,0.04-0.02,0.09-0.03,0.13c-0.25,0.98-1.1,1.62-2.04,1.89c-0.48,0.14-0.97,0.25-1.46,0.34c-0.24,0.05-0.49,0.1-0.73,0.12 c-0.14,0.01-0.39-0.07-0.42-0.23c-0.05-0.23,0.15-0.65,0.23-0.86C117.31,64.78,117.77,63.82,118.47,63.04z" style="fill:#FFFFFF;"/>
<path d="M100.5,62.29c0.01-0.01,0.01-0.02,0.01-0.04c0.68-1.69-1.22-3.38-2.77-2.25l-0.12,0.09 c-0.85,0.72-1.09,1.89-0.9,2.96c0.1,0.55,0.22,1.09,0.37,1.62c0.08,0.26,0.14,0.54,0.24,0.79c0.06,0.14,0.26,0.35,0.43,0.31 c0.26-0.06,0.57-0.46,0.75-0.65C99.34,64.3,100.07,63.37,100.5,62.29z" style="fill:#FFFFFF;"/>
<path d="M113.85,53c0.01-0.01,0.01-0.02,0.02-0.03c1.1-1.16,0.1-3.14-1.53-2.73 c-0.04,0.01-0.09,0.02-0.13,0.04c-0.93,0.31-1.49,1.19-1.68,2.11c-0.1,0.48-0.17,0.96-0.23,1.44c-0.02,0.24-0.06,0.48-0.06,0.72 c0,0.13,0.1,0.37,0.25,0.39c0.23,0.03,0.61-0.19,0.82-0.28C112.25,54.25,113.15,53.73,113.85,53z" style="fill:#FFFFFF;"/>
<path d="M112.59,62.13l0.03-0.03c1.37-1.48,0.07-3.96-1.97-3.41c-0.05,0.01-0.11,0.03-0.16,0.05 c-1.16,0.41-1.86,1.53-2.08,2.7c-0.11,0.6-0.2,1.21-0.25,1.82c-0.03,0.3-0.07,0.61-0.07,0.91c0.01,0.16,0.13,0.46,0.32,0.48 c0.29,0.04,0.78-0.25,1.03-0.37C110.6,63.74,111.72,63.07,112.59,62.13z" style="fill:#FFFFFF;"/>
</g>
<g id="glasses">
<path d="M45.87,32.89c-0.27-0.46-0.65-1.09-1.12-1.9l-1.34-0.1c-0.15,0.57-0.83,2.44-1.34,2.73 c-0.32,0.18-1-0.73-1.49-1.48c-0.37-0.58-0.44-1.29-0.19-1.94c0.11-0.29,0.23-0.59,0.31-0.79c0.22-0.58,0.55-1.1,0.75-1.68 c0.21-0.61-0.16-1.29-0.33-1.9c-0.2-0.68-0.4-1.35-0.61-2.04c-0.05-0.18-0.63-2.56-0.76-2.56c0,0-0.54-0.01-0.62-0.67 c-0.05-0.4-0.07-1.12,1.06-1.13l12.14,0.29c1.62,0.04,3.35,0.07,4.68,2.45c1.01,1.82,0.56,8.97,0.08,9.91 c-0.23,0.46-0.56,1.4-1.98,1.91c-1.06,0.37-5.3,0.14-7.41-0.01C46.94,33.96,46.27,33.55,45.87,32.89z" style="fill:#E3F2FD;"/>
<linearGradient id="SVGID_8_" gradientTransform="matrix(1.4567 0.1565 0.1243 -1.1564 76.5874 290.9509)" gradientUnits="userSpaceOnUse" x1="-44.7995" x2="-34.349" y1="223.7044" y2="223.7044">
<stop offset="0.3652" style="stop-color:#90CAF9"/>
<stop offset="0.9874" style="stop-color:#42A5F5"/>
</linearGradient>
<path d="M49.83,31.38c-1.44-0.18-2.68-1.11-3.25-2.44c-0.57-1.31-1.25-2.82-1.51-3.04 c-0.47-0.41-2.3-0.34-2.52,0.08c-0.22,0.43-0.86,3.36-1.43,4.35c-2.26-5-1.55-8.96-1.55-8.96s2.5-0.01,3.39,0 c1.59,0.02,3.18,0.05,4.77,0.08c2.53,0.05,5.06-0.44,6.13,2.48c0.85,2.33,0.28,7.07-0.63,7.36C52.37,31.6,51.01,31.53,49.83,31.38z " style="fill:url(#SVGID_8_);"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9de_200d_2642.png"
} | Generate code for a svg of a man genie | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M54.6,8.2c0,0-1.2,1.7-3.5,1.7c-1.3,0-3-0.6-5-2.2c-2-1.7-2.86-2.58-5.3-3.4 c-2.17-0.73-5.05-0.52-6.7,1c-3.5,3.6-2,7-1.7,7.9c0,0,3.5,4.6,12.6,4.6c1.9,0,3.8-0.3,5.5-1.2C56.2,13.5,54.6,8.2,54.6,8.2z" style="fill:#2D2D2D;"/>
<path d="M54.6,8.2c0,0-1.2,1.7-3.5,1.7c-1.3,0-3-0.6-5-2.2c-2-1.7-2.86-2.58-5.3-3.4 c-2.17-0.73-5.05-0.52-6.7,1c-3.5,3.6-2,7-1.7,7.9c0,0,3.5,4.6,12.6,4.6c1.9,0,3.8-0.3,5.5-1.2C56.2,13.5,54.6,8.2,54.6,8.2z" style="fill:#0F3B7C;"/>
<radialGradient id="SVGID_1_" cx="42.192" cy="10.7324" gradientTransform="matrix(1 0 0 0.6598 0 3.6511)" gradientUnits="userSpaceOnUse" r="13.1134">
<stop offset="0.6107" style="stop-color:#00838F;stop-opacity:0"/>
<stop offset="1" style="stop-color:#00838F"/>
</radialGradient>
<path d="M54.6,8.2c0,0-1.2,1.7-3.5,1.7c-1.3,0-19,2.4-18.7,3.3c0,0,3.5,4.6,12.6,4.6 c1.9,0,3.8-0.3,5.5-1.2C56.2,13.5,54.6,8.2,54.6,8.2z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="42.7655" cy="12.1692" gradientTransform="matrix(0.8569 0.5154 -0.4948 0.8226 12.1398 -19.8843)" gradientUnits="userSpaceOnUse" r="8.2949">
<stop offset="0.6107" style="stop-color:#00838F;stop-opacity:0"/>
<stop offset="1" style="stop-color:#00838F"/>
</radialGradient>
<path d="M46.1,7.7c-2-1.7-2.86-2.58-5.3-3.4c-2.17-0.73-5.05-0.52-6.7,1c-3.5,3.6-2,7-1.7,7.9 C32.4,13.2,48.1,9.3,46.1,7.7z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="44.1525" cy="723.8969" gradientTransform="matrix(0.9998 0.0177 -0.0174 0.982 7.1718 -702.4861)" gradientUnits="userSpaceOnUse" r="5.9346">
<stop offset="0" style="stop-color:#FFEB3B"/>
<stop offset="1" style="stop-color:#FBAA19"/>
</radialGradient>
<path d="M35.7,6.5h0.4c2.2,0,3.9,1.8,3.8,4v0.4c0,2.2-1.8,3.9-4,3.8h-0.4c-2.2,0-3.9-1.8-3.9-4v-0.4 C31.7,8.2,33.5,6.4,35.7,6.5z" style="fill:url(#SVGID_3_);"/>
<circle cx="37.1" cy="9.4" r="1.2" style="fill:#FFFFFF;"/>
<radialGradient id="SVGID_4_" cx="32.9501" cy="113.0081" gradientUnits="userSpaceOnUse" r="61.232">
<stop offset="0" style="stop-color:#29B6F6"/>
<stop offset="1" style="stop-color:#0277BD"/>
</radialGradient>
<path d="M111.17,87.23c-1.61,1.17-13.65,3.19-6.15-1.04c4.93-2.78,7.47-12.01-3.68-14.8 C89.93,68.56,77.74,88.46,76,92.63c-4.13,9.89-9.85,18.2-21.58,24.17c-10.49,5.35-20.28,5.85-32.53-0.08 c-9.98-4.83-13.16-13.96-11.79-25.88c0.17-1.51,0.36-2.83,0.56-3.99c0.14-0.82,0.28-1.56,0.42-2.24c1.39-6.75,2.75-7.67,0.64-16.95 l18.23-2.03l3.12-0.35l25.61-2.86c0,6.72-0.77,11.82-10.54,21.28c-3.88,3.76-10.54,6.96-11.9,11.89c-0.45,1.65-0.75,3.41,0.72,5.6 c1.68,2.52,13.54,8.51,24.79-7.46c1.15-1.63,7.52-11.3,9.25-13.91c4.26-6.43,8.9-12.1,16-15.64C112,51.7,123.92,77.96,111.17,87.23z " style="fill:url(#SVGID_4_);"/>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 129.7795)" gradientUnits="userSpaceOnUse" x1="47.8866" x2="22.5485" y1="47.8666" y2="20.163">
<stop offset="0" style="stop-color:#005584;stop-opacity:0"/>
<stop offset="0.8412" style="stop-color:#005584"/>
</linearGradient>
<path d="M37.79,79.63c-3.48,3.22-7.56,5.71-11.37,8.54s-7.45,6.11-9.57,10.35s-2.46,9.63,0.15,13.59 c1.16,1.76,4.5,5.43,13.12,7.74c0,0-13.46-6.56-5.76-17.6c2.44-3.5,12.48-9.35,15.72-12.12s2.52-1.64,5.48-4.71 c3.37-3.49,7.68-8.67,9.43-13.19c1.23-3.18,2.97-8.37-2.41-8.37S40.87,76.79,37.79,79.63z" style="fill:url(#SVGID_5_);"/>
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 0 129.7795)" gradientUnits="userSpaceOnUse" x1="88.4855" x2="116.42" y1="41.1529" y2="41.1529">
<stop offset="0" style="stop-color:#54CCBE"/>
<stop offset="0.2344" style="stop-color:#45CABA"/>
<stop offset="0.6806" style="stop-color:#1FC4AE"/>
<stop offset="1" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M91.05,103.88c-0.61-0.2-1.31-0.42-1.49-0.78c-2.36-4.79-0.74-10.09,3.95-12.9 c1.65-0.98,4.67-1.87,6.88-2.51c0.53-0.15,1.02-0.3,1.45-0.43c6.59-2.02,10.95-5.1,12.95-9.16c0.94-1.91,1.14-3.36,1.13-4.78 c0.25,1.08,0.5,2.27,0.5,4.46c0,6.35-3.71,9.17-7.73,11.26c-2.2,1.15-4.47,1.58-6.87,2.03c-2.35,0.45-4.79,0.91-7.11,2.11 c-2.33,1.21-3.8,2.77-4.35,4.66c-0.52,1.76-0.24,3.8,0.82,6.09C91.13,103.91,91.09,103.9,91.05,103.88z" style="fill:url(#SVGID_6_);"/>
<linearGradient id="SVGID_7_" gradientTransform="matrix(1 0 0 -1 0 129.7795)" gradientUnits="userSpaceOnUse" x1="63.2689" x2="77.5687" y1="19.503" y2="56.9301">
<stop offset="0" style="stop-color:#00AB94"/>
<stop offset="0.7061" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M49.23,119.06c3.15-3.02,10.55-10.57,13.37-18.86c6.64-19.59,9.45-22.73,13.71-27.5l0.07-0.08 c4.77-5.57,10.3-9.01,16.02-10.62c-5.02,3.77-8.31,10.41-11.19,18.28c-2.86,7.84-6.11,16.74-12.89,26.01 C64.04,112.14,56.66,116.93,49.23,119.06z" style="fill:url(#SVGID_7_);"/>
<path d="M49.24,118.98C64,109,71,92,76.82,76.67c1.04-2.59,2.27-5.09,3.66-7.49c1.39-2.4,2.94-4.71,4.59-6.94 c0.86-1.15,1.84-2.23,2.91-3.22c1.09-0.97,2.28-1.85,3.56-2.58c2.58-1.44,5.53-2.26,8.49-2.29c2.97-0.02,5.9,0.75,8.49,2.12 c2.57,1.39,4.91,3.38,6.36,6.04c0.74,1.32,1.18,2.83,1.37,4.25c0.21,1.44,0.23,2.9,0.09,4.33c-0.32,2.86-1.28,5.63-2.9,7.99 c-0.81,1.17-1.82,2.22-2.87,3.11c-1.05,0.91-2.15,1.73-3.29,2.5c-2.28,1.52-4.68,2.92-7.29,3.71c1.26-0.52,2.43-1.21,3.55-1.96 c1.13-0.74,2.22-1.55,3.26-2.4c2.05-1.72,4.16-3.49,5.4-5.75c1.29-2.24,1.98-4.81,2.08-7.36c0.11-2.53-0.31-5.18-1.54-7.2 c-1.26-2.08-3.24-3.75-5.47-4.87s-4.74-1.68-7.21-1.63C97.59,57.07,95.16,57.77,93,59c-1.07,0.63-2.07,1.38-3.01,2.22 c-0.91,0.87-1.77,1.8-2.55,2.81c-1.6,2.11-3.1,4.32-4.47,6.6c-0.01,0.02-0.03,0.05-0.04,0.07c-1.94,3.24-3.49,6.71-4.75,10.27 c-5.26,14.93-12.97,27.91-27.06,37.11C50.54,118.46,49.93,118.83,49.24,118.98z" style="fill:#5CEAD6;"/>
<path d="M63.98,68.72l-6.28-0.11l-18.93-0.33l-1.24-0.03h-0.18l-2.04-0.04l-1.04-0.01l-1.22-0.02l-1.36-0.03 H31.2l-1.3-0.03l-1.21-0.02l-14.5-0.26l-4.09-0.07c1.22-6.53,4.09-9.41,7.27-11c2.73-1.37,5.69-1.79,8.01-2.75 c0.32-0.12,0.62-0.26,0.91-0.42c0.42-0.22,0.81-0.47,1.17-0.76c0.12-0.1,0.24-0.21,0.36-0.33c0.01,0,0.01,0,0.01,0 c0-0.01,0.01-0.02,0.01-0.02c1.04-1.02,1.7-2.49,1.77-4.77l11.74-0.62c-0.14,2.65,0.73,4.3,2.2,5.44c0.07,0.06,0.14,0.11,0.21,0.16 c0.17,0.12,0.35,0.24,0.53,0.35c0.45,0.26,0.93,0.5,1.45,0.72c0.31,0.12,0.62,0.24,0.95,0.35c0.27,0.1,0.55,0.19,0.84,0.27 c0.04,0.02,0.08,0.03,0.12,0.04c0.15,0.05,0.3,0.09,0.45,0.14c0.08,0.02,0.16,0.04,0.25,0.06c1.62,0.46,3.37,0.85,5.1,1.38 c0.25,0.08,0.52,0.17,0.81,0.27c0.62,0.2,1.24,0.44,1.85,0.7c0.21,0.1,0.4,0.18,0.57,0.26c0.06,0.02,0.12,0.05,0.18,0.08 C60.5,59.1,63.48,62.19,63.98,68.72z" style="fill:#039BE5;"/>
<path d="M46.87,87.3c-0.51,0.74-1.12,0.97-1.66,1 c-0.63,0.03-1.16-0.23-1.28-0.3c-0.01,0-0.01-0.01-0.02-0.01c0,0-11.78-7.36-9.64-19.79c0.78-4.57,3.45-9.83,9.28-15.66 c0.07,0.06,0.14,0.11,0.21,0.16c0.17,0.12,0.35,0.24,0.53,0.35c0.45,0.26,0.93,0.5,1.45,0.72c-0.28,0.34-0.96,1.14-1.78,2.2 c-3.15,3.99-5.66,8.04-6.43,12.28c-0.31,1.69-0.34,3.41-0.02,5.18c1.03,5.62,4.83,9.49,7.06,11.91 C45.51,86.27,46.87,87.28,46.87,87.3z" style="opacity:0.35;fill:#212121;enable-background:new ;"/>
<linearGradient id="SVGID_8_" gradientUnits="userSpaceOnUse" x1="37.1929" x2="58.4018" y1="71.13" y2="71.13">
<stop offset="0.0956" style="stop-color:#00AB94"/>
<stop offset="0.4488" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M56.58,73.51c-0.67,1.43-1.63,2.87-2.6,4.26c-0.17,0.24-0.33,0.48-0.5,0.72l-0.32,0.46 c-1.27,1.81-3.74,5.49-5.44,8.03l-1.25,1.86l-0.25,0.37c-0.25-0.21-0.59-0.52-1.01-0.91c-2.38-2.3-7.02-7.64-7.88-15.08 c0-0.01,0-0.01,0-0.02c-0.16-1.37-0.18-2.74-0.06-4.13c0.02-0.27,0.06-0.54,0.08-0.82c0.53-6.76,2.89-10.11,6.94-15.2 c0.45,0.26,0.93,0.5,1.45,0.72c0.31,0.12,0.62,0.24,0.95,0.35c0.27,0.1,5.03,1.36,6.76,1.89c0.25,0.08,3.35,1.28,3.4,1.3l0.01,0.01 C60.41,65.98,56.74,73.17,56.58,73.51z" style="fill:url(#SVGID_8_);"/>
<path d="M47.72,86.98l-1.25,1.86l-0.25,0.37l-0.3,0.44c-0.42-0.31-1.13-0.87-1.99-1.65 c-0.01,0-0.01-0.01-0.02-0.01c-3.6-3.26-9.8-10.36-8.6-19.78c0.6-4.67,3.01-9.89,8.45-15.51c0.17,0.12,0.35,0.24,0.53,0.35 c0.45,0.26,0.93,0.5,1.45,0.72c0.31,0.12,0.62,0.24,0.95,0.35c-0.34,0.41-0.87,1.06-1.49,1.85c-3.15,4-5.67,8.06-6.43,12.31 c-0.31,1.68-0.34,3.39-0.02,5.15c1.03,5.62,4.83,9.49,7.06,11.91C46.44,85.96,47.25,86.61,47.72,86.98z" style="fill:#FCB316;"/>
<path d="M33.05,68.18c-0.12,1.18-0.39,2.47-0.87,3.88 c-1.88,5.47-5.07,14.59-21.52,14.79c0.01-0.09,0.03-0.17,0.04-0.25c0.03-0.17,0.06-0.34,0.09-0.5c0.1-0.53,0.19-1.02,0.29-1.49 c0.42-0.48,1.03-0.87,1.89-0.94c10.99-1.15,14.41-6.8,16.12-11.8c0.45-1.31,0.7-2.56,0.81-3.75c0.09-0.87,0.1-1.71,0.05-2.49 c-0.08-1.53-0.37-2.86-0.69-3.93c-0.06-0.21-0.14-0.51-0.24-0.87c-0.58-2.15-1.37-4.39-1.68-5.05c-0.35-0.74-0.78-1.62-1.05-2.18 c0.42-0.22,0.81-0.47,1.17-0.76c0.12-0.1,0.24-0.21,0.36-0.33c0.01,0,0.01,0,0.01,0c0.01,0.01,0.03,0.02,0.04,0.04 c2.44,2.08,3.83,6.86,4.26,8.29c0.37,1.24,0.79,2.7,0.94,4.44C33.15,66.17,33.16,67.13,33.05,68.18z" style="opacity:0.35;fill:#212121;enable-background:new ;"/>
<linearGradient id="SVGID_9_" gradientUnits="userSpaceOnUse" x1="31.1996" x2="7.0546" y1="69.53" y2="69.53">
<stop offset="0.0956" style="stop-color:#00AB94"/>
<stop offset="0.4474" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M31.2,68.15c-0.03,0.28-0.07,0.57-0.1,0.86c-0.32,2.88-1.51,5.33-1.96,6.27 c-2.33,4.86-7.01,10-18.35,10.82c-1.04,0.08-2.13,0.12-3.29,0.12c-0.12-0.01-0.25-0.01-0.37-0.01c0.51-0.65,1.13-1.58,1.78-2.7h0.01 c1.04-1.79,2.19-4.07,3.1-6.42c0.72-1.86,1.3-3.78,1.57-5.53l0.02-0.14l0.03-0.16c0.18-1.16,0.35-2.3,0.55-3.42 c0.51-2.99,2.93-10.49,3.18-11.07c2.73-1.37,5.69-1.79,8.01-2.75c0.32-0.12,0.62-0.26,0.91-0.42c0.42-0.22,0.81-0.47,1.17-0.76 C28.88,54.97,31.78,62.58,31.2,68.15z" style="fill:url(#SVGID_9_);"/>
<path d="M31.69,68.15c-0.12,1.41-0.42,2.93-0.96,4.52C28.97,77.83,25.01,85.6,10.7,86.6 c-1.01,0.07-2.08,0.11-3.2,0.11c-0.29,0-0.57,0-0.86-0.01c0.19-0.21,1.62-2.03,2.27-3.19h0.01c0.55,0,1.44,0.11,2.85-0.01 c10.99-1.15,14.41-6.8,16.12-11.8c0.43-1.25,0.68-2.46,0.8-3.6c0.28-2.63-0.13-4.92-0.63-6.57c-0.06-0.21-0.14-0.51-0.24-0.87 c-0.58-2.15-1.37-4.39-1.68-5.05c-0.24-0.51-0.52-1.09-0.76-1.59c0.32-0.12,0.62-0.26,0.91-0.42c0.42-0.22,0.81-0.47,1.17-0.76 c0.12-0.1,0.24-0.21,0.36-0.33c0.01,0,0.01,0,0.01,0c0-0.01,0.01-0.02,0.01-0.02c0.01,0.02,0.02,0.04,0.03,0.06 c1.74,2.59,2.7,6.91,3.06,8.11C31.46,62.44,31.99,65.05,31.69,68.15z" style="fill:#FCB316;"/>
<path d="M56.58,73.51c-0.67,1.43-1.63,2.87-2.6,4.26 c-5.95-0.09-12.27-1.93-16-4.27l-0.65-0.28l-0.99-0.43c-1.64,0.55-4.2,1.55-7.2,2.49c-5.2,1.63-11.74,3.09-17.12,1.81 c0.72-1.86,1.3-3.78,1.57-5.53l0.02-0.14c2.37-1.75,12.59-2.45,13.01-2.45c0.13,0,1.93,0.02,4.48,0.04 c1.79,0.02,3.95,0.04,6.17,0.06C43.41,69.13,56.74,73.17,56.58,73.51z" style="opacity:0.35;fill:#212121;enable-background:new ;"/>
<path d="M63.07,63.87c0.38,0.45,2.66,2.58,2.64,4.76c-0.02,1.79-0.76,4.07-3.25,5.28 c-6.59,3.22-18.85,0.65-24.47-2.9c-6.99-4.4-11.74-6.99-11.74-6.99c-6.14,1.3-11.25-1.74-11.25-1.74s-6.67,1.28-7.78,1.25 c-1.75-0.04-2.18-2.4-0.73-2.9c2.86-0.99,9.7-5.02,12.36-4.87c1.45,0.08,16.13,2.9,20.35,4.1c1.36,0.39,9.53,1.85,9.53,1.85" style="fill:#4FC3F7;"/>
<path d="M39.49,59.94c0,0,12.81-4.24,15.7-3.6c7.22,1.6,10.66,7.25,10.77,8.28c-0.4,1.21-2.99,1.99-5.55,1.36 c-3.42-0.84-7.29-3.35-11.7-4.27C48.71,61.71,39.69,60.12,39.49,59.94z" style="fill:#4FC3F7;"/>
<path d="M65.96,64.62c-0.11,0.61-0.65,1.09-1.19,1.4c-0.55,0.32-1.16,0.51-1.78,0.64 c-1.25,0.22-2.56,0.18-3.83-0.28c-1.29-0.43-2.3-1.33-3.2-2.05c-0.89-0.76-1.68-1.29-2.53-1.32L53.09,63l-0.46,0 c-0.31,0-0.63,0.01-0.93,0c-0.62-0.02-1.23-0.05-1.84-0.12c-1.21-0.16-2.4-0.33-3.57-0.61c-2.34-0.55-4.66-1.21-6.8-2.34 c2.37,0.32,4.72,0.55,7.05,0.8c1.17,0.09,2.32,0.22,3.48,0.26c0.57,0.02,1.15,0.06,1.71,0.05c0.29,0.01,0.56-0.01,0.84-0.02 L53,61.01l0.56,0c0.75,0.06,1.5,0.32,2.1,0.69c0.61,0.37,1.11,0.79,1.55,1.2c0.87,0.84,1.64,1.56,2.57,2.04 c0.91,0.46,2.03,0.72,3.13,0.74c0.56,0.02,1.12-0.04,1.66-0.17C65.08,65.36,65.65,65.14,65.96,64.62z" style="fill:#0277BD;"/>
<path d="M36.73,70.23c-1.46,1.08-15.26,6.36-24.71,4.24c-2.19-0.49-5.15-1.1-5.84-3.69 c-0.84-3.18,2.91-7.44,2.91-7.44l5.9-1.04l3.51,1.32c1.06,0.4,2.18,0.58,3.31,0.55l4.43-0.14C26.24,64.02,37.25,70.23,36.73,70.23z" style="fill:#4FC3F7;"/>
<path d="M62.45,73.91c-2.87,1.63-6.32,2.06-9.61,2c-3.32-0.07-6.62-0.63-9.81-1.62 c-1.59-0.51-3.17-1.11-4.67-1.93c-0.77-0.42-1.45-0.85-2.14-1.28l-2.08-1.26c-2.75-1.71-5.56-3.37-8.34-5l0.62,0.09 c-1.01,0.17-2.03,0.3-3.05,0.28c-1.02-0.01-2.03-0.12-3.02-0.31c-0.99-0.19-1.97-0.45-2.9-0.82c-0.94-0.36-1.83-0.77-2.72-1.32 l0.36,0.06c-1.31,0.18-2.61,0.34-3.93,0.49l-1.97,0.19c-0.66,0.04-1.32,0.1-1.98,0.06c0.65-0.07,1.29-0.24,1.93-0.38l1.92-0.45 l3.83-0.92l0.16-0.04l0.21,0.1c0.8,0.4,1.71,0.73,2.6,0.98c0.9,0.25,1.81,0.45,2.73,0.56c0.92,0.12,1.84,0.16,2.76,0.11 c0.92-0.01,1.82-0.17,2.71-0.35l0.32-0.06l0.3,0.15c2.92,1.52,5.72,3.19,8.52,4.87l2.08,1.3c0.69,0.44,1.38,0.88,2.04,1.25 c1.36,0.74,2.81,1.38,4.3,1.92c1.5,0.52,3.03,0.96,4.59,1.33c1.56,0.34,3.14,0.63,4.73,0.8C56.09,75.02,59.36,75.02,62.45,73.91z" style="fill:#0277BD;"/>
<path d="M20.8,40.67c-1.06-0.23-2.92-0.81-4.21-2.16c-2.36-2.49-3.08-7.49-3.26-9.31 c1.31,0.12,4.28,0.58,5.81,2.39L20.8,40.67z" style="fill:#039BE5;"/>
<path d="M18.04,38.42c-0.14,1.64-0.96,3.01-2.2,3.03c-1.24,0.03-2.27-1.3-2.3-2.95 c-0.02-1.25,0.53-2.33,1.34-2.79l0.47,0.97c-0.41,0.28-0.76,0.95-0.74,1.81c0.02,1.14,0.65,1.92,1.21,1.91 c0.56-0.01,1.16-0.81,1.15-1.95c-0.01-0.94-0.14-1.23-0.38-1.75c-0.39-0.88,0.26-1.56,0.88-0.7C17.47,36,18.17,36.84,18.04,38.42z" style="fill:#FCB316;"/>
<path d="M51.28,31.59c1.53-1.82,4.5-2.27,5.81-2.39c-0.18,1.82-0.9,6.82-3.26,9.31 c-1.29,1.36-3.15,1.94-4.21,2.16L51.28,31.59z" style="fill:#039BE5;"/>
<path d="M33.68,52.13l1.22,0.08h1.62c9.01-0.6,15.04-8.94,15.23-22.14c0.19-13.13-7.9-19.75-16.23-19.87 s-16.62,6.25-16.81,19.38C18.51,42.8,25.13,51.44,33.68,52.13z" style="fill:#4FC3F7;"/>
<path d="M37.11,38.19c-0.05-0.02-0.1-0.03-0.15-0.04l-3.42-0.05c-0.05,0.01-0.1,0.02-0.16,0.04 c-0.31,0.12-0.49,0.44-0.35,0.78s0.81,1.31,2.18,1.33s2.07-0.93,2.22-1.27S37.41,38.32,37.11,38.19z" style="fill:#0277BD;"/>
<path d="M39.31,42.13c-1.55,0.89-6.6,0.82-8.12-0.12c-0.88-0.54-1.79,0.25-1.44,1.06 c0.35,0.79,3.08,2.67,5.46,2.7s5.13-1.76,5.5-2.54C41.08,42.43,40.2,41.62,39.31,42.13z" style="fill:#4E342E;"/>
<path d="M52.95,36c0.62-0.86,1.27-0.18,0.88,0.7c-0.24,0.52-0.37,0.81-0.38,1.75 c-0.01,1.14,0.59,1.94,1.15,1.95s1.19-0.77,1.21-1.91c0.02-0.86-0.33-1.53-0.74-1.81l0.47-0.97c0.81,0.46,1.36,1.54,1.34,2.79 c-0.03,1.65-1.06,2.98-2.3,2.95c-1.24-0.02-2.06-1.39-2.2-3.03C52.25,36.84,52.95,36,52.95,36z" style="fill:#FCB316;"/>
<g>
<circle cx="27.29" cy="33.6" r="2.38" style="fill:#212121;"/>
<circle cx="43.17" cy="33.6" r="2.38" style="fill:#212121;"/>
</g>
<linearGradient id="SVGID_10_" gradientTransform="matrix(1 0 0 -1 0 129.7795)" gradientUnits="userSpaceOnUse" x1="106.0931" x2="102.1031" y1="18.7385" y2="6.9985">
<stop offset="0" style="stop-color:#00AB94"/>
<stop offset="0.5785" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M116.24,113.57c-5.58-0.89-5.1-2.6-5.63-4.19l-5.33-1.56c-1.22,1.05-2.38,3.23-6.97,0.99 c-1.41-0.69-6.17-4.72-6.17-4.72l-3.59-0.91c0.46,0.42,4.37,5.45,7.7,9.66c4.16,5.27,6.65,6.25,8.48,6.78 c2.74,0.8,5.92,0.4,5.92,0.4s5.34,0.58,9-0.76c3.8-1.39,5.53-4.9,5.53-4.9S118.76,113.81,116.24,113.57z M119.05,117.63 c-1.38,0.5-3.06,0.7-4.54,0.76c1.28-0.93,2.13-2.06,2.66-2.98c1.02,0.09,2.51,0.23,4.71,0.42 C121.16,116.52,120.22,117.21,119.05,117.63z" style="fill:url(#SVGID_10_);"/>
<radialGradient id="SVGID_11_" cx="110.2044" cy="17.194" gradientTransform="matrix(0.9726 -0.2326 -0.2175 -0.9094 6.1709 155.5807)" gradientUnits="userSpaceOnUse" r="8.6992">
<stop offset="0.2716" style="stop-color:#FEBC12"/>
<stop offset="0.4999" style="stop-color:#FEA709"/>
<stop offset="0.809" style="stop-color:#FF9000"/>
</radialGradient>
<path d="M121.88,115.84c-0.72,0.69-1.66,1.37-2.83,1.8c-1.38,0.5-3.06,0.7-4.54,0.76 c1.08-0.79,2.13-2.16,2.66-2.98c-3,0.16-6.87-0.14-10.79-1.29c-7.36-2.16-13.58-8.93-14.64-10.14l-3.19-0.81 c0.46,0.42,4.37,5.45,7.7,9.66c2.81,3.55,4.85,5.15,6.45,5.98c-3.41-0.11-5.44,1.97-5.44,1.97l13.17,3.86c0,0-0.59-2.87-3.56-4.62 c2.03,0.22,3.78,0,3.78,0s5.34,0.58,9-0.76c3.8-1.39,5.53-4.9,5.53-4.9L121.88,115.84L121.88,115.84z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="106.6601" cy="28.7624" gradientTransform="matrix(0.9596 0.2812 0.2812 -0.9596 -0.3884 99.3682)" gradientUnits="userSpaceOnUse" r="3.7747">
<stop offset="0" style="stop-color:#FEBC12"/>
<stop offset="1" style="stop-color:#FF8F00"/>
</radialGradient>
<path d="M108.34,104.94l-3.27,3.12l5.65,1.66l-1.5-4.48l1.16-0.95c0.33-0.27,0.5-0.68,0.46-1.1 l-0.21-2.42c-0.04-0.48-0.64-0.68-0.96-0.31l-1.61,1.85c-0.31,0.35-0.4,0.85-0.23,1.29C107.83,103.6,108.34,104.94,108.34,104.94z" style="fill:url(#SVGID_12_);"/>
<radialGradient id="SVGID_13_" cx="106.6134" cy="8.4024" gradientTransform="matrix(0.9596 0.2812 0.2812 -0.9596 -0.3884 99.3682)" gradientUnits="userSpaceOnUse" r="4.3859">
<stop offset="0" style="stop-color:#FEF59F"/>
<stop offset="0.9044" style="stop-color:#FAC537"/>
<stop offset="1" style="stop-color:#F9BF2C"/>
</radialGradient>
<polygon points="110.04,123.59 98.19,120.11 99.67,119.33 109.18,122.12 " style="fill:url(#SVGID_13_);"/>
<g>
<path d="M30.8,29.8c-0.3,0.3-0.8,0.1-1.2-0.1c-1-0.4-1.8-0.7-2.9-0.8c-0.8,0-2,0.1-2.9,0.4 c-0.8,0.2-0.3-1,0.7-1.7c0.7-0.5,1.4-0.7,2.9-0.7c1.3,0,2.7,0.5,3.4,1C31.3,28.5,31.3,29.4,30.8,29.8z" style="fill:#01579B;"/>
<path d="M39.7,29.8c0.3,0.3,0.8,0.1,1.2-0.1c1-0.4,1.8-0.7,2.9-0.8c0.8,0,2,0.1,2.9,0.4 c0.8,0.2,0.3-1-0.7-1.7c-0.7-0.5-1.4-0.7-2.9-0.7c-1.3,0-2.7,0.5-3.4,1C39.2,28.5,39.2,29.4,39.7,29.8z" style="fill:#01579B;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a blue coffee cup icon featuring a heart-shaped handle, filled with cappuccino. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 511.997 511.997" style="enable-background:new 0 0 511.997 511.997;" xml:space="preserve">
<path style="fill:#6FBBDC;" d="M345.15,422.422H76.093c-32.778,0-59.35-26.57-59.35-59.348V145.773h387.755v217.3
C404.498,395.852,377.927,422.422,345.15,422.422z"/>
<path style="fill:#FFCAAB;" d="M389.156,145.772c-3.119-50.645-45.16-90.758-96.588-90.758c-21.719,0-41.768,7.153-57.918,19.233
c-20.119-30.347-54.566-50.369-93.705-50.369c-62.057,0-112.364,50.307-112.364,112.362c0,3.215,0.167,6.388,0.432,9.532H389.156z"
/>
<path style="fill:#AFE1ED;" d="M356.234,461.685c0,14.542-3.084,26.438-17.626,26.438H88.61c-14.542,0-17.626-11.898-17.626-26.438
v-13.088c0-14.542,3.084-26.438,17.626-26.438h249.998c14.542,0,17.626,11.898,17.626,26.438V461.685z"/>
<path d="M495.257,150.152h-74.015v-4.378c0-9.246-7.498-16.743-16.743-16.743h-0.718c-10.605-51.994-56.723-90.758-111.214-90.758
c-19.089,0-37.453,4.656-53.922,13.584c-24.382-28.258-59.844-44.721-97.7-44.721c-69.002,0-125.533,54.414-128.94,122.586
C5.067,131.766,0,138.174,0,145.772v217.3c0,0.124,0.008,0.244,0.01,0.368c0,0.064-0.01,0.124-0.01,0.186
c0,0.189,0.022,0.373,0.028,0.559c0.496,34.22,23.683,63.028,55.164,72.036c-0.606,3.68-0.951,7.776-0.951,12.372v13.088
c0,38.973,24.035,43.181,34.369,43.181h249.998c10.334,0,34.367-4.208,34.367-43.181v-13.088c0-5.381-0.472-10.078-1.289-14.213
c27.998-10.454,48.227-36.946,49.475-68.244h74.092c9.246,0,16.743-7.498,16.743-16.743V166.892
C512,157.648,504.502,150.152,495.257,150.152z M140.946,40.621c32.139,0,61.952,16.028,79.75,42.878
c2.545,3.839,6.558,6.46,11.096,7.246c4.537,0.78,9.2-0.333,12.887-3.091c13.904-10.401,30.464-15.898,47.887-15.898
c36.038,0,66.891,24.042,76.744,57.272H45.594C49.294,79.661,90.648,40.621,140.946,40.621z M339.491,461.685
c0,5.48-0.556,8.34-0.958,9.694H88.686c-0.404-1.354-0.958-4.214-0.958-9.694v-13.088c0-5.169,0.492-7.988,0.887-9.43h249.99
c0.393,1.442,0.887,4.261,0.887,9.43v13.088H339.491z M387.755,363.074c0,23.492-19.112,42.607-42.605,42.607h-2.038
c-1.669-0.196-3.196-0.265-4.504-0.265H88.61c-1.308,0-2.835,0.069-4.504,0.265h-8.013c-17.336,0-32.276-10.414-38.923-25.309
h221.965c9.246,0,16.743-7.498,16.743-16.743c0-9.246-7.498-16.743-16.743-16.743H33.486v-184.37h354.269V363.074z M478.514,332.653
h-57.272V183.638h57.272V332.653z"/>
<path d="M309.362,380.368c-1.088,0-2.195-0.1-3.265-0.316c-1.07-0.216-2.128-0.536-3.131-0.954c-1.021-0.419-1.992-0.938-2.897-1.54
c-0.921-0.619-1.775-1.323-2.545-2.093s-1.473-1.624-2.076-2.545c-0.601-0.904-1.122-1.875-1.54-2.882
c-0.419-1.02-0.735-2.074-0.954-3.129c-0.218-1.088-0.333-2.195-0.333-3.283c0-1.087,0.116-2.193,0.333-3.263
c0.219-1.073,0.536-2.128,0.954-3.131c0.419-1.021,0.939-1.992,1.54-2.897c0.603-0.921,1.306-1.775,2.076-2.545
s1.624-1.473,2.545-2.076c0.904-0.603,1.875-1.122,2.897-1.54c1.005-0.419,2.059-0.737,3.131-0.954c2.16-0.435,4.387-0.435,6.547,0
c1.055,0.218,2.11,0.536,3.131,0.954c1.005,0.419,1.976,0.938,2.88,1.54c0.921,0.603,1.775,1.306,2.545,2.076
s1.473,1.624,2.093,2.545c0.603,0.904,1.122,1.875,1.54,2.897c0.419,1.005,0.737,2.058,0.954,3.131
c0.218,1.072,0.318,2.177,0.318,3.263c0,4.422-1.792,8.725-4.907,11.837c-0.77,0.77-1.624,1.473-2.545,2.093
c-0.904,0.603-1.875,1.122-2.88,1.54c-1.021,0.419-2.076,0.737-3.131,0.954C311.553,380.267,310.448,380.368,309.362,380.368z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAbxpJREFUeNrsvXmQG/d59/kAmPvEzPAanqBIStQ9kkzJlmNrlMNO9nViStm3NnmjjUZVu7WVN9kVtaXyvrtbWdGV95+4UiVp382rN+8mSyqvFV+xSMlRfIcj2ZJ1vBIp2jpIiiRIDjkXZwZz4QZ6f0+jG+huNDDdQDfQGHw/rCbuq9GD5/ucPyIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGPFhFwAAgLN886VXguJkRBL/iW2U/8udlx5QzzOSRCFxXUiS8pf5PrnbxX9ZicLiTFjK30YRceZ9vpy7jcRtUvjP/vChMPY6gAAAAIAa8J3vfV828sIsi42Cwig/IIy0cp1i5CWpYOyV/3LGXNKKgJzJz9+mFwHa+0uayzrBkLv+lDhlQfC+OD0lbj516JGHIQwABAAAAFTKd1+Rjf2obNwlekCcCs+dQqQx4qpfL+muMxEChWiAzugT6Yx5QSSUEQH5SIHyONILAibCQkBsr4ptXAiCcXybAAIAAABK8OIrPxhRDP6duVMpZLyPZDgjGcSAmRDIe+4lDHtFIsD0Nin/fCYcVwTBcUQIIAAAAKCpOfbPP2AP/6DY2Lsf9Wm8e1OjTwVvW3ebpL+PZOL5k9ZDL5MSsCQCSkQFLIgAFY4OPA8xAAEAAADNZPRHfDkv/1FS8vZFP4q+YssvmYkCrXHXCQR9RMA0GrCWCCgSBLlnyEp6kVHuMRZhMfCsIgYiOEIgAAAAYF0ZfTb4vpy3H8r/CPq0P4rlfxYlgxqQTMWApDH0BUOtva5aEWAWJSiOCliKAhhh489pgmeFEDiFowYCAAAAGtPov/KDkPilY4P/uM/E6PsKZyz/IGpq/gqCQNvepxECUplogLZA0MyAl/TwyUYqQJJIqnz3jStC4DiOJAgAAABoCF585ftj4ifuyz5h/NUfOp/B6Pt8JX4QfeUsv0kawCAG9KF+vdEvNuoaEVAil68KiKz6XJr7ZeR5AdKaRYVVEhbbV4UQOIojCwIAAAA8x3df+T57+GM+2dv3BfMGX2v4NZ6+Xhj4yv44SiZqQDJ2AGg8f50QsNDbrxUBbNBTGTbuYstK8uWMkvTPqga/PrAQeAzthBAAAADgCf7xn77PlfuPil80Nv7CoPt0xt3M8GuNvtHzXyMAYBIJ0Bfc6VIAhsI/owhIZtjYZ5VNnM9mqX723TIsAJ5AjQAEAAAA1IXvfE8Yfh89JVfzK4bepxh61b6r1xkNv6+Ewff5yscAJMlcEEhmQsA45U9s8VRGbFmKpzOUSGcb/St4hnKpAXQNQAAAAID7fPt7/8ye/lPC0w8ZDb3PxOs3M/x6o++z/KNo7POnIq9fLwTYq19NpsWWkY3/OoSN/2MoFIQAAAAA1/jWy8Lw5zz+UD7Mb8n4F4r+jHl/c+9/DRFQFAXQh/pTaYlWkilaiqfXg5dvleOKEEA0AAIAAACc4ZsvvzIqTPVT4uyo31ds0FUx4DOG/NXLGq/faPh9RWkAX1FqQDK6+VQ8858L9paFwZ+PJpvJ6CMaAAEAAADO842XXgmJkyPCwI/6jAbfhvEvXGcsDixc8K3x42g+AVCimDD286tJ2fhnGqB6r0YcpVyRIKIBEAAAAGCdF46/Eszl+OmQFYNf0vibeP3alkCfz/BjaKMLYFEY/Dlh+Dm/D0zhDoGHsMYABAAAAFji68f+6ZAw8mz8g1qDXxz69+WuU37JTIWBifH3aTx+M6PvKzcSUBh+DvFPLycomcniy1qbiCICxrErIAAAAMCU/3Lsn0YkiY74/TTiN/HsLUUCjNcrFt5v4vXrCwJ9a/4gsuGfWoLhr5DHMEUQAgAAAHQ8/+L3hKfvO6RU95saeb9v7dC/VeOvLwjUG36zLoD5aIoml+KUTMPwV8lRIQIew26AAAAAADr63e/xIJ8jwjSHVOPs95Xx+E0NvUYkaNv/SkQIjLdrDb92YaCVeJrCC1EYfogACAAAAHCSI9/93tPiB+iQ1kD7TQy7Lt+/lve/ZnrAKBI0hl+5jg1+eD5KywkU97nEOOXqAtAhAAEAAGgm/u4fXx7x5Vr7RvwWvPyi8L/hvJ+KQ/8l0wIG46+9zIvtzKwk6NpiHF+S+3CHwIMQARAAAIAm4W+/8zJ7/E+bevRkJfxv/jjjff3Gan+OLpgYfzUCsCK8ffb6Ewj3QwQ0ES3YBQAAt/l/v/1SUBjmI+LsQV8pz6PETF6fpmVPV6RnqOY35vWLW/+KjT97/Wz4I7EUvqTaMyI2PiYewq5ABAAAsA75z99+iUP+x9SFe4x5/ELe33r4v1ykwF+mUFD72mz02fizCAB1BYWBdcKPXQAAcIu/+dZLY5JEJ8XZkNH18JFxKZ6CV2Lu7ftKRwHIMNq3zEg/Htd7JRKj89dXYfy9wdgzX3/xCHYDBAAAYJ3w3DePH5HkYr9iE+8zMc7mqQFfmduM1/tMBIbe+4+nsnRuZoVmlhP4grwnAsawG2oLUgAAAEf5j984HhS/LCfEj8uI32ohn1KkZ6ziL9UWWCptUC78vxBL0kQk3hBef2dbi7z1dLRSi99Pna0BahdbbtlhSV6EyC/Ot/mzFE37dNfzp1vkmgZxZiWZlj/vYjzTKIfPgxgbDAEAAGhA/p9/ODYiDO4xYXNDpVr8TMf86q4vnf8v1zbo1wgM43NeXojJo3w9aezbW2mot5N6O9qor7OdBnraZWOubiRlKWfblfP8Lyv/nzP4ksb4q+dJfx1f5ujHajIjtiwtJTJi82THA3cE3IUFhCAAAAANxH/4h2OjSrFf0G/i9ec8d/NBPv5yBYBaA699zpLRhMLj2dnnXH8s5R0PuLUlQMMDvTTY2yUbfvb0tQZfEkY+Z9uzeiGgMfzG+8jnKSvfnjP+pLtPQRCQTiDIQiCeoYWERNGUZyIjaA+sEWgDBABUzf/9wrExyrV02fY2THP7vhL38pV6rP4cb2z0L83HPLF4Dxv9rUN9wvD30ZbB3oJh13jy8ocWpyxgJM3l3M7IGW9SzrLEkfJXEOVvVG7n/9Szueejwv3y9yHqa/dTb5uPtok7JDISLcSzdD0qxEC6rmKA2wOfFhs6AxABAAB4mWe//iIv3/t0+WE+JfL+VnL5JR7vL+H18/loUhj/hfq3+G3bEKRdmwdpeLC/2KMXl7NF4fusxnuXTG43pAE03ryVNID2fvrbSXc5IUTTdJToekyiTP12IY8LPo6/MAgAAIAH4fYt8SMyZp6Lr0wAWH18KQEQiaXp6mKsbvukTXj7oeENdOP2zdTV3iaMeMGY6wy9Gs6XTw2X8wV9fDlbMg1QLA7sCABtmkB///x5cTonduU1IQYStc+ioB7AZZACAABUbPzFyZiX3tNCLFW3Wf5tLS10084tdOOOLXLIXzbcHIqXfJrovVTwveQr1JC8TxPMl/LR/4KrVpwGyD2LL/+c8nlf7j65x+eTAIUH5B9DZMgpFE7yd8+9o6EOSd6WkhJNRn20nKqZ3xikXFrpQfy1IQIAAPCg8a/Ug3c6BbDExn+p9sa/rbWF9u/aSvt3DsuGP5st9vgLUYDcKXvxLA/EncumAYq7AYo9fd11lFUceEMHAWU11xV7/Pk6hPz5wn30EQGiZSEEwisBStautOKJQ488/Az+6iAAAAAe8/wrNeD666sTAHOrSbq+Wvs2v73bt9Ade3dSd0d7kcHOFflli8L40lppAF03gGTyOL0YMKYGyKyFkDShfkl/v2IBQEU1AmpngVYQXI/7aCIaqEWNAFIBLoEUAACgYuNfQFrTn1j7Hpr7SsZOAOXRmidRz7Lhn6ux8R/s76H7btlHmzXFfUSaUL8kmYbTC+9cuU4J2Re5ZdrHqKkC3c2ax5pH+pU7K50FSqpA/56Mr7eWr6i/01C7RMG2FE1G/TSTCLi5uzkVwF0BWDTIYTAKGABQpfE3N/Zm10jl7iuVfzLJ5PrFeLrmxv/u/TfQQw/cR8MbBuQIRT6coVnZwOcrLFWYi1IoSxHn5xMXDGthLLIv/0+13SVtcV5AWHjDZe7jM3ZX+uwFhQPi7tu7MnRjb5ra/K6GAg6K428Uf4WIAAAAPGT88065wcUv5fGbXZ/zTtc2PqqM4PsuJdI1nek/1N9LD9xzGw329eTz4aQU+cmfQElJ5G9j4y9JJrpGU4ZXwhsvKgLMG+fyhYD8oEwqSdlMmrLZjJx6yGZSutCKml7w+wOacL/yfvOKwG8rQtDTkqWb+7I0GQu4GQ3gY3A3/hqdAzUAAICqPX+zUb758b1F8/lN6gFIUzyou15zX83zriQyNLtSO+N/067tdP+d+5Xqfm2+XhhYXfte7rKcdVfz/ro6ACoUAqpFgVl9oWChEFAyrRvIPzaToXQiRmlh8DOpuNhSytQ/p62EKgz0aQx9TUCBSMpPl1Zb3KoN+OqhRx4+jL9KCAAAgPvGn3OvhyzYiDXH8lpZzCcnJMqvIZBIC0+zRtX+7a2t9Nm7bhECYFvBwGun+CmGOitpC/iU67KFyv/C/Y3Gvbjwr6hQUHM5GV2mlDD6vLGnXz/L4dNFFYwksz46v9JCsYzjJoYLAndjTLAzIAUAAChl/MesGH/S+YXWPIty9yt1G3vRKeFWTtco7N/e1koPPXi/HPrPqv36LELUqXmaKbzaHnyde2XFC/YZPrjRmEZXKCEMfyK2IkcRPIFU/oNxPcCNvSmaiLbQXNLRUjMuCHxKbE/gLxQRAACAe8b/iJ0fEu0iPX6yPgug3NK/2sgBmxwe8pOV3O872zjQTw//xmfl4T5Zjaeu9+azOs+/cD6rC+/rHkP6yIHOw9dcnxQefjQyR3Fh+KVspqGPpcl4QK4NcJjdaAtEBAAA4LzxH7Fj/M1ceMm0QF1tRCvl+WsLAQttdbm6N4lmVpI1Mf7bNm2gL33+PnnAjySt0ZpQwb4p99jo8gJFlxYoGVtdN8fTcEdGjghwXYCDcBQAiwUhAgAAcNj4n6BcqNUWRbP5Sw32oVLDfkpPFIzEUvJa9m6zf/cO+q1P35U31rlpfYVFeSSNl5+VtAN+1MsV1ACI0xXh7S/NTdU3r+8ynApwWAQgCoAIAADAIeOvzl4PVvJ4fe5eHwYwG+wjabx9n2m8IPcfG/6aGP/QdvqNe0cKUQZ1pC5pRuKqC/RoPrD+smQrTrC6OEeLs5NyJf96Z6iN6xfSTooARAGqBIOAAAAqxyi3FntVSEbDJ0lae2pqHZUR9fk59OodkpksLcZTrn9wbvN78MAdBQ8/a5Kf1xp6dTwuSZoPLGk+i2TyOfOfkOKrSzQdPkNz1y41hfHXioBd3Wmnnm5MEa0AAgAAUIX3z+1+o1Vbfs15icwnAkoag1/ucWlhdBei7ht/rvIf/dRthrC8ifHXnaf8wjr5KEDe8Jt8OOUq7t2/PnGBpoTx5wK/ZsRhEXAIf70QAACAyo3/mBM/pJLW0pkYdEkqIQY0BlT7uIgw/m4X/bHx/9LnDuSNvTy8R40A5Cv4NWKANKea8yQZ7H1+xb68PJCL+y6fOUkrketNf8w5KAIex18wBAAAoDLjzyH/p516Pkm3GWL8GiFQav6/pBjP5URajgC4CVf5/6tfu4faeLpfUZFetlC8p7mNdFvB2KtSRhv+V//PCK+fPX7eOAIACiIgVxdQFUFFwAIIAACADeNfVdFfmTBAkfdvGiuQqKigjklkshRLuW8o/5v776bWQKBoKl9WkgoV/WoHAJUbzUuFpXbzHzp3PhFdpStnTtHq4jwOOBM4CtDbUrXQQxQAAgAAYBP2/EecfEL7aQDt7RKlMxKtJNKuf/Bfu3M/DfR1KwN7NIZeG/InzXmzFj5NLUCRQBCvsTBzlS4L459KJnCkleGGnlS1KwmOKJEsAAEAALDg/Y+RxaV9KxEBa6cBJN39GI74ryTT5Pasnz3bN8ubMeSvC/dnC9GAol5/Y1pAnu6nfsRcemDq0lmanbiIA80CvKTwnp6qRR+iABAAAAALxt/RvH+JMECx90+lWgFznnQsmaGMy3n/ns4OOrD/Br23rhEChaK/rK4A0GyxH9X4q6v/5VboS1P4o/doaW4aB5oNOgMSDXdWlfY5iL0IAQAAWBtn8/6mEQBtVb+2Sr64GJA37vfnzW0+c9vewpK+mil9WU3/f1bZCvMASqzUR1md8c+kU3T5zPuUWEdjfGsJjwyuoh4AxYAQAACANbz/w+Rw3r9cFMBo6PVRgNyd2OuPp2sw6W/nMG0a6NMU9WkW79G1/GUVAZMtWvBHFwXIUt74c0//+V++DeNfJVwUGKh8QP2XsQftgbUAAGge4z9KuTn/NflhKbXqn3bmPxNPZV3v9+/uaKff/vTt1N7aKr82Ke+BlPel/hT6TH4RtZGMfGRDuZLFQWJ1hS6fPS2H/0H1VLl64MChRx6OYC8iAgAAKBh/teWvJph5/GbXJdLZmqzwd98tN1Cb0vJn7O/PV/+btPppOwPUtABphgbB+DsPpwK4JqBCUAsAAQAAMMALp4Rq+oqFtXwLV2hqAXjQj9tFf8y2DUHa2N+Tr+AnQ/6ftGIgm83XAGSz2g4ATaGfch3n/Cfl4T4w/k6zo6vilBDSADbAaoAArH/vn3P+NZ+ZLpld4SNlmV2iVA2K/piRvTtyaw+qg4c4/cCrEyoLFsrGPZ8KUN6ojwyLFenbGTPC6F8Rnj9y/u7Q05KlYGuWIinbPuoo9h4iAACAAkfq9cL5aX+aYT9SDY0/e/+d7a26an7KFvf0k8Hb11X/Z7OFKIHyuKnwWRh/l9leWRSAuwGQBoAAAADUrOrfaihA4lX+amP82Ym/eefmQs5e18uvhP6z2bxRz5J2KJB2HoCmQ0A8fnbiAq0szuHgchmeDljhWgEPYO9BAADQ7MY/RB6YkKadC5DJSlSDmr/cj5tPor6ujkLuXxnfaxQC+Zn+2t5/zUaa+y3OT1Nk9hoOrhpR4XAgRAAgAABoenjaX9AT70SOsktUI9tPE7PzdP+tezSGP6sXAgavvlgQaDsBcvdJxuN0/WoYR5X3owAhRfwCCAAAmtL7H/WSJyTV8LVS6QwFu9ppsK9LZ8jJMM+fdFP9cobebFPvM3UJFf/1YFNHRVGAUew5CAAAmtn7b0rCU7P0+Tv26gr3KGsmBLKFPv9s4TbjxtcvTF+hJIr+6gLPBKhgRDDqACyANkAA1p/3P0b1LvyrE7FEkmLxuFz9z4Zb7ebjdj+fpPT9aab9Fbr9pJKRimQsKi/tC+rHYHuGltO2zBUiAIgAANB0xp9z/k816+c/d2WSfn3kxqJWPjJZ1KdU6x8Z0gPXr2JZ33rDdQA21whAHQAiAAA0HTzwx/SHb2k1RulMRs6RL0Vj8nWd7W3UJbaWQID6ujsb3vvn4r87dm/LGfC8+095r98ndyPI4QCSSFkLQNLcQTvvR2yL169RMh7FUeUBeDDQXNKWz8pRsDD2HAQAAM3i/T+uGsO5pRWaX1yWjT0bf0ueVl8PbR4Miq1fFgeN5v1/+uZQbvCPpEz+k0f++fJCQFIWJsoN+8tdIQsFjUpQNUA2m6bl+RkcWB6BiwErEADHsecgAABY1/zy7Z+F3jg3deyja/PBidk52eDv2TJI7QGijb2d1CJs2/zK2iKARQNvH4YnZBGwb/twQ0QGVO//dw7szxX9+QoevZkQkG/yGZdDlZQoQY7I9ARlMxkcXB6BiwG5LTCZtZwLQCEgBAAA69rws9fPYf+nNve2U3pjN/3O7Tto62Cv6f1/dXmGzk8v0DufXKVYsnxL2/T8oryFhjfKQqC1JeDZ/cDeP7N364bCcr2q0dcIAbbuUv4MKWsEGGSAuJhJJWl1cR4HmMfgboC5pGUBMII9Vh4fdgEADWv8x6iKYT/vfHKNfvT+eUuRAY4C3LFnlyejAVzTMH7yA7p5x2b6H377M7m8vmz4cz9vOQ2Qi/1rf/B8PkM7gObWyPQVii4t4CDzGLw40IUVW37r7kOPPBzGnkMEAID1YvhHFMM/Ws3zHNi7Vd5YBLz24aWyEQFOKbz14Tm675Z9nhMBV2fnZRGwh71/ddU/2cmXZCMvqdWAyqp/ytJ/RWsUkFwW6KN0Ognj71G4ENAmIUIhYEnQBghA4xj+oNjY8J8kB/ucv3DnHvq3XzxQMm2g9bRZBPCpl7g4mSvU2zs8VGjrI3Wxn8ICP6SuSmi4Xr2/MjCYluencbB5GJtDgUaxxyAAAGh04z/Gto5y+X7HYePPIoALB62IAK8wv7QiFwB2trWKz9CXq/GTJJ0QkJS1iIvFgEEQiC2dTFJsOYIDzsP02IsC9GOPQQAA0KiGf0RsJ8TZI+Tywj6dbS1CBHxKTguUg9MB5yamPLF/JmZyy/Lu2TqkGHrV8BuEgJTNRwVIY/CNS/9GsczveosAoBCwDKgBAMCbhl+d6Heo1q/95QP76er8Ml0TWym46n77xsG6zwqYXliUT7cJ718N8TM+Ugf9+Ch/pTwcyKev95O0pX8+iq0s4uDzOJ0BWxGAEPYYIgAANJLx51X8XAv3W4sEHJBPy6G23tXN+M8v5usR9mwZyof0C+F9ZSEgY1RAjQxoxwCLLbYSEdeh79/r8EhgngcAAQABAMB6MvwhJdx/jFwO91sRAY89eFfZ+/DgHc6/108AFHL1wZ4OfQpAnQWgzfNrxYBGEKjLAyeiKzgIG4R2G5ZLmZAJIAAA8KzxP6x4/aNeeU97tgzQ52/ZtaYIqJsAWCiE6we6O3LGPl/0p/fujQv8aAUBb9lMmpIxCIBGwWYhIOoASoAaAADqa/jZ4HOBX8iL749bBMtNDeQivH3bt9T8fXEhYiH8P6gU+JEy0l+Z9KeZ+S/lM/2+3BoA6mgA5dpEbBUHYwMRwAg7RAAAaGDDzz39HOo/QR7OU3IqoFwUgFMAVhcacsv7z6X9JU3/vzbkLxnaAbNFSwXz1UkIgIaiKyBhJ0AAANCQxp+L+zjcf7AR3i9HAQZ7Oi0Z41rBqxyq7Nk8oAv1S6abVgxk84JA3jJpSsUhABorAoBWQAgAABrL8Ks9/RXP768X5WYDaI1xreAVCwsRADX8r8n5UxkxoB0IJC6nkjEcnA1Gp70IAIoAS4AaAADcN/z5Ffsa9TN87uZdJdcL0BrjWmBMOXS0tshevbrCn3HMv8+Q7y/UBuSqA9KJOA5SgAgAAMBx4z9Kudn9TzXy5+BagNt2bip5ey3bAZeiegEwPNAje/X5Sn/Klqn8116fu186CQEAEAEAADjr9XN1/8H18pkO7NkmLyFcyiuv1VTApdWoybWFKYAF355yHQGSfhlg3SKAQgRk0ikcsI0oSgMSxTJoB0AEAABvGf8xaqAiP6vwXIBSxYBGr9xNlo1dB5phP8W5fypZ/Md3zaaSOGAb1XuF7UcEAAAPGf6Q4vWPrtfPyGkArgUwIhcC1mgegFFsqO19nOyXNO59Ue5fSf4XlgGQKJ1K4MAFiAAAAKoy/ofJY5P83ODAnq11jwCoA4AMQQCNZ68u96uZ/U/K9YZ6AJ4ACAAiAACASgw/G3xu62uKXuOtg71yQaCxG4CNMhcCul0HMG/ScVAI/ee8fEnx7/Pevs+n3KzvD5CvzmDxHwABAACwZ/jrtlxvveE0gFkxYC0LAQ0SQBEBJBf9+ZR2QL0YKFzK5QZyUYNMGjUAoHlBCgCAyrz+k81o/Jk9mwdNr69FGsBs7HC+tc9YAEjZ/HWFQkHStwSChiVqvQNgHHsLEQAAnPD611VrX0UCYMuA6fW1KARMmYTspyKrtHtTfz6671P/k/Qtf/roAFEW7X8NTQb6DREAAGpk/Nnor7vWvkrgVkCzdsBaTwRUiSVTmpY/MrT6qUsEmgwFIlgQgAgAAKC04Q/ROm/tqzQKMP9JcTiei/QG+3pq/4aUcL6Ur/PLDf+RfMYwgD5CABqTZNbWEIAw9hgiAADYNf6c4z8J428iAErVAbi8NLDZFMCphVWdl0/aZX81Q3/yCwYpEQKkAJpDABx65GEIAEQAALBs+Lml72kYfnPiqQxlA62mt80tLVNoeKNrr502mQEQS6V1BX0+kyIA40JAuesQAmhU0ta/ugj2FgQAAFaN/2Fq8IV7XPvRzUp0ZSFGF+ZW5cvc8mdcBGi+DnUA4dklxajnlgIsmgaoBTZ/XWBjDYBT2FsQAABY8fo51z+CvWFu+C8vROXzKkN9PTQxO6+7Lw8E4jRAX3dnbQ1CMkUdbS355YDL2fu8KEAbYOMKgLRlARDG3oIAAKCU4W/agT5WuDgXLTL8KoP9vUUCgJleWHRNAPBrmnUbTC1GKbShVzH6vtwqgKSeaOL+Ptj99UDCeg3AJewtCAAAzIz/qOL1h7A39EwuxemCMP6c7y/FUIlq/1ouDJR382aXKDTUU7QCkC73r1yhXQwINGgEACkACAAA4PU7y+xKgs7OrpY1/CpcA2BWB8AeOqcCWlsCNXvfPAxI0hj+vHkoXhIwPxgY9r8xWUnbal6DAIAAAABefzkWYim6OLdKC1F7rXGbB/spPDlbHAUQIoBvq5kAWIwVCgFJmQegiffr/EVFFPh8WFC+EbExAhgtgBAAAGCMbymWE2k6N7ti2/CrDPX1mgqA6fmIKwKgr8u8tiASTchbsEtZjEjST/qRCiEBTREABEBDRgBSWAMAAgAA68b/oGL8g9gbOTjEzzl+zvVXQ6mpf1wI6Abl0gpcB3DnziG9o59XAKrB14gC5AAaU7RaTwG8ir0FAQDg9cPrVzD28jthkLni3zgB0K12wHLLDX88FRECYDBv6PXV/mrYX38NaCy4+M/GIkDI/0MAAHj9gCnX0ldtFMBsBPDE7Bzd0r29ZgLg0vUVXR1AwcoXPH+0ADY2cwlbBYDj2GPlwVoAYN15/WI7Js4eg/HPwWH+1y/Oy16/08af2TJovpun591JA5RqP+S0xseTESoM/qf8/H/dpr0dhYANRSRl2WSdOvTIwxgDDAEAmsj4c1sfluxV4Mr+ty8t0IdTy5ba+qqJAJjB7YFuLA5ULgpwZmoxvzRwfiEgkkxEQU4Y+JAIaBg4/G9jESB4/xZACgCsB8MfIizZm6fayv5KvXKzCX1upAH6uruITCYQqgKApB35SYBE2rC/yRrAPswDaBRshv9RAIgIAGgSrx9L9lIuBM7ePnv9tTT+zOYapgHKFRbyPsiJAG3YPy8FTDbQKNgI/3P//3HsMUQAALz+dU+pxXpqSbk0AA8FKnW7k6+l8v7EPN20pVfv9ZvuFoT/G8n42wj/w/hDAIB17vXzKF/XivymFpZoJZ6kq7MR6u/ppNDmQQrWeIU7K3CB39mZlboZfq1Xzi2B3P5nZGJmzlEBwJRKOTBnppYoEk1Sf2cbKUsDmdh6HyIADcS8vfD/S9hjEAAAXr89L2M1Rm99FKaPJ6YpslJcvMYi4L974G7qaGut+77gAj+3i/vssnmgv+TqgE6vDcAph1ICQI4CXFmgz9+4ST5f6AzUTwbyQQw0BOz52wn/IwJgnQB2AWggr/8bYtvv9HPHkyl65e0P6KU3fkkT1yPicrqkQLgqbh/Zs71u+4EL/D4QHi739Nfb6zeSymRNc/5Z8T57ujocHQrk9/vp8vT1krdPL8fp7h2D1OL3F2x8KZAJ8DQT0RY7q/8dP/TIw89jryECAOD1r8mbH4fp1dOfyCLACuHp+brsB6dG97odASjF1Zk52r5x0LHXYjFhthKhdn+9HZ6jz+/bSIUwQCnLD+/fq/DUP5veP8L/doQ0dgHwuNfvSoU/e/PP//gt+uF//ciy8WeCPbWtA2Avn739ty4teNr4M+pYYDM4XF/KWFcsONZYbIgFQPkUCToBvM5MImBn9G9EeP9HsdcQAQDw+kvCHj97/nYMv8oDd+yr2X5gg89ev5fy/GuxfeMQfbg6YXrbxckZuiW03dHXMluJUB8FmC9EAUBDwd/ftdUA+ay7qcj9IwIA4PWbw5X9f/PK6zR++lxFxn9kzzYauWGb6/ugVhP83KBctf/V2XnTLoFKUdMA1UUBgFd589KiMP62ytSexV5DBADA69d7EsLYv/XxJdnwV8qn94foi5+62XWP5+zsKs2uJBr2eyyXm2fjzx0BTtYC7B7eRB+GJ8ru09fOzdIXbtmCP7IGYlGI4KVsG/VZf8j4oUcexup/iAAAeP0FuGjvb/759YqNP7f8ceufm8ZfzfPzgj2NbPxVhspEAc5dmXT0tbZZEBMcBWCDAhqH738wVbao1ARU/iMCAOD1F7x+Nddfjdf/wB17Xe3798ogHyfhHv2JErP6OTLArYJrFfBZhQsPOaJQ6vVUXj59lf77+0L4o2sAzkwvUzrQbmduRBjFfxAAoPG8flem+X18ZZpe+sUvK8rzM1sG+mSPnwf/uAXn+c8Jw899/esNNu6lpgLKv9aTM44JAGbfjuE1BcCluVU5EnBvaAh/fB6GUzbfE2LtM7fbGveB3D8EAIDXn5INPwuASmBPX/X63fyBa/Q8vyURUGIqIMMtgU6uD8A1B1aiAFwLcNPmPurvbMUfokdh478h2L9mcaeGiNjg/VcIJgGCWnv9rkzz41D/t149KVf6VwJ7+3/0Gwdo/47Nrnx2DvFfmo/R6WtLFE2u/6r0UlMBVTgVsH2Tc944LxFcriVQ/Q54QuCd24P4Y/QgHPpnkXbP/hvshP//8tAjD/8Aew8RANCEXj8P9HnpjdMVT+jjwT5fvOdm1ww/sx7z/FYiAOWoVxSAUwFsZDAbwFtwkSZ7//wd2vT+n8HeQwQANKHXz0V+33r1PVkEVMLoHfvoy5+5nbYM9rny2TnP/0vh8V9djFO2yQbOBfx+WorGaDWW8FQUQBYB86u0a6ibgp1t+AP1CP/lrbAsAmx6//+78P7HsfcqB8tgALcMP8dZj5FLA3144Z5qwv1c5MfFfm7QLHn+tWBv/PQnl8re59O37nN0qeBzE1OWWg07WgP0Z6P75FNQX9jzf38iIhdz7ttueV4DV/7vxt6rDqQAgBvG/yDlQv6OJlurbe3jIj82/G5N8+MQ/5WFGF2YW8VBQGSpj5uN9X23OjdeObRlI03MzK257gCLNPY6uTUQIqB+nBaGn40/e/383dngCew9RACA97x+NvwHS92H297YUM6tJsVplpIZieajuR/rrCRRqkysPLISlcP92Yx4XCJOyXiM0qmUOF17kRwe48u5frd6+htxbn8tePfMhbLFgMw9N93gaFsgvx6/rhW4IPB379iGL6oOcNHfd969LJ+/Y+8uOxMieerfg9iDiAAAD3v9nAPnquv5aIqWEimKiMts4NnQV4afOrq65XNdvb16jy66KjZhgFdX5fMqbvf082e8KDz+hSgmzZlGAQaDawoAHuXrpADg5+Jtrddl2PtkIAJqy7QQzBz6Z3hypM3x0PD+EQEAXvP6l+JpmliM0ZQw+lPLCWHss3V5T9lMhrKJGN2+uZfuvXGHK6/BUQyu7Pf6Er1e4MfvnF5zESBeJTA07FxlPr/e+MkPLC8+xAOCsF5A7Yw/p184Wsah/1+7Y7+dyv+vCu//MPYiIgDAA16/8ICPXJxfDV5aiAov3xtT7UJDPfTZ0C5qC7iz1AXP7b8sPm86i7XkLXnkZYYCqZybmJTn+tuoAC8LPw+nFt78wNoaEDwlcEtfB92BGQE1M/7MzUL42TD+YULbHyIAoH48+dwL/AvJ4f5HB7vaRtX8vRfoaWsRhn+ItvS2u/L8HO5vxCV66/6jbzEnz2FgzgU7idWuAJXP79uEGQE1Mv6cpmGRZoMH0faHCACoj+EPUW52Pxt/2U3yivFnT/+Wzb1053C/K8/PP1gfTi8jz19pBGCwv+QSwVo4SsBzAZxsC+S2svnFZXnwkBVeOzdDi7EkagJcNv58PNyxx5bYewbGHwIA1N7wj7K3L7axvvYWUoPeUfGHnPFACHxnsJMO7BiQvX+nQVufsyLAypCe9z+5RA/efaujr3238DLf+vAcLVkcGIXCQGfhan8u+FONv5qesbPan9i+ij3pPEgBgJIe/5bejiM9bYHR3vZWam/xy9X7sskX/2XFfzzTnov+6rGiHRt8NvwsANwAbX3Owt7/ifc+sOa12xsIYwk2/iwCrBYFyqKlrwNzAqqE+/xfVqr9VWy2/DF3Ce//FPYmBABwmZd/8MPgciL1dHtLYCzg95GkGH3u3ONzuVPKXa+c5wLAuRqmA0a29tPNm3pdKfJjMXNudgXhfhd464NzlkPxXBne1+2suGMR8PPTH9t6TLCzlf71PTtlMQDsoU74q1LcPSGMPwr/XALSFuR5/tj3Dgmjekx4PJ/2q7bV59NIRZ9GMhbO8/Kqy8k0JTPutv1t6e2gL960SXj9XcTixEk43P/J9VX6SC7yy+JgcMXd8FnqzWciK6s0PDQgryngFO1trdTZ0W75PTDxdJbeu7wgRwG2ieMOrA3P9Od8//lZvdhjr5/bPW1wXBh/9Py7CGoAAP31t46HtvV1HGkJ+EZJ8epJYgOvXGARwO6+T7meCuclcR++2y7x4/jB9JIr78/tcL+a50dbn7twOyDnfa2E4dlb59ZAmwZjTdTQ81prFBj50YdT8kqCXBeAlEBpOOT/o4+milJnFXR4cMj/MexRRACAi3z3le+PbeppPyY86v0+8uXsvpnH7/PpPDkpf58cMfEH70Ya4JZNvfT5GzbQYJfzK7epq/Vxvh+2vwY/NsKbX43F5VUCrUUBovIKfz2dzobfObVgNxLA8Pjq964s0FBPO23oaccXqo2UiL//Y6cm6I0L14uENBeA3nWjrXV7OG/wkPD+w9iz7oIagCaF+/kfuGHD020B/1g+p0+UL/BTIwHq2F4+yZrVA0gkz/Q/M7sidwY4BYf7D2wPumL4McWvftgpBmQ4YjB6162ODQjSYmW1wlLctLkX0YA1vH7V+HO7n83vj43/cfy1IAIAXOA/feel0L3bB77f4vf9dpGHLzv9uUhAkUY01gNQrh3wzPUVOVfqBFzY9+ldg3TvjgHqdOHHlcP9p68tEo8tBrWHDcH80sqaMwFUskKsXV9cop2bNzj+XtRIAL+frM0QkBoNYDG5a6i7Kb9L7u1nr5+nKJqlzzjsz56/zTqOx4Tx/yb+UiAAgAv8y4mfjPS2t/wi4PeF9Abd3MCXSwXw6N+PhfFPZZyJn3O4/8G9G2ljt/PhVQ73vzexSNPLCYT76y4CWmhybsHy/ROptDjGMrQx2OeKCODn5fdjVwSw0bs0vyp7wBwJaJZOAS7y+7Hw+P/5V5PyeTMqnOrIw37+En8hEADABb7x8itjna0t3xdedoe50SdDrr9wavxpnFyO07m5VZIcMKYc7n9wzwbau6HH8er+3BS/FTp/HUV+XoFz+hx+T2esp4y4HoC9dadbAxnuDmARwJ0HLDZsH2PprDzs5tJ8VBYC67U+QDX83Nc/XSZ9xq1+FRRvHhXG/0/w11FbUAPQJLz26r+MSZJ0RDWBpn396vWa81lNrp+vZW//rPD6nRgDzOF+ru7f61IIFYv2eBeeCsjLANvFjfkAKtydcPr8JdvFgUZ4dgCvKbBeFhZiw88jko09/UY4vcOL+9gc8qMaf1T8QwAAN/jZa/8yJmz3EV2xH5Uf7pM1EQQ8JIeL/VaT1efP2eiz8XdjmA8W7fE+dpfr1RqZ+27Z55oIYOwuIFQKjgbwMsN3CiHAszIaDU5tvH81Irc/rgXP9ufxvhV8LzD+EADALV7/2QnZ8y8Y/ILRV6/TVfqbCAK+bmopQZ/MrVTtTXNV/4HtA66s2McG/+zsKs2uJPDFNwCVGlo2MiwC3OgMUOHCQF7B0K5AKQUXCt65LUg3bu71dOcAh/a5qI9TGlYFdIWV/jD+EADATX7xczb+dETn7VNxG1+pVAALAw75n7u+Iuf8q4E9/Tu39suFfm6AcH/jYbclsNYiwKmUgBFuIWRBcNPmvrpHBtjIc+3C2eklW0ZfjcZUGPKH8YcAAG7yjZdfObi9v/NYS8CX7+kvl+vXCgI1CsAtfqcnF6te7AfhflAK7sPngkCvigCG399H4QnHogFauF6AxQB3EOwa7Ha9k4Dz+VPCy+ewPncwTFc4C2Oor0eu8ufQP4w/BADwEG+/Pj4iTk4IGx6kIs9fn+s3evzqddMrCfrV1FJVHrXbw3zY8CPc37xRgFqKAH6fXLTodDTADBYBLAw293XKp/1duSgBCwQrsFGPC7HCa1rI54U4nl6O589XQ5VeP/NVYfwP48iHAAAu8F/feDWYyGRPtgV8oXyev8jzL3j8WZNUwIczy/IKf5XidnU/ZvcjClAPESAbVyEAWAhYHWS0nggNb6R924er2c885OcojngIAOASr//sxIn2gH9Uvawt8NPm+rOGKADb0lQ2S29empcH/FQKL9jz2dCQa+H+czMrVackwPqKAtRaBHAqIDw1S+HJGVfSAl6DvX3u7a8w3M9w/+CDwvifwtHuLTAIaB3xs1f/5XBXa2BMnuWjzvdRFu7xKRP9JMNyvqoPzUb/F5fnaTVZ2Q8aG3xetGdka78rS/V+PL1C52ZXXF9yGNQeNtosAqwuEmQGD/DhkcFOLyFs+qMpnp9z4DyeOCCO+2XxvrPrMBrF1f2337BTeP6bqhFWpxTj/zGOdEQAgEv84Cc/Ht3c035Cvawv8NNeznn72lqASDxFbwjPP1WhceUcP0/y42V7nYYX7OGFexDuRxTAClX0o1cVEbg6O08XJ2fWRWrAAY9fBcV+EADAbU6++VpQfJEnxbcZ8pkaffPBPnxdJJai16sw/m5V+HOYnz3+hWgKX3CTwLl1nhDoRESBRcCg8NJrDdcITMzO1aRY0EnY2O8Wnv42YfwdSKNwyP8xrOgHAQBqwKk3X3tafJOH/MrXaZ7rV4r+NOc5p/7z8FzFxp97+tn4Owl7+mqRH2guKp0OWPL4DG2XC9fqFdFQxcDSasyT+5sN/eaBfjnE72DEZFwx/mEc0RAAwH3vf1R8iSd8yjK+8jdqaOnLmkz2Y8//tYuVG38u9HO6yh89/cCpMbwqHM7mtrVaFAeuJQbmlpbrHhlgQ8+RkS2DQacjJOz1c4vfMziKIQBAjXjz5ycutrcEQj7F9rMIWCsCkMxk6CefzFK0woI/p40/e/3s8bPnDxAF+Pnpjx3NpbPR41G1tawLKAePGZ4T2/zislz46GYnARcr9orP3dfdJZ93IK8Prx8CAHiBV1/9l8M9bYGn/MoSvj71vzWG/Pzk3Kxc+OcF48+5/tPXluD1gzw8E4BnAzhNPVMCa4ke7iTgVEFKiHMWBvL14vxa6QM26F2KUWdD39rSQn1dnfL1NRA87PU/gd5+CABQY955YzwovP2LwvbLa46qIkClVBfAqWuL8mz/SuAWvzuH+x37DOzxn51dwZcJinjrg3Oyl+yGR1zFCFtQgEP9HPKPYFc0Li3YBY3JfDT19GBXa5Ab+9n2qwN/lACAIgL0xv/qYrxi47+zr80x448xvmAtOG/PqQCnYVHB7Ybc5rZv+xbsaPscV7z+MHYFIgCgDrz58/FQOpu9yK13+eI/E7TGP5nO0j+fma6o6C8bXaE/uO9G6nSgz59D/RzyxzQ/sBZOtQWWgqMAd+7dVZd2wQZkXPH4x7ErEAEAdUSY9Kda/P6cp68U+Pl8Wj2XK/hTRQD/987EQkXGf3V5mf7gUzc4YvzZ6L93JYKhPsASPHeeB+y4VSTHhYZvfnBOTgtwxMErRYIw/AARAGDK33335dDeoe6LbS3+fNV/fuyvwfuXT8WZ2dUEvXrhuu3XWogs0m/u20y37dxU9fvmFr/TVxdh/IEtuG3u3TMXavJaDk7AWw8cVQx/GLsCEQDgEW7a2DMmz/dXPXyf8P6lYi0nqZEAynn/tr2jeIL6/RlHjD+P8+WcPwB24Xn07KG7URBohLsPeGMhsH3TUDOmBtjYPy+2Z1DchwgA8BhPPvdC8Mu3Dl8UXxp3AJBP6/kbv0mlAPCTuVU6PWlv+Egmk6VL4Uv07w5+turQP4w/qBYO1XNBYK1X3mPhsU0IARYETeDtv4TRvYgAAA/ze7cMHxRWPZhb0S+X5/cpK/z5TCLrvHLeRzP2je+lyxP0pbv3VW381cl+AFQDh+R5XK2TEwKtMKcM7PkoPCHPyN++cWg91QmwsX+JT+HtQwCABiCRzjwu5/4lresv5b393FU+JfCf8/7tFv5Nz1ynzb0ddGDv1qreqzzg5+oivjTgCKEtG2liZq4uq+1x5IG7EXhjAcBCgNMDDSYGwpQr6GOjPw6jDyAAGogTJ37K435HJKWsP+f1G+L+Psobfz65vBC19RrJVEoWAL//xQNVG383q/03BnspshKteUgY1A+e5c8Fem5MCLQDT+b7cHUiH5nI1Sj0yoKgnusNmBBRDP6risE/haMIQAA0KLFU5vHO1kDB81eFgHLZl7P+ea5EohS1OV53YmKS9mwZFFvlK/yx0f9oarlq49/W2kJbhoK0eSBIwd5u2ehns9nc4kbiVN0ymYwsBniT56svrVIsiSWE1yOci+c0QD2iAKZ/k+J9qJEBRl1oh+fu83jeGhYRhpWNjT0b+lOo3gcQAOuI9hb/QZ72Jxf+SYa+Pyn/X57z8/a8f275W1mN0h//2q1VvU/O+Vcz5Gd4wyDt2zlMe7cPK6sXFgw+dz/wqQrf5vf7KdjTRb2d7bRtqF++/friCl2bi9DkAuoP1hteiAKUiw4YZ/ers/q1c/rVSAHftlbLIYsM3trbWsPdHe1s3N9XbmLvntCfDyAA1jk//umPOfQfKiz0YxACGvPP1y/G07Rkc7EfDv1X6/1fnItWPN5368Yh+tQte2UBoBp+1fjnPpe58deel2SB5KPB3i4KdnfQrk0DdHF6nqYjWG9gPUUBuCivUdI/qgGvoo3xqNhe+tFf/wUq9AEEQDMSTWUOcvhfrvRXe/+kQr5fuw4Q1whw+N+u959MpujzN++s+D1yxT8v6Ws7stHaSr9+7520e9uWvDHXblqDv5bxN552trXSTVs30NZgD52dnKPVBFID6wGuyHdzRLAHYE//WbEdF4YfxXoAAqCZCfh8X5btny9n8PKL//oM7r/qzdv0wtn7H+zprHjoj7q4j11u2D5Mv3nfXRze1Bn5Ut6/6uGXM/58u3Hr6WynO3dtpgszCzQVWcUB1fBRgKH1KAAiirf/vDD6KNgDEACA6Ps//lFQ2PkRY5q/MAEwd7W6INCS8HJjNor/VO//tira/tjzj9ssOLz5hp30W5++WzbQWsy8fzX/rzX86uVSRt9sC23op87WFro4i/bERoaL7Th37pViwCo5rhh9hPgBBAAgg0Gk0VzuXzGIuhRAYQqgmg64uhS39fzXr+fGBH+uwvA/h/6vLMRsPWZk/x564J47TG9TjbVWADCZdIqW5mdpdTlCK5F5+fOmEjGxxamzp1++f6C1jVraOqmlvZv8re3559KysbdT3DdL4esoEGxkeEofj+1tUMKUC/EfRYgfQACA0gKApBFJyvn3ud5/SWP4C2JAZT5q3Svief+xeJy2DvbKKYBKODdjr7iJPf9Sxt8oBNjDn7kalrelhdKLGcVWij36QEsbtXb1Ulv3gHiugE4MDHV3kJSV6NI8igMblc6O9kZ7yxHF238WIX4AAQCsRgAekC28afufpEv/x9NZWy14Cws5w7l3S2WzznnOv53X2755A33hM/dYuu/0xEW6fO4Discqy9ln0knKLM1RXGytXf3U0sVCwJ8XAoPd7RRPpWl6OY6DrEEjAOca463KI3eF0T+Kbw1AAACbEQAaLXj5Un7uv5TP+lNeFNjx/mUBEMkJgNt22C/+48K/sza8fy70+9Ln71vzfqtLETpz+i351ClS0UVKx5YpwNGAtsJwFh55vCIEzGoyjQMNOEmYcqvqcYg/jN0BIACAbf72uy+PyMN/5Pn+SsRfKkgD45IAdrxxDv/zFD2mkt5/zvvbmfaXq/ZvW9Prv/DRSUqnnG/X47x/emVOCIAY+TqChahEsJM+ub5CGZfGFoOmQQ3xc0HfOHYHgAAAVbGhqy2Ua/9T2+OUan9D+59aE7CStB/+31NB+J8Nv511BnhJVW75W8v4nz39tuv7VEpGScoIgdE5JKcC2gJ+2tDdjlQAqJRxxdtHzz6AAADOIbz/EblwTeuc+qRCQwDpJwFGYtY959XVnAHfW4H3z9P+7Hj/B269yRPGP48QAL7oHFF7LhLQ3x6gK3MpalPmEQDvU8VkPScIU6GgL4xvA0AAAOe9VaJdaqGfz6TiPz8S2Kb3n8lk5ep/ZutAr+33dWHOuvfPI363biwdZZibvlpb459XVynyJyKUbQtSe2sLpZMx8vn9XlvRDZRgfrEubZxHCWN5AQQAqIkA4Pn/OVc/PwGwMPNfLwjiqaxt75+x2/7Hff92hv7ctGub8lmKIwac6z97+q267V+fEAGBdJQyLV20f9tGOvb2R3TPTTfgwPM4Vc7WtwvG8gIIAFAPASAFqSgFUFAH2oCAnQiA6v3LHvqgvQjA5KL1XDkv6btv51bddD/tYB42/m4U/NnBn16lbKCd+rs6qD3go3lhWGq4jCuogBoMAMJYXgABAOosAHgEsDr7vzDyz+DGKhGAtP0IQCXDf+ys9me2sh8P92ERsDg/I4f/vUAgtUzptiDtG95Ap8KTdN+t+3Dwedj7D0/OuPX0GMsLIACAVyIAymm+91/K23z5Oo0gSNhYHjWpeN0DNgWA3eK/LUPBvOFXx/uqqYBL5z7wzH7mVIBPStPOjUH66elPEAXwMB86vxRwmAoh/jD2MIAAAJ4gS1K+xz/v6mtaACV9RaB1AZCsLOw+u2Jv0NBAb0/Ryn5MdGWJFudmPLWv/ekYberPpUMuCg8TAsB78AqA0/OOLOSEsbwAQAB4l394+ZURybj6n1EM5F1YXgXQWg1AUpNzH+zpsPWeFmL2hMNAb7fO8KvMTFz03P72ZxOUoV4hAnpkI8OhZl5xDngDjsqw918l45QL8R/FHgUAAsCzyAWApIz89ZFu9T9JXRuASCMKrJFKagWA9RQAV/7bXfK3JeA3FQDzM9e8uMNlEdDRlvuT4Crz7RsHcSB6gKXVGL175kLFgQPCWF4AIAAaCU61+xTrLuXtfekpgG5j1/uXP4OJ8U/EopSIRz25z33ZgsCZno9AAHjE+L/14Tm7eX+M5QUAAqCBIwBGz14jBkhn9H12AgDyGgCVYGfOQCkBwLUA8Zh3l+D1ZQs1DvNLWCq43nC730f2iv7Qsw8ABMA6EACapX7lUQCSfvW//OJA4lwyY904qwsA2Y8AJG0/xigAuBNgeWHOwzu98H7Z6KAOoH6cm5iic1cmrdw1TBjLCwAEwLqLABjCAQWjr8QA8i2A2YpeI2ZneJDNCAAbUK0AYEHDMwCyUtaz+9wn6cURBEDt4ePmvTMXrEz6O0oYywsABMD6jACQvj3Jl79eOVuIEEgVrmR7dd76PHW7BYDL0VheAKjGX45qNNCyu1EhAFAFUDu4++L0+UvlQv78N6EW9CHEDwAEwPrksYd/N/J33305P/SHJP3qfzpR4NHP8FH4Ku3ftTVv/NVTL3N5NqKLAAD34f3MLX4levwxlhcACIAmjAKUOCNpOgFYFLS3+Cv74bU4EKiSDgBmNrJEN+7YktMqyiRAL6cAQO3hXD+P9jXx+jGWFwAIgCYWAJIUETY+6FPa//Itf8YlgSt8/mvz7i6peubKJH3m1r35RYB4C7R4N6d+aX4VB12N4Ap/LvIzRFnChLG8AEAAgHwdwKg8BVDSBwN8xtHAFmlra9Vdnl+JVbQokCXv7sqU3HXAhl9dBMjvYQFgbHVsDQRwEDoMt1ey4dcU+WEsLwAQAKBIABSdyVv/gudvM6Xe1qoXAAsrcVcEAFfP84/8mcuTchpAjQK0dnR7NwIwp48A9HV34iB0z/CPE8byAgABAMzJStKrwsiPqnbe59NX/WmnAHIdQCXtgOen52nPloHyB4nffpJBbZ9788PztGfrxnwKgLeOniDFV7xXxG1MAbQgAlA1HOq/OjOnGv4wYSwvABAAwEIEQKKItvdfraAvHgjkI7/PmpHu6NAvAGSlFbC3vbLDhD3otz++QF/81K002NedFwBtXX2eEwCLsRRNL8URAXAALuibXlhUc/wYywsABACwLQBIyuVEJZ/heu1AoJwwaAv4KWahVz8Q0HcMnJ+ad+3993V1yrPcf/DOL+kPHrw3H8Fo6eghnz9AUjbjmX391sU5GP8q4YI+Xkr5qvD6hQjAWF4AIABAFRGAU4oQyHn+OtdfLwrshOk7OzooFs95uzwNkLsBtg72rhkFWE6kbb3/wf5eOQT8zpkwffbWvbRtQzAvAtp7Bym+OOuJ/cxDjk5f1duowb4eHIAW4fw+G/7p+cUwYSwvABAAoHr+7A8eivyHbxwLk49CiiDQLAaor/5rDVifBdDa1poXAMwnU/NrCoCO1oBtAbB5oD9//tuvvkP/y8FfzwuA1q4gJZbnSMrWfy7A2+H5okmH2zcO4QC0AIf73/zg3FHCWF4AGg4/doG3yZJ0Sh6hK+VWAsxvpN9aA3YiAO26y++cv7bmYyqpA2htCeSX1L02t0jf+8X7clsgjwjmicCtPfU3spz3f+3cjH7/tLchBbA2HJ16QnzHA8LwPwbjDwAiAMBhhLF/X9jKg7J590m61kCtyefznAZIW5i139PdRdOay5wCWGseQE97ZRXx2zcNyWkA5vUPL9DmgT66e++OnPps76VAe5QyifoM4GGv/+XTV4uu3z28CQeeOfmxvIceeRg9+wBAAABXBUCuX/opKWf/jbfljT/DrYDp5NqFdcZOAOZXl2fo87fsKvmYga7KBvhwLn1IbGr/94uvnxKiJksjN2zPiYDuIcqmUyRlaj93/8cfTRVV/nPUYttGLAFk4Lhi9OHlA7COQArA4zzxbx4eV1MAWWXLpwQUEZBVtha/ta+TOwGMEwHXSgNwdKHSdsB9O4Z1l4+9cZre++RKLhWQlcjfs1G8qdaa7tfvCc///Yni4vSQ8P5ZBAC5Z/8Jse0Whv8hGH8AEAEA9YgCSHIUYFR19wtrAuhDAm02CgG7u7somSysvsZpgPNTC2WHAg33ddDy7Irt989RgM2D/brV3l5685e0sBKlz996Q+6KziGi6JxQMinX92cp48+5/33btzTzoZYfy4sQPwAQAMADZEl6iQWAT7X+pJ8CqPXSA2LLWKwDWFhYNEQBrpYVABt72uhshZ17t4S2y+1i2lXfXvvVeQpPz9OXDtxM/V0dRO1B8ieXyJdJuLIfOef/nfeuFI38Vblz765mPcRYYHKI/yj+2gCAAADeiwAUrfyXN/M+fRQgZmHATl8vt/1N6gXAJ9foC3fuKVkMyK2AlcwDUL3rO/bsonfPXNBdf3l2gf7ux2/Tgb3b6VNia2/tI38gQf7UKvkk5wYFnRYe/48+mipq91PhNEWT9f6HSRnLKwx/GH9lADQfPuyCxuAv//4fF8RJUP7SynxrvB7AYtxaGP3Cxcu0shrVXXdg71b6g8/eVvIxk0tx+nCq8mWEef13HhFrRntriywEbtu1hfq72imQjpEvE69KCLDh5za/SKz0PuFWxTuaw/vPj+UVRn8cf1UAIAIAGiEKQBL/cI8pEQGDiisoAjsTAfv6eosEwFpRgI097eI1Viy1G5p62tu3UCyeyLcG6sRLKk0//ygsb5v6e+h2IQR2bgzSlt5WIQSS5MumLIkBXtTnjBApZ6eXyhp+eR90d9LNoe3r/fDJj+UVhh9jeQEAEAANJQAkelUVACbiQHeZ0wDJzNoT9vr6euja5HTR9S+9c4Yee3DE/IARAmPnQBddmKu8d1/1ts1EgMrM4gr99PQn+cssCDraWuQd4ZPS1NHip819OZHCYf3p5Xju1NDWt5bxv++Wfeu16j9MhYK+MP6CAAAQAI0rAPjH/Iji8pel1aIAaGttlYsBjVEAnglQriNgx0AnXV6IVhwFUEVAn3jtD8MTlu7PgsDImenKUxHrOOx/lDUc2vYAAGuBGoAG4t8f/fYxcXJwrS+PUwQRi3UAC5FFujJRnJPnFMD/+fufK/m4i3PRqqIAKtwZwIWB2u4AN2Fvn0P+29fXsB8O8asFfQjxAwAQAViHUYBXtQJAKiMCOAqQshAFGAj207XJGXlGv84wr8ToR++fl+sB3IoCyEKjr4dG77qVzgkREp50d3VAnkjIXj93JKwDMJYXAAAB0DwCQC4EfJo0IQCj+eWCQK4J4Fx9yqJTzSLg+lxxPv6Hp87TbTs2ma4UyM9/46aeqjoCtF45zwngGfzcIVCuNqBSw7+O2vwwlhcA4AhIATQYh/+/b50UX9qIlfuuJNJkxT9PplL08Znz5h56Tyf9r7/7GepsM9eK701EaCHq7PS+WCKpri8vn69UVPByxDzadx2s7BemXBU/QvwAAAiAZuWpv/vWIY4CWPni4ukspbNZS8975epk0WRAldt2birZFcCV929dWqg6FVCKpdWYXCewtBqVxYC6qJARNvK5ZXy7ZMO/Dow+xvICACAAQIH/62+/ycOAFqx8g7zQDosAK6wKA3v+4uWSt39xZE/JeoArCzE6W8EaAcAUNvovYSwvAAACABTx53/7TV03QDl4MmBWsuadm00G1MITAnlSoBmnry3R7EoCX05lhAljeQEANQZFgA2IMOgvqQJgLQXHCwRmLRYDDg9vpnOfXCx5+zdf/xX1dbXTTVuHim67ZUsvvXclU9E6AU0KxvICABABAPb5P/7zN/JrA+S/TM23qXX6rQwFUilXC8BwMeC//eIB084ANv7vXYm4Vg+wThhXvH2M5QUAIAIAKooCHPf5fGPa60pF+v1CGVhNA2zetIGWllaK5gKoxJJp+o8/fIf+x9/6FO3a0Ke7jVcKvHtHkN6+tIAvSE+YEOIHACACAJzgf/tP/zAi7PpJK/dl05+x4ZVPz1yXt7UoVRNQ7YqB64ijhLG8AAAIAOCCCDghTkatCABJkshOYP7js+cpmVy7v/9f3XMj/fptIYiAAlh5DwDQECAF0MBkSXreigCohB3bhsu2Baq88u5ZeaGeLx/YrxsWNNzXIZ82iQgIE1beAwAgAgBqyZPPvcBl+yE3npvXCDAbEWwGFwX+4WdvKyoOXOeFgRjLCwBoWALYBY3N/V/6/QG3ogBdXZ20srJK6fTarX3LsST94uyEPIJ396ZCc0J7i5+GuttoKZ621Y3gYTjE/5di+0Nh+J//wYvf+hhHIQAAEQBQjwgAW1uOAgTdeP5YPCEPCCrVFVAqGvDffuZWXZcARwA4HdCIw4J4qeKrs/N0fXH56Nf//ZOP4agDACACAOrOG6+8GL//S7/f6VYUoLWlhVpbW+TWQKtwNOCtcxO0sBqjXZuC1N4SkFsRN/e2U6vfT4vxFDVCRoAXIzpz+RqdPn+ZZiNLtBpPRM6/89rzOOoAAIgAAK9EAUJKFMA17NQD6AVEQO4S+MxNO6i3oy0nEBJpOje74vgqgk6grkTIHj97/iYM/Oiv/wLV/QAARACAJ6IAkfu/9PssAkbceo3e3m552eB43F4InxckOj+1QK+fuUKL0QRtCfZQsKtd7hLwSjSADf3kXER4+pdkjz+yEpXfd6nAwPl3XnsTRx0AoNFBG+D64auUWx8g6NYLbN2ymeKxBMXi8YqM7BtCBPC2f9tGGgltprtuGKbh/g55NcELc6s132Ec4p+ej9DErK3IxuNiewaHGwCg0UEKYB3x5HMvHBYnT7n5GplMVi4KrEQEGOH0wG07NsmLC4U2D9LsakoeIFQLoz+9sFgqxG+Fx370139xFEccAAACAHhFALjaEeCGCNBFGAZ7aXOwj/yt7dTZ3kZ93Z1VPR/n83mbW1qh+cVl+dQhwmK7C7UAAAAIANBUUQA3RYARFgGtgQD18mnL2hkrNvSMg8a+FF8VAuAwjjgAAAQA8JIIcG06oJG1lg9e5zwoRMA4jjgAQCPixy5Yl9RsWA2vGcBLCDcpx77wp38+gsMNAIAIAPBSFOAY5boCasLqapTCl6/amhi4TjilRAJQDwAAQAQAeIInxFYzo9Td3UX7b9xDPeK0yeAIwIkv/OmfB3HIAQAgAEDd+as/+aMw5WYD1IxAwE837N5JW4c3i/NNNWOKRcBJpAMAAI0EUgDrnCefe+EkuTghsBTcJXBtarrZCgQ54vIQCgMBAIgAAC9Ql9XrOBrABYJ7du9sprQApwE4HTCGww4AgAgA8EIU4JA4ebqe74GLBKdnrtOKOG0Sjv7or/8CSwcDACAAQN1FwAlyaclgu0JgPrLYLKkBdAgAADwLUgDNA3ujdTdE3C3AqYFbb75RLhbs7OhYz/ucay8uojgQAIAIAKh3FKDuqQAzYvEELS0ti23F9dHC9RRgWEAIAAABAOopAmo6IMgu3D2wtLws1wpUuvSwh3lGiIAncBQCACAAQD0EQE1WDHRSEMSFCGBBkEylKJVMyRGDBp44iOJAAAAEAKibCOAIwLFG/xwsBLKKEDCKgtUS3QYeEQ8oDgQAQACAuomAI+JkDHuigBptMF6nTUOoosN4PUQAAAACADSKAOAUAE8JDGFvVC8aOD2RTKbkyIN6HiIAAAABALwqAkbFyQnsCfeEAdcusCgoMwAJIgAAAAEA6iICDouTp7An3IfbHFkIcJeDIUJwSgiAu7CHAAAQAKDWIqAuCwY1M5wmYEHAExGVWgJ0BwAAagomAQLGE1MCm4m21lbaMDRA+/aGxLZbnB8c+zdPPf009gwAABEAUOsogCenBDajGPurP/mjo9gNAAAIAFBLEeCJBYOaHI7EPChEwCnsCgCAmyAFALQ8REgF1BtuzzyitGkCAAAEAHAf4XWy8UchWv3hgkykYwAAEACgpiLguDh5Bnui7owpI5sBAAACANSMr4otjN1Qd5AKAABAAICaRgE4FfAQ9kTdkesBsBsAABAAoJYi4JQSCQD15aAyshkAACAAQM1EwGFxMo49UXcQBQAAQACAmoMpgfUnpAxqAgAAx8AgILAmwviMwQutOyzCdiv1GQAAgAgAcB9lNO1x7Im6wgWBiAIAACAAQM3hVEAYu6GuPI5dAACAAAC1jgJgSqAHogBKOgYAACAAQE1FwDihNbDePIVdAABwAhQBAtsIL/Qk5ebVg/rwoCLGAAAAEQBQU9AaWF8exS4AAEAAgJrToFMC2WPm8cZH14F4OYg1AgAAEACgXiKAVwxspNbAUTb84n0/JraBBhcDbPyxUiAAAAIA1I1GSwU8pREwxzVi4DFqvDkHX8bhBwCoBhQBgqpQFqo50UBv+SE2/iU+C3vWY5Trtw81wGcZwGRAAAAEAKinCHiaGmdKXVgYzd1r3el3/uTfHRscGjw4vG2blz/LY8qURgAAsA1SAMAJuCDwVIO815CVYTqTV689/8HpX9H4T35KZz/6mOKxmBc/C9IAAAAIAFA/GnBK4JrDdE69/PecJginU2m6HL5EPx9/jd5/7yQtzM976XOM4ugDAEAAgHqLAI4APLGeogBkKAycnZ6hd996h14XYmDy6lUvfI6gUoMBAAAQAKCuIoBbA8fXSxRA8KzZlbFYjDg9oAoBjhLUEaQBAAAQAMATcH99I1SmrxkFOPXy34fLCRpVCPz81Vfpwifn6yUEEAEAAEAAAE9EARqpHsBKFOD5te7Ahv/CuU/ordffqEdqYARTAQEAEADAKyKAc+fPNEgU4PAaUYCjZDGioU0N1LhYEFEAAAAEAPAMjdIa+LgFD/qonSdkIcDFgrzVqH3wARxuAAAIAOCVKECjpALY+K81xOjZSp6YowDcPsj1AYgAAAC8BiYBAlcR3jUb16c9/jZZrOwuN1Z35Pf++CSfVPoCvX29dMvtt8unLoGxwAAARACApyIBjdAa6FoUQGV5aVkuElxcjrq1L0ZwtAEAIACA12iEVQPXqgU47sRnePedd0+5tD9GcZgBACAAgNeiAGHyfj1A2SjAqZf/PkIOLBkspRJjygI+DzosAlAICACAAACeFAFsPI82eBTg2WpfQMpmgvf84f88poxOdlIEIAUAAIAAAJ6F1woIezwK8HSZKAAb7apbG6VU/FFFFDkpAnhdAIgAAAAEAPBkFIAN3UMef5tjwpCG3IwCZJOJ0QOPPhkyiABEAQAAEABgXYsANnhf9fjbLDci2JFiwPRyZMyFfXInjjAAAAQA8LIIOEzebg0sGQVwrBgwnXzUZJ+Eq3zaURxdAAAIAOB1vN4aWC4KkF8gyN/WQa0Dm6hjeDd17b5Nt3Xuulm+vqVviHwtbcbnCN39r/+ngyb7pBqQAgAAQAAAz0cBwuTt1sByUYDxlp5guGPbXuKtNbiJ/B3dRffz+QPy9W1Dw9S540Zq37xTFgyFKEDKGAUYpyojI+I9IwoAAIAAAJ4XAV5vDSwZBWjbuP1ZrTG3QqCrTxYMLAhkAZBJHxz5vT82th1WWwuAKAAAAAIANARebg0cK9NaV7Fw4ZQACwGOEPBrOBwFQCEgAAACADREFMDrrYGmcwHeePYrkWpEAEcP2od3swh43OTmaloNEQEAAEAAgIYRAV5uDRwtk1d/qao/PiECOrbtDd3/+NdGDPuDUyNhCAAAAAQAaAYRcJgcmLLnEk+ViAJUY6hlfC2tfOJoFACFgAAACADQaHAqwIutgeWiAM878PwH73/8a8ZiwKNVPB+iAAAACADQUFEA9qafaKQoADnTxcDG/6BhX1RTY4BCQAAABABoOBHARu+4B9+aaRTgjWe/wqJl3IHnN0sDVFpjgAgAAAACADQkPCAo3EBRACfSACP3P/61kEEMVVpjAAEAAIAAAA0ZBYiQN6cEchTgoEkU4Cg5U7tgFgWoKBqCQkAAAAQAaFQRME7ebA18usT1Rx147jGT6yqNLiAKAACAAAANKwIOk/daA0PCu3bSUGsJ3v/414zFgPz5wxU8FwoBAQAQAKCh8WJrYFEtwBvPfuWUQ2LlUZPrKkkDIAIAAIAAAA0dBWDv12utgaWiAM868NwHjcWAVFk3AAQAAAACADS8CDhK3msNfMohT92MMcPnH6cKoiAoBAQAQACA9cBj5K1UQFEUoNoFgjQgDQAAgAAAQPGCvbhqoFkUwIliQF4gyOi9v1rB86AQEAAAAQDWhQgYFyfPeCwKcNgQBeD3GHYhCoAIAAAAAgA0tQjggkAvtQY+LkSAcSEfJ4oBx7QLBCkRkHEIAAAABABoZrxUD8BG+pAD3rqpCDBctp0GQCEgAAACAKynKABHALw0JVAXBVAWCHJCBDiRBoAAAABAAIB1JQKeIe+0BppFAZxaIGjEIHzsRj5QCAgAgAAA6w4vpQKMUYBKV/Irel7D5XG7IgKHCQAAAgCstyiAl1oD3aoFMK4+aLcOgDsVQjhaAAAQAGC9iQD2iL3SGmjsCHCiG4AXCBqrIgKAKAAAAAIArFu4INALrYFs/PPLBSvFgOMOPO+jGsFTSR3AAzhEAAAQAGA9RgHYID7mkbczZgi5O1EMOGpYIMiuqEAEAAAAAQDWrQhgz9grqwZqRwQfJ2cKFbXFgHbrAEZxhAAAIADAehYBz5AzIXfHogDKAkFOFwPaTndgIBAAAAIArHceIm+0BmqjAE4UA/ICQQcVoVOJyEEaAAAAAQDWdRTAK/UA2ijAKXKmSFE7GdCuCEAhIAAAAgCsexHAIXcvtAZqowBOFAMe1CwQhDoAAAAEAAAmcGtg2ANRADX0ftSp51RO7UYUghgIBACAAADNEAXwypRAeS6AUgzohAhQuwHGK3gsogAAAAgA0BQiwAurBo5qKvBfcuD5uBhwVBE4YZuPRR0AAAACADSNCDhM9W8NfEqJAji1QJBaDGg3DYAIAAAAAgA0FfVeNVAbBXCyGPB9u9ED1AEAACAAQDNFAcJU/9ZAtSPgqAPPxcafZwKMVyJGcEQAACAAQDOJAA6/H6/jW5CjAMoCQU68j8crHAiEOgAAAAQAaDo4ChD2QBTAiWLAkfsf/xq3GKIOAAAAAQDAGlGAek8J5CjAwTee/cpRcqYm4dEKBA3qAAAAEACgKUXAONW3NfBp5fSoA881RvYLAREFAABAAICmFQGHyZnZ/JXAHjgbbicWCAqen4rsquBxqAMAAEAAgKalnq2BTynFgFWLkPnlWAgRAABAJfiwC0CzIjzxQ1QIyddcgLzx8VU+PVLtE92zZwu1twbsPmy30h4JAEAEAIDmQhhAXjGwXq2BTymvXXUUIpFKV/KwgzgCAIAAAKCZqVcqIHT//m0HnRAgi9FkJQ9DHQAAEAAANHUUoJ6tgRwFqHo08GqiIgEwim8fAAgAAJpdBLAX/kydogBsiMPVPEkilankYUHN+gQAAAgAAJqWr1J9pgQ+3t4aqCoKsBpPVfrQL+NrBwACAIBmjwJwKuChOrx08PZdG/urfZLVREUiABEAACAAAABCBJyiOkwJbGsJjLUG/OPVPEeFaYCRJ597IYhvHgAIAAAgAnJTAsdr/LLBXZv6qzLEVaQB0A4IAAQAAECh5q2Bm/q7Qi0Bf8WvWWEnAIM6AAAgAAAAShQgLE6eqHUUYHigp+IoQIUpAGYU3zgAEAAAgIIIOEo1nhI4PNhNLYHK/iSrSAGgHRAACAAAgIGapgJa/H4Kbaq8IaCKKADSAABAAAAANFGAmrcGburvqmRhH0UApCt9WRQCAgABAAAwiIBxqvGUwB0b+mw/plLRoBB68rkXQvi2AYAAAADo4dkAp7wYBeD73rZzg7wkcF9XezUviygAABAAAABDFKDmCwaViwKwOODb771xmPYOD1Rr+FUexTcNQHPhwy4AwBpPPvfCYcqt4FcT3j0/pSvsG+ztEB5/Nw32dLj1kgOK2AEAIAIAANBEAlgAjNcyCsBtgcODPXKIf/+2ITeNP4M0AABNRAt2AQC24FTASbG5PkOf8/u81RBuBzyKrxgARAAAAMVRgDDVYcGgGoEIAAAQAACAMiKA2wKPr8fP9uRzL4zgGwYAAgAAUJqaLxhUI7A8MAAQAACAMlGAmrcGAgAABAAA3hABnAY4ij0BAIAAAKD54GWDw9gNAIBGA4OAAKgSZTndE+vhs/zVn/wRfhMAQAQAAGDRaI5TjRcMcolT+DYBgAAAANiDZwOEG/wzjONrBAACAABgLwrAXQEPNfjHeB7fJAAQAAAA+yLgFDXulMBx5f0DACAAAAAViIDD1Ji59K/i2wMAAgAAUB2NNiDouFLICACAAAAAVBEFaKRUACYaAtCkoOcXAJd48rkXeNlgLy+uw8b/QeT+AUAEAADgLF72rGH8AYAAAAC4gVdTAYlUht4PzwTf+PhqGN8SABAAAAB34AmBnjG08ytxNv60Gk/xxTF8PQBAAAAA3IkCeKLILp3N0sdX5+jjiTlKZ7Lq1Y/jGwKgeUERIAA14MnnXnhanByqh+GfnF+lyYUVreHXctcbz34FdQAAIAIAAHApEsDLBh+t1etxnv+TyQV67/w0Xbm+VMr4IwoAACIAAIAaRQKOkEu5dzb68ysxmlmMqjl+K3CKYvcbz34lgm8HAEQAAADuRQK4HoAXDQo78XyriZTw8Jflwr53z0/RxelFO8afCYrtIL4ZABABAADULhrAhvdRsY0qhtiKt875+leV0/E3Pr56THl8NZx649mv3IVvBAAIAABA7cVASJyEFCGgTg8Mq5GCUrP673/8a2Pi5Ei1r/9bt+x4aKC7nQVG5NAjD6MoEAAIAACA1xEiYMFKBCHY1U6bejupq72FBsR5vtwa8FuJOPD2PkcchDgIY48DAAEAAPCGADBtMWTjvm2gRzb62wa61zL2VmEx8LzYjkMMAAABAABwmV++/bPQ7fd+LlxCAHDK4KR6mQ1+aEOfk0a/FMfF9qwQAuP4hgCAAAAAOGv4RymX4+cQ/2NCBBwvIQJOCsM/cuu2QdooBECNYQHwVQgBACAAAADVG342+E9RcWj/GSECntBd8fUXQ4l05lh7S6DeSw+zOHlMCAHMFAAAAgAAUIHxH1G8/lIGnfPwD3FKQBj/w4pQ8AoRRQQcxzcJAAQAAMCe8T9Ba1f1R34Rng9Hk5kRj36UZ4QIeALfKAAQAACANfjpT38yNtjddqTFv/af5dnZFbqyEPP6RxoX20NICQAAAQAAKMHL3//h2O6hLksDfT6cWqbJpXijfDROVzwIEQAABAAAwACH/dNZ6aQVz58NPwuABgMiAAAPgsWAAKiv5x8SJyesGP/ZlUQjGn9GrWsAAEAAAACY3UNdvJjPmmN8lxPpRjX+eRHwzNdfPIJvHAAIAACanl++/bPDVLrVT8dHwvins1Kjf+QxIQLG8M0D4A1QAwBAfYy/bnxvOS7ORenC3GpN3temgT6ShM6QxH+pdJoWVx3vNOA6gLuwjgAA9acFuwCAuvC0lTvFUxnXjH9bawvt2rKRdmzeQBuF4W/x+ymbzVImk9FtC8urdH1xma5ej9ByLFHtywaVz/4QDgEAEAEAoNm8/zHKTfpbk/cmIrQQTTn6+u2trXT7vhDdumcntQYCsrevGn6jAEin07rTlVicLkzN0XRkpdq38SDWDgAAEQAAmg1Lo3sXYinHjf8N27bQr987Inv/bPhV4+/zFXwB9Xre/H5//pTv19XeRvu3baRNfV10dnKOEqlMNfsAAgAARAAAaBrv/6A4OVYP7/83P30X3XLDLp2hZ6OubkavXz2vjQJot0QyRZ9MzYv3WHFaAFEAABABAKBpeNTKnTj376Tx/63P3K0z/rL6F16/ujGryxFanJ+l6PIiJeJRWSDIFYH+ALW0dVBLezf5Wzvyj2kJ+GnflgE6Px2hudWKJhMiCgAAIgAANIX3zwVwC1bu6+SsfzPjr2Vq4iJdPvcrSsSia/9gCDHQ1t1PLd2DlMlk89GAs0IErCTSlby93egIAAARAADWOwet3nF2JenIC47ctKek8V+cn6Gz779N8Zj1LgMpm6HE8jwlVyMU6OwnX3ufHA0IDfbQ2ZklSgpRUME+eQaHBgC1B4OAAKgdX7ZyJ576F6+8uC5PX3cX3Xf7ftPbrobP0uk3T9gy/nohILz/1QVKL03xBQr4fTTc11HJUz2KwwIACAAA1jujVu503SHv/8BtN1J7W2vR9WdPv00XPjzpyGtI6QRJ0euyCOjraKX2gO2sIo8IDuLQAAACAIB1iTL5z5KhW4hVLwB6uztpf2hH0fXTExflzVEyKfIncgv99bb6KJaw/f5HcYQAUHtQAwBAbQhZvaMT1f+37w3le/nzVf5LEdn7dwNfNkWBdJSGB3rpZx9foptNxEe5KIDYjvOZL/zpn7NIGvn0rftosK8npNlvYbGNo2AQAAgAABoNS4v+OJH7Z3Zu2Zgf8KNu5z866eoH9KdXKRtop6HuDppfWmEDbulxkZXoo8LwWxqO9MzXXxwXJ08IIXAKhxQAVf7NYhcAUBP6rdwpls5W/UI9XR3U3dGuG/ITmZuhRbG5/oOSjtLODUE6d2XS8mPE+wsZr5tbKjlqeFRsJ7GqIAAQAAAgAmAUAJ0dOuPP2/SVC7X5QckmaFOwRzbgSxZXEuzt6qzkpY4IEXAQhxUAEAAArAviqeojAMHe7qLxvjPXLtXmA0gSDXTkag4mZucsPaS1JVB03fzislURgA4CACAAAACyQQ0EdCv6Reama/r6vmwuijG/tOL2S7HxRxQAAAgAAEDOCZd0AiAeXa3p6/uyuTZAqykAM5ailh/7OL5xACAAAACClVhct6pfrQWAzpBXKAJSacu1EDxIKIRvHQAIAAC8StjKnTpaq/+TvDx1Xbecb1bK1vSDxlOFRYHSmUwtXhJpAAAgAADwLJaq8DpaA1W/0PXFZb0AyNZWAMws2sv9l6oVsBE9+DIOLwAgAABo6AhAi7/6Fbq5BW9mfjGfAmhp66zpB3Wik8Fm9GAUhxcAEAAANLQA6G13ZjjnyXNhWQDwFmjtqOkHvTRnr+ZgzoFugWe+/iJEAAAQAAB4j9vv/dy41ftWKwI629voxMmP8ikA8geECGirnQCYLwgAK+OAY/GEEy8LAQAABAAAnsXS/PpgV2tVL9LX1Unzy6t05vJkPgrQ3jNQkw+4GEvR9FI8L0RqFQEQPIDDCwAIAAC8yktW7jTQWaUA6O6Up+t948Rb+ShAS2dfTT7ga+cK6w0MWfH+E8lKlg82I4TDCwAIAAC8ynFLAqCr+nD95oF+WliO0g/f+ZUsACTxp97eu8F17//9iUjhPQyuPaV3en7RqZcPYSwwABAAAHiS2+/9HKcAwmvdjzsBNva0V/Va2zcNyac/Ofkx/fLChCwC/B295G9xrxbg2+9ezp/n8P/mwbUXQJyejzj5FkZwlAHw/7N3d79N3Xccx79OnNiOk9gkBEihJLRNp7IOkKau06SO3Gy3pd0uJy3d7SaV/gET5G53HdKu9iDo7aSqnSZN03rRoLbSBuvIUg1aKNSwlBBCgh3nwU4cZ7/v4TgzwQ/HT8fHyfslHZ2UBj8cnHy+v8dDAQB41TtOvmmwt7YCQCff5brg3/1kUqbnFiSzkZW2sCkMfPX/sf/z1NdbY//5BUgp2vVfavzfyQTC7b0AfLwACgDAq37t5Ju0B6DWTYFGnh60zqm1dTn/wd/lP7dnJCvt4gvvrWsRoOGf3/Wvrf/hAwNl/54WJcUUukMgBQBAAQC0rG995xVNygtOvvdwtLYNfLQFPTw4YBcBGfnjR1fkr/+8JsvpDckG9shmW23LDVPrG0+Evzo6fKhsgOte/7GZ+0X/v65kqMIQnzCAAgDwsnFzlB38HowEa94ZcOTQoLUqIOfSjTvyhw8uyeTt+5Lp3CNZf1jEV/lzTJnQ//3HN58Ify04nIz9x+7NlbzhT1+khx4AoMH8XALA9V6A2GeXPjpnvjxz+cu7cvnmXbl5b8FqNR/eG5EXnx6Ql547KKFOvzy/r1uu3ktW/Vz6mN/+xjPy8dTnW4GbWEnJXz79XD65FpORp/bK84P9MtQXlLaNlPiymaKPpbP8v5hdlEtfzUvcfL3doYE+q/VfTrnWv+qvfPwfQIV8XALAfT/8+S9P9HWHriwsFb7hjYb/948OySsvDMlnM0lJpjM1PZ/eWOfTL26VXHO/L9ItQfO8vuyT4Z5YWSsY+vnhf+w5Zz3wV2PTpgCYK1m0/OClY9W8zfjpn7y+h08XQAEAeDX8x8zpbXOUXbduigT58fdelOlkpubn1Zb3v0wRUKed97boZMORQwccFyLaG1GKDiM46UkoxBQA/E4DHGIOAOBu+L9tWrjn9/dFohqc2nLOH6PfTnsIfvu3yyVnzDulLeuXvzniaJKeEzrb/7vm8ZyGvxYgUzfL3xX5yOA+PiiAC5gDALgT/NHB/uh7QwcGRgutb9eu+Rv/nSka9FNfPgpOLRhqpS3sg+ZxdCKejsWXmoxXiBYswyakK30t12LTVg9AKTr27/QeAgAoAABP01vVJpZX3ouEu6KlWtM6hq4b6OhYfaFQrmcRoD0A2nLXQ7fjnV9MStKEc6HhAf1eXZanM/N1i+FSPRbF6Ji/k16M3N4FACgAgFYP/7PmdMaEv6Pv196Bl4+OyD+u3mh4EZCjy/acLN2rlga/Tvxz8jr6mP0PUAAALR78ui/9ealif3ptYbtdBDQy/HOvt1yPRLUT/wBUh0mAQP3D/7Q5fSg13JwmVwQUm6ynoVqPiYFeCH+lGxYx9g/QAwC0cqtfl/eN1uPxtAg49uyQNSegWBGwkEg6Xn/vpkoKFO3JyG1ZDIACAGil4NfJfWfMcbrej63j4hrwxVrSGrKLK6tWoVDN5Lx609UMWrCUm+2fX+S8UL+u/wk+jQAFAOBW+I+Jw019qpUb6y9WBOQ219EZ9HoXvnqs8a/Gjel7FS0r7AoGSw5zAKAAALwa/NrqH3bj+fZGIxLd0yfxh8W71a19BO7PS26DIbdoL4Q+d6lthrdr8/ulLdwrM4srcrivp14vJcYnE6AAABoR+trK1+B/U1y881xidU2u3l2QjfYOCfb0Siq5WPR7NYS1p0ADWXfU0w1/GtHC1lb+7MNExcGfC/+uSJ/4fD65PZ+UB0spOTrYJ8GOml/nbT6lAAUAUM/gH7ZDX8M/6uZz31lIWiGZ0xEISVtbu6wuxmVzc7NkIaBr7/V4tM4/am3iU0sxoKG/sLgkswtxK/wr3UHQev3BkAS7ex/7s+X0uly5MyeH+3vkYDRcy+Wa5NMKUAAA9Qj9U+b4qdSwnK9amWzWtPofmtZ/+on/197RabWgV5cSks2Uv0mQ7vSnh9JJd7qrX2+4a2vSYKHNdxbsHQF1fsFKOm39t9OJfYVoaz/YExF/Z6Do+701l5D5pZQ8O9Ar4UBHNU8T45MLVPBzySUAtkJfg360WaGfoyF4fTZuhWIp2gOQSiYks5b29HXVVn8g3GMVAU7t7+2SZ0wh4G9zvFUJtwIG6AEAHAf+qB30J+3gjzbz9Wjg35lPytfxZcet6lBvVNbTq5JeSpYcEmgG7akIdIWtc6VmF1esQmh/b0ieinY7mR8wwScaoABA6wbysDw+uW50+y9208qbqPAxT9jBnnvs4/b5hJfeu070uz77UFLrVYyrB0Li7wxKejkp66nVpr+XWoJ/e0GkxZAe/d1B6Q8HrfP2XgG9ZqtrmYv8BAGVYQgAzQ78UzW2wHXiV3xb0dAyKm31l7OxvibplWXr7OovEp/P6urvCHVZkxQbSXsDAn5/XvFkDYEceXf8FzF+qgAKAHg/+HUN/dhuvg7axX3rQaKqVn85OjlwLbUimXSqYUMDGvr+QNCa2Fdscp9LYib8j/CTBVSGIQC4Hf4a+g3dOc/rNPA1+LUAaBRda6/L7TbDPZJZS8nG+nrNxYAGvnbr6+E3R5vfM78+3ucnC6AAgPfD//xuff/a3X83vvzYuv5Gs7rmAyHrEFMQZLMbVu+AdejXG8V7H/z2GH57R4f42tsb3rVfg3f46QKq+P3AJYBL4a8t/q92a8tfZ7Xfmlssu7QPFaP7H6AHAB43thvDX4Nfd/NrxDg/LHT/AxQA8LhXCX40wDkuAUABAG8b3elvMDfGr+FP8LvT+mfpH0ABADSNbuKjoa8HXDXOJQAoAOBxGo6RUKAet3z1BG3hzy+nTIt/idZ+c1wwrX/u/gdQAMDrrs/GJ8xpVG/yktvStVVDX4sZvYUtmkZ3fnyLywBQAKA1/EkLgFxXue7nnr+/u1dp0GvoP1hKEfre8Zpp/ce5DAAFAFrDBXm0/a+1FFAnzOWPm+vwQLSr0zpHQp1Ne5E6nq97yy+ZsE+srLFu33veMuE/wWUAasdGQHDNj8785qxdBJQVDnRItzl0zoAWBf42n/Vn9WzZZ7KbVthr174GPi187xeRJvzf4DIAFABozSLgQ6lhSaAOHeQKAS0OnEwq1HDPbGzmBT+t+hY0bsL/LJcBqB+GAOC218yhRcCJav6yhrd9+1dz5mLuAjrW/4YJf3b8A+gBwA7oBdB5AHpToFNcjZrFzKHL4f5tn+PlxsjN9R+1v9QibMg+6+G1rZon7PCP8c8MUABgZxUCY7LLbw1cZYtYg1FXVUzUMxzNv8dwXjFwUpq3e6O+v3Em+wEUANj5vQGnzfEmhUDJwL9oB/6ky/8++QVB7utGvU/t5j/HBj8ABQB2XyGgQwKvyu4eGtCw3+rS92IY5hUF2mNw3C7cKu0tiOW9z/cJfYACAMgvBhrd6mymSbvVe9H+OrYTQtAeRhguFfyM6QMUAIBjP/vV70YTq+loXjFw0j5HPVogxOwjbrdy4/L/SXq0dgFQAAANbH0Wmtl+XKqfa5AL80JBL4Q7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsKP8T4ABAOPMKSh9cR4qAAAAAElFTkSuQmCC",
"path": "emoji_u1f9bf.png"
} | Generate code for a svg of a mechanical leg | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M39.1,37.54l13.02-7.72c0,0,3.81,3.35,3.72,3.53c-0.09,0.19-12.48,8.19-12.48,8.19L39.1,37.54z" style="fill:#546E7A;"/>
<rect height="60.76" style="fill:#3A6F8A;" transform="matrix(0.9324 -0.3613 0.3613 0.9324 -25.9395 25.194)" width="4" x="52.4" y="51.58"/>
<path d="M51.55,80.14c0,0,2.46-1.46,4.65,0.92l-2.52-6.31c0,0-4.86-1.58-4.81-1.44S51.55,80.14,51.55,80.14z " style="fill:#304E5E;"/>
<path d="M64.89,96.26c-4.06-12.69-3.72-20.12-6.82-24.9c-3.1-4.77-6.07-4.8-7.15-8.03 c-0.05-0.14-0.06-0.28-0.09-0.41c-0.32-1.67,0.92-2.94,2.56-5.42c1.1-1.55,3.71-4.52,1.21-11.81c-3.31-6.75-10.59-10.95-19.45-7.43 c-6.75,2.68-10.99,10.54-8.95,18.68c0.76,3.03,1.88,6.2,3.87,9.19c3.17,4.77,21.18,29.66,24.28,34.58c0.59,0.94,1.9,2.58,6.93,0.8 C65.52,100.03,65.08,96.87,64.89,96.26z M57.94,96.09L46.5,73.93c0,0,8.27,2.48,10.17,5.49c2.61,4.13,4.19,15.48,4.19,15.48 L57.94,96.09z" style="fill:#7497A5;"/>
<path d="M74.09,108.66l-15.34,1.44c-1,0.42-1.22,2-1.45,2.34c-0.91,1.32-2.48,2.49-3.79,3.39 c-3.17,2.18-6.91,3.03-10.73,2.66c-1.19-0.11-2.46-0.07-3.47,0.56c-1.36,0.84-1.55,4.22,3.96,4.8c6.62,0.7,10.73-1.22,14.72-2.69 c3.63-1.34,5.25-0.67,8.78-0.31c3.35,0.34,8.54,1.82,9.76-2.42c0.86-2.98,0.23-6.78-0.5-8.56C75.7,109.09,74.92,108.6,74.09,108.66 z" style="fill:#90A4AE;"/>
<path d="M68.8,123.47c3.16,0.33,5.94-0.46,7.19-3.42c0.17-0.4,0.53-1.62,0.53-1.62s-1.16,0.99-4.64-1.66 c-2.79-2.12-2.83-4.27-6.58-4.05c-3.74,0.22-7.03,6.91-16.05,8.98c-6.02,1.38-10.49-0.67-10.73-0.81c0.15,1.22,1.38,2.61,4.74,2.97 c6.62,0.7,12.1,0.15,16.19-1.01C63.14,121.8,65.27,123.1,68.8,123.47z" style="fill:#537F94;"/>
<path d="M73.75,112.03c0-1.64-0.28-3.31-0.28-3.31l-14.72,1.38c-1,0.42-1.22,2-1.45,2.34 c-0.67,0.97-1.7,1.86-2.72,2.62c0.02-0.02,1.25-1,2.57,0c1.32,1.02,3.7,5.34,9.56,4.15C72.56,118.03,73.75,114.19,73.75,112.03z" style="fill:#466B7D;"/>
<path d="M71.28,106.04c-1.38-2.19-3.85-3.55-6.44-3.55c0,0-1.11-0.05-2.61,0.41 c-1.5,0.46-2.49,1.26-2.49,1.26l-1.23-0.92c0,0-1.49,0.77-2.44,2.12c-1.92,2.73-1.89,6.28-0.32,8.69c1.36-1.01,2.99,0.65,3.38,1.07 c0.46,0.51,0.98,0.97,1.55,1.35c2.04,1.34,4.67,1.61,6.94,0.72C72,115.48,73.8,110.02,71.28,106.04z" style="fill:#90A4AE;"/>
<path d="M44.2,68.04c2.9,0.25,5.84,0.09,8.71,0.57c1.34,0.22,2.66,0.59,3.92,1.08 c-2.63-3.15-4.98-3.56-5.91-6.35c-0.05-0.14-0.06-0.28-0.09-0.41c-0.32-1.67,0.92-2.94,2.56-5.42c1.1-1.55,3.71-4.52,1.21-11.81 c-1.72-3.51-4.72-6.43-8.34-7.89c-3.4,2.08-8.54,5.19-9.54,5.78c-5.66,3.29-6.92,10.21-4.28,16.2 C34.67,64.87,38.73,67.56,44.2,68.04z" style="fill:#466B7D;"/>
<path d="M96.76,45.34L88,39.79c0.99-2.25,0.75-4.86,0.16-7.25c-1-4.05-2.99-7.93-6.08-10.73 c-3.09-2.8-7.34-4.44-11.48-3.96c-2.18,0.26-4.26,1.08-6.22,2.07C56.31,24,35.73,38.05,35.73,38.05s2.84-1.17,6.98-1l5.58-3.58 c2.34-1.47,4.15,0,2.04,1.42c-0.87,0.59-11.09,6.79-12.55,7.64c-5.66,3.29-7.57,10.54-4.28,16.2c2.87,4.94,8.76,7.03,13.98,5.29 C48.22,63.77,96.76,45.34,96.76,45.34z" style="fill:#90A4AE;"/>
<polygon points="72.07,19.71 72.07,19.71 72.07,19.71 " style="opacity:0.39;fill:#212121;"/>
<g>
<circle cx="43.73" cy="54.17" r="6.06" style="fill:#466B7D;"/>
<radialGradient id="SVGID_1_" cx="40.4245" cy="50.2573" gradientUnits="userSpaceOnUse" r="7.5076">
<stop offset="0.2244" style="stop-color:#FFFFFF"/>
<stop offset="0.9855" style="stop-color:#BEBEBE"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</radialGradient>
<circle cx="43.36" cy="52.9" r="5.65" style="fill:url(#SVGID_1_);"/>
<ellipse cx="44.01" cy="53.69" rx="4.91" ry="4.88" style="fill:#C2B5A8;"/>
</g>
<path d="M35.72,59.47c-3.29-5.66-0.18-12.06,5.38-15.51c4.51-2.81,33.72-20.45,41.59-21.55 c-0.2-0.2-0.39-0.41-0.61-0.6c-3.09-2.8-7.34-4.44-11.48-3.96c-2.18,0.26-4.26,1.08-6.22,2.07C56.31,24,35.73,38.05,35.73,38.05 s2.72-1.28,6.98-1l5.58-3.58c2.34-1.47,4.15,0,2.04,1.42c-0.87,0.59-11.09,6.79-12.55,7.64c-5.66,3.29-7.57,10.54-4.28,16.2 c1.72,2.96,4.52,4.88,7.61,5.58C38.92,63.34,37.02,61.7,35.72,59.47z" style="fill:#D3CAC3;"/>
<path d="M68.3,55.99l-0.11,0.19c9.1-3.45,18.93-7.18,24.36-9.24c-1.34-1.3-3.06-2.31-4.65-3.34 c-0.82-0.53-1.62-1.09-2.4-1.67c-4.11-3.05-7.81-6.68-11.06-10.61c-1.44-1.75-3.37-3.79-4.19-5.93c-0.74-1.93-2.01-4.11-4.14-4.75 c-1.6-0.48-3.32,0.06-4.83,0.79c-0.28,0.14-0.59,0.53-0.32,0.7c1.55-0.61,3.38,0.13,4.49,1.37c1.11,1.24,1.64,2.89,2.05,4.5 c1.57,6.26,3.16,12.31,6.64,17.83c0.97,1.54,2,3.39,1.33,5.08C74.45,53.5,70.12,55.21,68.3,55.99z" style="fill:#466B7D;"/>
<path d="M83.93,4.5C67.48,7.33,60.87,21.93,60.87,21.93s6.2-2.66,7.59,3.56 c2.76,16.1,12.33,23.93,24.01,21.93c11.68-2.01,19.53-13.1,17.52-24.78S99.28,1.87,83.93,4.5z" style="fill:#90A4AE;"/>
<path d="M106.62,26.28c-0.57-3.29-2.12-6.16-4.3-8.38c0,0,0,0,0,0c-6.39-6.49-15.18-6.69-20.83-2.15 c-7.64,6.14-10.08,19.76,1.85,26.94c0,0,0,0,0,0l0,0C95.11,49.24,108.81,38.97,106.62,26.28z" style="fill:#466B7D;"/>
<circle cx="92.01" cy="26.78" r="15.71" style="fill:#C2B5A8;"/>
<radialGradient id="SVGID_2_" cx="81.5115" cy="14.9156" gradientUnits="userSpaceOnUse" r="20.5406">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="0.921" style="stop-color:#CDD7DB;stop-opacity:0"/>
</radialGradient>
<path d="M80.03,32.12c-1.47-8.55,4.27-16.67,12.82-18.14c3.7-0.64,7.32,0.08,10.36,1.79 c-3.49-3.54-8.59-5.39-13.86-4.48c-8.55,1.47-14.29,9.59-12.82,18.14c0.83,4.85,3.81,8.79,7.78,11.03 C82.14,38.26,80.6,35.4,80.03,32.12z" style="fill:url(#SVGID_2_);"/>
<g>
<circle cx="65.67" cy="110.92" r="4.33" style="fill:#466B7D;"/>
<radialGradient id="SVGID_3_" cx="63.3118" cy="108.1233" gradientUnits="userSpaceOnUse" r="5.3581">
<stop offset="0.2244" style="stop-color:#FFFFFF"/>
<stop offset="0.9855" style="stop-color:#BEBEBE"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</radialGradient>
<circle cx="65.41" cy="110.01" r="4.03" style="fill:url(#SVGID_3_);"/>
<ellipse cx="65.87" cy="110.58" rx="3.5" ry="3.48" style="fill:#C2B5A8;"/>
</g>
<path d="M57.06,110.01c0-2.35,1.06-4.39,2.69-5.85l-1.23-0.92c0,0-1.23,0.56-2.44,2.12 c-2.04,2.65-1.89,6.28-0.32,8.69c0.93-0.69,1.98-0.14,2.68,0.42C57.56,113.2,57.06,111.66,57.06,110.01z" style="fill:#D3CAC3;"/>
<radialGradient id="SVGID_4_" cx="28.9948" cy="44.063" gradientUnits="userSpaceOnUse" r="18.2583">
<stop offset="0" style="stop-color:#D3CAC3"/>
<stop offset="1" style="stop-color:#D3CAC3;stop-opacity:0"/>
</radialGradient>
<path d="M28.4,54.22c-0.14-4.49,1.19-8.84,4.98-11.7c3.79-2.86,3.41-2.63,3.08-3.15 c-0.79-1.25-2.86-0.3-3.06-0.24c-5.7,3.25-9.05,10.42-7.19,17.82c0.74,2.95,1.82,6.02,3.71,8.94c0.02-0.02,0.05-0.04,0.07-0.07 l4.83,3.3C29.52,61.73,28.48,56.68,28.4,54.22z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="82.1801" cy="12.5179" gradientUnits="userSpaceOnUse" r="13.9808">
<stop offset="0" style="stop-color:#D3CAC3"/>
<stop offset="1" style="stop-color:#D3CAC3;stop-opacity:0"/>
</radialGradient>
<path d="M100.05,6.88c0,0-2.37-1.38-4.22-1.86c-3.38-1.04-7.34-1.29-11.9-0.51 c-8.97,1.54-15,6.58-18.64,10.84c-1.9,2.42-0.67,4.88,0.82,5.3c3.91,1.08,4.68-0.5,6.32-2.59c1.9-2.41,4.96-7.34,12.35-10.33 C92.01,4.8,100.05,6.88,100.05,6.88z" style="fill:url(#SVGID_5_);"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green motorcycle leaning against the fence. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#8ad47f" d="M0 0h96v38q-4 2-7 6l-4-4 1 3-2 2H60l-5-2q3 0 0-2l-1 1q-6-4-10 0l-11-1-2 5-7-4-6-1-1 1q-2-4-5-6l-3 2v4l-9-1z"/><path fill="#88d278" d="M96 38v5l-2 5-34 2v8q-6-3-9-8-7-1-2 3h-2l-9-2-2 1 10 3-1 2-3-1-3 3q-2-3-5-2l-3-1-5 2-15-2v-6l-7-1v-6H0v-2l9 1v-4l3-2q3 2 5 6l1-1 6 1 7 4 2-5 11 1q4-4 10 0l1-1q3 2 0 2l5 2h24l2-2-1-3 4 4q3-4 7-6"/><path fill="#5d7340" d="M0 43h4v6H2l-2-4z"/><path fill="#61b25d" d="m0 45 2 4H0z"/><path fill="#6e5b32" d="M96 43v7H86v11h10v1H84q-6-2-10-1v11h6l-2 1h-3q-2 6-1 14l-1-1V50H61v18l-2-1 1-8v-9l34-2z"/><path fill="#6dc766" d="m0 50 2 2-2 2z"/><path fill="#8fd67a" d="m73 59-12-1v-8h12z"/><path fill="#88cf78" d="M96 50v11H86V50z"/><path fill="#344a39" d="M60 58h-4q-1-4-4-4l-3-2q-5-4 2-3 3 5 9 8"/><path fill="#34832d" d="M47 53h2l3 2-1 2q-5 0-4-4"/><path fill="#92d07a" d="M74 50h10v10H74z"/><path fill="#75c867" d="m0 55 1 1v9l-1-1z"/><path fill="#7aa553" d="M11 57v-1l15 2 5-2 3 1q-5 0-7 3h-2z"/><path fill="#335336" d="M47 53q-1 4 4 4-1 1 1 4h-3q-1-3-3-2l-1-2 1-2-10-3 2-1z"/><path fill="#2b2f2b" d="m45 57 1 2v1q-7 2-13 1l6-2 3-3z"/><path fill="#9e5f5a" d="M46 59q2-1 3 2h-3z"/><path fill="#a7c6a5" d="M52 55q3 0 4 4l-4 2q-2-3-1-4z"/><path fill="#c3e4c4" d="M25 60h2l2 4h-2z"/><path fill="#6cc061" d="M56 59h4l-1 8q-3-1-4 1h-1l-4-1v-2h4z"/><path fill="#26382b" d="m56 59-2 6h-4q-3-3-2 2-5-1-7 5v-3l5-8h6z"/><path fill="#93d47c" d="M84 62v10H74V61q4-1 10 1"/><path fill="#7cc46d" d="m11 57 14 3 2 4-3 3q-2-1-2 1-6 1-6 7l-5-2z"/><path fill="#348633" d="M34 57q3-1 5 2l-6 2q6 1 13-1v1l-5 8v3q2-6 7-5l-2 5h-2l-4 2-4-8q-2-2-4-1h-2l-1-1-2-4q2-3 7-3"/><path fill="#86cd70" d="M61 60h11v11h-5l6 1v9l-8-2q0-7-4-11z"/><path fill="#84a55a" d="m61 58 12 1v13l-6-1h5V60H61z"/><path fill="#8bd37a" d="M86 62h10v12l-10-1z"/><path fill="#666037" d="M0 50v-1h4l7 1v23h-1V50H4q-2 8-1 18v4H2l-2-6v-2l1 1v-9l-1-1v-1l2-2z"/><path fill="#81cd70" d="M10 57v9l-6-1v-9q3-1 6 1"/><path fill="#8ad175" d="M4 50h6v5H4z"/><path fill="#7aa962" d="M4 50v5h6v2q-3-2-6-1v9l6 1v1q-4-1-7 1-1-10 1-18"/><path fill="#24522f" d="M32 65q2-1 4 1l4 8 1 5 3-1v-6h2q-2 3-1 9-9-1-15-5v-6h3z"/><path fill="#68ba55" d="m0 66 2 6H0z"/><path fill="#8cbb99" d="M30 65h2l1 5h-3z"/><path fill="#92ba9c" d="M50 65v2l2 8-1 2-2-4-1-6q-1-5 2-2"/><path fill="#223c2f" d="M27 64h2l1 1v11l-1 3 1 1q-5 5-11 3-4-3-3-8 0-6 6-7l1 3q-5 3-2 8l-3 1q1 2 5 1 6-6 0-13l1-1z"/><path fill="#1b2a22" d="m54 68 4 3z"/><path fill="#859254" d="M84 62h2v11q-3-1-4 1l-4-1 2-1h4z"/><path fill="#73c16f" d="M10 67v6l-1 1-6-2v-4q3-2 7-1"/><path fill="#317b41" d="M33 70q0-3 2 0 1 2-1 5-2-3-1-5"/><path fill="#37663b" d="m50 67 4 1 5 3 3 7-2 4-1-7-1 6q0-6-1-4l-4-3-1 1z"/><path fill="#88cb75" d="M75 73h3l4 1 2 9-9-1z"/><path fill="#4d6b56" d="m24 67-1 1q6 7 0 13-4 1-5-1l3-1q-3-5 2-8l-1-3q0-2 2-1"/><path fill="#255732" d="M55 68q1-2 4-1l2 1q4 4 4 11l-6-8z"/><path fill="#8bd279" d="M96 75v6l-10-1v-5z"/><path fill="#40a247" d="M44 72v6l-3 1-1-5z"/><path fill="#7c723e" d="M82 74q1-2 4-1l10 1v1H86v5l-2 5v-2z"/><path fill="#518e59" d="M30 76q6 4 15 5v1l-1 1-15-4z"/><path fill="#183126" d="m48 67 1 6q-4 5 0 11 6 4 11-2l2-4-3-7 6 8-2 4q-7 5-15 3l-3-4v-1q-1-6 1-9z"/><path fill="#2f4c39" d="m49 73 2 4 1-2 1-1 4 3q0 5-5 4l-2-3q-2 5 4 6l4-3 1-6 1 7q-5 6-11 2-4-6 0-11"/><path fill="#5a8f53" d="m58 81-4 3q-6-1-4-6l2 3q5 1 5-4 1-2 1 4"/><path fill="#69b465" d="m65 79 8 2v5q-1-1-3 1l-7-4z"/><path fill="#72b264" d="M75 73v9l9 1v2l2-5 10 1v10l-11-2q-1-6-2 0l-9-2q-1-8 1-14"/><path fill="#135129" d="M0 72h3l6 2 1-1h1l5 2q-1 5 3 8 6 2 11-3l-1-1 15 4 1-1 3 4q8 2 15-3l7 4q2-2 3-1l1 1 9 2q1-6 2 0l11 2v5H0z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f468_1f3fe_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: man, man, medium-dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="30.7366" x2="30.7366" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#006C7D"/>
<stop offset="1" style="stop-color:#007689"/>
</linearGradient>
<path d="M34.5,111.11h-3.76h-3.76C18.28,110.45,5.41,114.36,2.5,124h28.23h28.23 C56.07,114.36,43.19,110.45,34.5,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_1_" d="M30.5,117.83L30.5,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54H37.3v4.54 C37.3,114.79,34.25,117.83,30.5,117.83z" style="fill:#7A4C32;"/>
<g id="face_1_">
<g id="ears_1_">
<path d="M53.36,84.31l-5.18-0.64l-28.03-3.44l-5.18-0.64c-4.14-0.51-7.97,2.68-8.51,7.09 s2.4,8.43,6.54,8.94l5.18,0.64l28.03,3.44l5.18,0.64c4.14,0.51,7.97-2.68,8.51-7.09S57.5,84.81,53.36,84.31z" style="fill:#7A4C32;"/>
</g>
<g id="head_1_">
<path d="M37.09,53.6L37.09,53.6L37.09,53.6C24.87,52.1,11.95,63.78,9.64,82.58 c-2.3,18.71,8.23,29.39,20.11,30.85s24.68-6.36,26.97-25.07C59.03,69.56,49.31,55.1,37.09,53.6z" style="fill:#A56C43;"/>
</g>
<g id="eyebrows_1_">
<path d="M16.21,79.83c2.62-2.89,7.89-2.36,10.19,0.67c0.4,0.52,0.81,1.19,0.38,1.83 c-0.47,0.71-1.23,0.49-1.84,0.15c-1.62-0.9-3.34-1.42-5.22-1.27c-0.81,0.06-1.53,0.31-2.32,0.48 C16.33,81.91,15.43,80.73,16.21,79.83z" style="fill:#42312C;"/>
<path d="M48.62,85.53c-1.48-0.87-3.02-1.46-4.77-1.48c-0.8-0.01-1.59,0.1-2.36,0.3 c-0.61,0.16-1.28,0.46-1.83-0.03c-1.57-1.39,1.71-2.95,2.66-3.23c2.04-0.6,4.34-0.24,6.1,0.97c0.7,0.48,1.44,1.14,1.79,1.93 C50.63,84.98,49.65,86.1,48.62,85.53z" style="fill:#42312C;"/>
</g>
<g id="eyes_1_">
<ellipse cx="20.81" cy="86.16" rx="3.61" ry="3.49" style="fill:#42312C;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -67.2451 96.3117)"/>
<ellipse cx="44.16" cy="89.03" rx="3.61" ry="3.49" style="fill:#42312C;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -49.5811 122.0129)"/>
</g>
<path id="nose_1_" d="M34.4,94.42c-0.07-0.04-0.14-0.07-0.22-0.09l-4.97-0.61c-0.08,0-0.16,0.01-0.23,0.03 c-0.47,0.13-0.78,0.56-0.63,1.09c0.15,0.52,0.97,2.04,2.96,2.28c1.99,0.24,3.15-1.03,3.43-1.5C35.02,95.15,34.83,94.66,34.4,94.42 z" style="fill:#875334;"/>
<path id="mouth_1_" d="M36.9,100.49c-2.4,1.06-9.73,0.16-11.81-1.45c-1.19-0.92-2.65,0.09-2.26,1.32 c0.38,1.21,4.06,4.36,7.52,4.79s7.74-1.75,8.4-2.84C39.43,101.21,38.28,99.88,36.9,100.49z" style="fill:#473530;"/>
</g>
<g>
<path id="hair_2_" d="M38.17,49.36L38.17,49.36c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C6.22,45.61,8.28,82.86,8.28,82.86s0.97,3.93,1.42,5.67c0.06,0.25,0.41,0.27,0.5,0.02c1.06-2.96,3.87-13.71,5.51-16.84 c0.97-1.85,3.11-2.72,5.1-2.11c4.96,1.53,13.55,2.95,13.57,2.95c5.5,0.67,11.53,0.83,14.72,0.64c2.08-0.12,3.95,1.25,4.44,3.28 c0.83,3.42,1.94,14.47,2.25,17.64c0.03,0.26,0.37,0.33,0.49,0.1l2.76-5.13C59.05,89.09,70.06,53.45,38.17,49.36z" style="fill:#3C2C23;"/>
<radialGradient id="hairHighlights_2_" cx="20.4835" cy="143.9085" gradientTransform="matrix(0.9925 0.1219 -0.1375 1.1198 33.9053 -84.0393)" gradientUnits="userSpaceOnUse" r="26.9515">
<stop offset="0.7945" style="stop-color:#554138;stop-opacity:0"/>
<stop offset="1" style="stop-color:#554138"/>
</radialGradient>
<path id="hairHighlights" d="M59.05,89.09c0,0,11.01-35.64-20.88-39.73l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5-0.06-0.98-0.11-1.46-0.15c-0.96-0.08-1.88-0.12-2.78-0.12 c-0.01,0-0.02,0-0.03,0c-0.06,0-0.12,0-0.19,0C6.42,49.18,8.28,82.86,8.28,82.86l1.43,5.65c0.06,0.25,0.41,0.27,0.5,0.03 c1.07-2.99,3.87-13.7,5.5-16.82c0.97-1.85,3.11-2.73,5.1-2.11c3.06,0.95,7.95,2.26,13.45,2.94c0.02,0,1,0.24,1.02,0.25 c0.02,0,0.04,0.01,0.06,0.01c5.5,0.67,10.56,0.58,13.76,0.4c2.08-0.12,3.95,1.25,4.44,3.28c0.83,3.44,1.95,14.57,2.26,17.68 c0.02,0.26,0.36,0.32,0.49,0.1C57.15,92.69,59.05,89.09,59.05,89.09z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
<g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#009E89"/>
<stop offset="1" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#C48E6A;"/>
<g id="face_121_">
<g id="ears_152_">
<path d="M112,79.66l-5.18,0.64l-28.03,3.44l-5.18,0.64c-4.14,0.51-7.08,4.53-6.54,8.94 c0.54,4.41,4.37,7.6,8.51,7.09l5.18-0.64l28.03-3.44l5.18-0.64c4.14-0.51,7.08-4.53,6.54-8.94 C119.97,82.35,116.14,79.16,112,79.66z" style="fill:#C48E6A;"/>
</g>
<g id="head_344_">
<path d="M89.33,53.67L89.33,53.67L89.33,53.67c-12.22,1.5-21.94,15.96-19.63,34.77 c2.3,18.71,15.09,26.52,26.97,25.07c11.88-1.46,22.4-12.14,20.11-30.85C114.47,63.85,101.55,52.17,89.33,53.67z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_174_">
<path d="M74.86,84.31c1.85-3.44,7.08-4.19,10.05-1.82c0.51,0.41,1.07,0.96,0.81,1.68 c-0.29,0.8-1.08,0.77-1.75,0.59c-1.79-0.48-3.59-0.57-5.38,0.03c-0.77,0.26-1.41,0.67-2.13,1.03 C75.49,86.3,74.33,85.37,74.86,84.31z" style="fill:#AB872F;"/>
<path d="M107.69,82c-1.65-0.49-3.28-0.69-4.99-0.28c-0.77,0.19-1.52,0.49-2.22,0.87 c-0.55,0.3-1.14,0.75-1.79,0.42c-1.86-0.97,0.95-3.28,1.8-3.78c1.84-1.08,4.16-1.28,6.15-0.53c0.79,0.3,1.67,0.76,2.2,1.44 C109.51,80.98,108.83,82.3,107.69,82z" style="fill:#AB872F;"/>
</g>
<g id="eyes_171_">
<ellipse cx="80.86" cy="89.34" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2849 10.5202)"/>
<ellipse cx="104.22" cy="86.47" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.7613 13.3453)"/>
</g>
<path id="nose_173_" d="M96.04,94.06c-0.08-0.02-0.16-0.03-0.23-0.03l-4.97,0.61 c-0.07,0.02-0.15,0.05-0.22,0.09c-0.43,0.24-0.62,0.73-0.34,1.21c0.27,0.47,1.43,1.74,3.43,1.5c1.99-0.24,2.81-1.76,2.96-2.28 C96.82,94.63,96.52,94.19,96.04,94.06z" style="fill:#C48E6A;"/>
<path id="mouth_99_" d="M99.94,99.35c-2.07,1.61-9.41,2.51-11.81,1.45c-1.38-0.61-2.55,0.72-1.87,1.83 c0.66,1.08,4.99,3.25,8.45,2.83c3.46-0.42,7.08-3.57,7.47-4.78C102.57,99.44,101.13,98.43,99.94,99.35z" style="fill:#6D4C41;"/>
</g>
<g id="hair">
<path id="hair_588_" d="M88.81,49.43L88.81,49.43c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C56.9,53.53,67.91,89.17,67.91,89.17s1.89,3.58,2.75,5.16c0.12,0.23,0.47,0.16,0.49-0.1c0.31-3.13,0.44-14.24,1.27-17.67 c0.49-2.03,2.36-3.39,4.44-3.28c5.19,0.28,13.86-0.41,13.88-0.42c5.5-0.67,11.38-1.99,14.44-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.63,3.12,5.39,13.57,6.46,16.57c0.09,0.25,0.44,0.23,0.5-0.03l1.43-5.64C118.68,82.93,120.74,45.69,88.81,49.43z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="117.7891" cy="8.9382" gradientTransform="matrix(0.9925 -0.1219 0.1375 1.1198 -25.6297 84.0271)" gradientUnits="userSpaceOnUse" r="26.9515">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M118.68,82.93c0,0,2.06-37.25-29.87-33.5l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5,0.06-0.98,0.13-1.46,0.21c-0.95,0.16-1.85,0.34-2.72,0.56 c-0.01,0-0.02,0-0.03,0.01c-0.06,0.02-0.12,0.03-0.18,0.05c-26.45,6.68-16.49,38.91-16.49,38.91l2.75,5.13 c0.12,0.23,0.46,0.16,0.49-0.1c0.31-3.16,0.44-14.22,1.27-17.65c0.49-2.03,2.36-3.4,4.44-3.28c3.2,0.18,8.26,0.27,13.76-0.4 c0.02,0,1.03-0.01,1.05-0.01c0.02,0,0.04,0,0.06-0.01c5.5-0.67,10.39-1.99,13.45-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.64,3.14,5.42,13.66,6.47,16.61c0.09,0.24,0.43,0.23,0.5-0.02C117.7,86.88,118.68,82.93,118.68,82.93z" style="fill:url(#hairHighlights_3_);"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing lantern on a wooden table in the dark. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#010101" d="M0 0h96v60q-3 0-1-2-2-3-5-1l-31-2v-9l-1-12-2 3-18 1q-5 9 2 17l-2 1q-10-1-18 1-10 5-20 7z"/><path fill="#f2d154" d="M45 55h-3l-1-2q1-4 4 0 12 3 9-9-2-3-2-1l-4 10-1-5q-3 3-1-1l-3-4-3 5v-8q8-2 17-1l-1 14z"/><path fill="#f1bd3b" d="M39 40v8l3-5 3 4q-2 4 1 1l1 5 4-10q0-2 2 1 3 12-9 9-3-4-4 0l-2-2z"/><path fill="#6e4b1e" d="m59 46-2 11q-2-1-2 1l-14-1q-1-2 1-2l6 2 5-1-8-1 11-2 1-14q-9-1-17 1h-1l-1-2 18-1 2-3z"/><path fill="#1b0e08" d="M42 55h3l8 1-5 1z"/><path fill="#3b1d0e" d="m38 38 1 2v11l2 2 1 2q-2 0-1 2l-3 5q-5 0-4 5h4q-3 0-1 2l4 1h2l-4 3h-4l2-2-9-3q8-1 0-1v-3l10-5v-3l2-1q-7-8-2-17"/><path fill="#120607" d="m38 56-4 2q-10 0-12 8 7 0-1 1-1 2 1 4l13 1h2l4 1-8 1 20 5 10-5-2-1 17-2 2-4q-10 0-2-3-3-1 0-2-4 0-2-3l-6-1q-2 0-2-2 6-1 13 3 3 1 5 5l-4 2q1 2-1 2l2 1-4 6q-29 4-1 5l-23 3-6 5 1-4-9 4q-3-1 0-2l-3-1 8-1-16-2-1 1-3-3 7-1-10-2q-3 1-4-1H0V64q10-2 20-7 8-2 18-1"/><path fill="#261009" d="M38 57v2l-10 5v3q8 0 0 1l9 3-2 2-13-1q-2-2-1-4 8-1 1-1 2-8 12-8z"/><path fill="#140d0a" d="m41 57 14 1 5 3-3 4H40l-2-3z"/><path fill="#3c1a0b" d="M55 58q0-2 2-1h7v3h4l2 4-8 5q0 5-5 5 3 2-1 2H43l-1-1 4-1 10-1 2-4q5-1 0-2h4l-1-7-1 1z"/><path fill="#62310e" d="m46 74-7-1 4-3 13-1 1-1h-8q-5 0-8 2l-4-1q-2-2 1-2h-4q-1-5 4-5l2 3-1 1h18v-1l3-4 1-1 1 7h-4q5 1 0 2l-2 4z"/><path fill="#a45e0f" d="M40 65h17v1H39z"/><path fill="#9b5514" d="M43 70h-2q3-2 8-2h8l-1 1z"/><path fill="#090208" d="M59 46v9l36 3q-2 2 1 2v36H0V77h19q1 2 4 1l10 2-7 1 3 3 1-1 16 2-8 1 3 1q-3 1 0 2l9-4-1 4 6-5 23-3q-28-1 1-5l4-6-2-1q2 0 1-2l4-2q-2-4-5-5-7-4-13-3H57z"/><path fill="#26100a" d="M64 57h4q0 2 2 2l6 1q-2 3 2 3-3 1 0 2-8 3 2 3l-2 4-17 2 2 1-10 5-20-5 8-1-4-1h2l7 1-4 1 1 1h13q4 0 1-2 5 0 5-5l8-5-2-4h-4z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white vector illustration of a light bulb with a long tube. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 201.934 201.934" style="enable-background:new 0 0 201.934 201.934;" xml:space="preserve">
<path d="M114.376,201.934H97.988c-3.486,0-6.322-2.836-6.322-6.322v-5.179h-5.153c-7.438,0-13.488-6.051-13.488-13.488v-2.737
c0-0.028,0-0.057,0-0.086v-14.184c0-0.029,0-0.058,0-0.087v-15.104h-2.425c-1.104,0-2-0.896-2-2v-7.832
c-1.406-0.362-2.781-0.907-4.097-1.635c-5.345-2.955-8.672-8.364-8.898-14.469c-0.238-6.41,3.065-12.384,8.62-15.592l9.172-5.295
L60.973,85.562c-3.252-3.061-5.198-7.281-5.369-11.899c-0.238-6.409,3.065-12.383,8.62-15.591l6.914-3.991L60.415,43.41
c-0.031-0.031-0.061-0.063-0.089-0.095c-3.696-2.751-6.168-6.891-6.792-11.552c-0.933-6.962,2.396-13.73,8.48-17.244l20.24-12.186
c5.03-2.903,11.104-3.107,16.283-0.56c5.178,2.546,8.727,7.481,9.493,13.201c0.932,6.956-2.39,13.719-8.463,17.234l-2.106,1.268
l3.53,3.368l21.669-12.512c5.291-3.055,11.64-3.112,16.986-0.157c5.346,2.956,8.673,8.365,8.899,14.47
c0.238,6.41-3.065,12.384-8.62,15.592L99.927,77.33l3.345,3.346l19.386-11.193c5.291-3.054,11.641-3.113,16.987-0.156
c5.346,2.956,8.672,8.365,8.898,14.47l0,0c0.238,6.409-3.065,12.383-8.62,15.591l-32.725,18.894l13.177,13.177h21.39
c1.104,0,2,0.896,2,2v9.29c0,1.104-0.896,2-2,2h-2.425v0.175c0,0.029,0,0.059,0,0.087v31.936c0,7.438-6.051,13.488-13.488,13.488
h-5.153v5.179C120.699,199.098,117.863,201.934,114.376,201.934z M95.666,190.433v5.179c0,1.28,1.042,2.322,2.322,2.322h16.389
c1.28,0,2.322-1.042,2.322-2.322v-5.179h-11.54c-0.029,0-0.059,0-0.086,0H95.666z M118.699,186.433h7.153
c5.232,0,9.488-4.257,9.488-9.488v-0.464l-21.242,9.952H118.699z M93.666,186.433h11.003l30.67-14.369v-9.682l-50.863,23.831
c0.656,0.144,1.337,0.22,2.036,0.22H93.666z M77.024,175.435v1.51c0,2.731,1.16,5.197,3.014,6.931l55.301-25.91v-9.853
L77.024,175.435z M77.024,161.164v9.854l56.07-26.271h-21.028L77.024,161.164z M77.024,144.747v12l25.613-12H77.024z
M111.663,140.747h28.102v-5.29H72.599v5.29h38.978C111.605,140.747,111.635,140.747,111.663,140.747z M84.376,131.457h30.342
l-11.106-11.106L84.376,131.457z M77.604,100.114l-11.38,6.57c-4.268,2.464-6.806,7.054-6.623,11.979
c0.174,4.69,2.729,8.846,6.836,11.117c4.108,2.271,8.988,2.227,13.051-0.121l23.418-13.521c0.023-0.014,0.046-0.027,0.07-0.04
l34.946-20.177c4.268-2.464,6.806-7.054,6.623-11.978l0,0c-0.174-4.69-2.729-8.847-6.837-11.118
c-4.108-2.271-8.986-2.225-13.051,0.121l-46.946,27.104C77.677,100.073,77.641,100.095,77.604,100.114z M71.345,90.24l5.64,5.612
l22.701-13.106L96.341,79.4l-14.852,8.575C78.339,89.794,74.81,90.549,71.345,90.24z M63.686,82.619
c0.814,0.772,1.735,1.45,2.752,2.013c4.107,2.271,8.986,2.225,13.05-0.121l16.148-9.322c0.022-0.014,0.045-0.027,0.068-0.039
l42.219-24.376c4.268-2.464,6.806-7.054,6.623-11.979l0,0c-0.174-4.69-2.73-8.847-6.837-11.118
c-4.108-2.27-8.986-2.227-13.051,0.122L101.72,41.042c-0.019,0.012-0.038,0.022-0.057,0.033L66.224,61.536
C61.956,64,59.418,68.59,59.601,73.514c0.123,3.314,1.435,6.362,3.644,8.667L63.686,82.619z M69.386,46.693l5.341,5.314
L97.379,38.93l-3.472-3.313l-14.597,8.788C76.243,46.175,72.786,46.941,69.386,46.693z M90.903,3.977
c-2.274,0-4.539,0.603-6.618,1.804l-20.24,12.186c-4.706,2.717-7.264,7.918-6.547,13.267c0.597,4.461,3.256,8.157,7.294,10.144
c4.037,1.985,8.589,1.834,12.485-0.417l15.845-9.539c0.02-0.013,0.04-0.024,0.06-0.036l4.335-2.61
c0.011-0.006,0.021-0.012,0.032-0.019c4.674-2.698,7.231-7.898,6.515-13.248c-0.597-4.461-3.255-8.157-7.293-10.144
C94.886,4.438,92.891,3.977,90.903,3.977z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "169ee4e183f323a9321194a6ddc59b0b6954976c4327bfd75ca5ca9a784ab756.png"
} | Generate code for a svg of a a white padlock icon with a long shadow on a gray background | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
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:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
version="1.1"
id="svg885"
width="793.89258"
height="793.89252"
viewBox="0 0 793.89258 793.89252"
sodipodi:docname="lock-icon.svg"
inkscape:version="0.92.2 5c3e80d, 2017-08-06"
inkscape:export-filename="/mnt/storage1/entwicklung/i3lockmore/lock-icon.png"
inkscape:export-xdpi="30.23"
inkscape:export-ydpi="30.23">
<metadata
id="metadata891">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs889" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="640"
inkscape:window-height="480"
id="namedview887"
showgrid="false"
inkscape:snap-bbox="false"
inkscape:bbox-nodes="false"
inkscape:object-paths="true"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0"
inkscape:zoom="0.55795144"
inkscape:cx="402.81745"
inkscape:cy="413.44104"
inkscape:current-layer="svg885" />
<path
style="opacity:1;vector-effect:none;fill:#c8c8c8;fill-opacity:0.50232559;stroke:none;stroke-width:49.13385773;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:markers fill stroke"
d="M 396.94531 0 A 396.94669 396.94669 0 0 0 0 396.94531 A 396.94669 396.94669 0 0 0 396.94531 793.89258 A 396.94669 396.94669 0 0 1 371.8125 792.63477 L 209.47266 630.29492 C 208.48195 629.43243 207.55257 628.50188 206.68945 627.51172 L 206.60547 627.42773 L 206.60742 627.41797 C 202.45726 622.61488 199.89648 616.4317 199.89648 609.81836 L 199.89648 345.62305 C 199.89648 330.94854 212.47589 318.36719 227.15039 318.36719 L 243.97461 318.36719 L 231.68555 306.07812 C 231.68555 215.09843 305.96562 140.81836 396.94531 140.81836 C 444.22746 140.81836 486.99273 160.88763 517.17188 192.92969 L 517.51367 192.97266 L 787.86719 463.32617 A 396.94669 396.94669 0 0 1 396.94531 793.89258 A 396.94669 396.94669 0 0 0 793.89258 396.94531 A 396.94669 396.94669 0 0 0 396.94531 0 z M 545.13867 233.11133 C 545.26068 233.35758 545.38505 233.60267 545.50586 233.84961 C 545.38498 233.6026 545.26075 233.35765 545.13867 233.11133 z M 546.67773 236.30859 C 546.86248 236.70259 547.05071 237.09457 547.23242 237.49023 C 547.05069 237.09465 546.8625 236.70251 546.67773 236.30859 z M 548.2793 239.83203 C 548.45589 240.2329 548.63511 240.63265 548.80859 241.03516 C 548.63505 240.63264 548.45595 240.23291 548.2793 239.83203 z M 549.80469 243.40625 C 549.98531 243.84404 550.1668 244.28105 550.34375 244.7207 C 550.16676 244.28111 549.98535 243.84399 549.80469 243.40625 z M 551.22461 246.96484 C 551.4103 247.44652 551.59606 247.92829 551.77734 248.41211 C 551.59596 247.9282 551.4104 247.44661 551.22461 246.96484 z M 552.62891 250.74414 C 552.78391 251.1777 552.93838 251.61168 553.08984 252.04688 C 552.93831 251.61164 552.78398 251.17773 552.62891 250.74414 z M 553.90039 254.43164 C 554.06314 254.9235 554.22263 255.41629 554.38086 255.91016 C 554.22262 255.41644 554.06315 254.92335 553.90039 254.43164 z M 555.06641 258.10156 C 555.23772 258.66329 555.40486 259.22681 555.57031 259.79102 C 555.40479 259.22679 555.23779 258.66331 555.06641 258.10156 z M 556.16797 261.86914 C 556.33581 262.47086 556.49705 263.07526 556.6582 263.67969 C 556.49698 263.07521 556.33589 262.47091 556.16797 261.86914 z M 557.19141 265.71875 C 557.3449 266.3258 557.49195 266.93526 557.63867 267.54492 C 557.49186 266.93512 557.345 266.32594 557.19141 265.71875 z M 558.13477 269.65234 C 558.27008 270.24923 558.39855 270.84798 558.52734 271.44727 C 558.39855 270.84823 558.27007 270.24899 558.13477 269.65234 z M 558.9668 273.5332 C 559.09445 274.16731 559.21366 274.80474 559.33398 275.44141 C 559.21355 274.80443 559.09457 274.16762 558.9668 273.5332 z M 559.72266 277.55078 C 559.82642 278.14221 559.92211 278.73655 560.01953 279.33008 C 559.92207 278.73649 559.82647 278.14226 559.72266 277.55078 z M 560.37109 281.52539 C 560.46874 282.17537 560.55649 282.82808 560.64648 283.48047 C 560.55649 282.82832 560.46874 282.17514 560.37109 281.52539 z M 560.92188 285.51562 C 561.00658 286.19213 561.07981 286.87182 561.15625 287.55078 C 561.07978 286.87179 561.00662 286.19215 560.92188 285.51562 z M 561.38281 289.60156 C 561.45484 290.32264 561.51352 291.04777 561.57617 291.77148 C 561.51348 291.04755 561.45489 290.32285 561.38281 289.60156 z M 561.73633 293.63867 C 561.80431 294.54358 561.85694 295.45251 561.91016 296.36133 C 561.85693 295.4527 561.80432 294.54338 561.73633 293.63867 z M 561.99219 297.72266 C 562.04066 298.68656 562.07179 299.65497 562.10352 300.62305 C 562.07177 299.65469 562.04069 298.68683 561.99219 297.72266 z M 562.15234 301.91797 C 562.18686 303.30082 562.20508 304.68726 562.20508 306.07812 C 562.20508 304.68763 562.18685 303.30045 562.15234 301.91797 z M 217.31836 635.12891 C 217.4531 635.18364 217.58697 635.24038 217.72266 635.29297 C 217.58698 635.24047 217.45309 635.18355 217.31836 635.12891 z M 218.44922 635.55859 C 218.59669 635.61092 218.74408 635.66311 218.89258 635.71289 C 218.74396 635.66316 218.59681 635.61088 218.44922 635.55859 z M 219.66797 635.95898 C 219.80698 636.0009 219.94612 636.04237 220.08594 636.08203 C 219.94613 636.04245 219.80696 636.00082 219.66797 635.95898 z M 220.85352 636.28711 C 221.0138 636.3274 221.17469 636.36504 221.33594 636.40234 C 221.17471 636.36512 221.01378 636.32732 220.85352 636.28711 z M 222.07812 636.56445 C 222.25901 636.60079 222.44107 636.63347 222.62305 636.66602 C 222.44119 636.63356 222.2589 636.6007 222.07812 636.56445 z M 223.28125 636.77734 C 223.52298 636.81417 223.76633 636.84497 224.00977 636.875 C 223.7661 636.845 223.52321 636.81414 223.28125 636.77734 z M 224.55078 636.93945 C 224.87956 636.97296 225.2095 636.99671 225.54102 637.01758 C 225.20986 636.99677 224.87923 636.97285 224.55078 636.93945 z M 225.8125 637.03711 C 226.25624 637.06031 226.70241 637.07422 227.15039 637.07422 C 226.70227 637.07422 226.25641 637.06028 225.8125 637.03711 z "
id="path915" />
<path
style="opacity:1;vector-effect:none;fill:#b4b4b4;fill-opacity:0.50232559;stroke:none;stroke-width:49.13385773;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1;paint-order:markers fill stroke"
d="m 396.94532,189.95117 c -64.42579,0 -116.125,51.70117 -116.125,116.12696 h -49.13477 l 12.28906,12.28906 h 322.76563 c 14.6745,0 27.25586,12.58135 27.25586,27.25586 v 264.19531 c 0,14.67451 -12.58136,27.25586 -27.25586,27.25586 H 227.15039 c -6.64938,0 -12.86411,-2.58862 -17.67773,-6.7793 L 371.8125,792.63473 a 396.94669,396.94669 0 0 0 25.13282,1.2578 396.94669,396.94669 0 0 0 390.92184,-330.56636 l -270.35348,-270.35351 -0.3418,-0.043 c 27.89117,29.61286 45.0332,69.45089 45.0332,113.14844 h -49.13281 c 0,-64.42579 -51.70117,-116.12695 -116.12695,-116.12696 z M 249.0293,367.50195 V 587.94141 H 544.86133 V 367.50195 Z m 149.10742,18.8125 a 52.423916,52.423916 0 0 1 52.42383,52.42383 52.423916,52.423916 0 0 1 -29.125,46.93555 v 83.45312 h -46.59961 v -83.49609 a 52.423916,52.423916 0 0 1 -29.12305,-46.89258 52.423916,52.423916 0 0 1 52.42383,-52.42383 z m -191.52929,241.10157 -0.002,0.0117 0.084,0.084 c -0.0276,-0.0317 -0.0546,-0.0639 -0.082,-0.0957 z"
id="rect4608"
inkscape:connector-curvature="0" />
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f3cc_200d_2640.png"
} | Generate code for a svg of a woman golfing | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="ear_1_" d="M74.8,24.13l-0.79-0.21l-1.21,4.42c0.3,0.08,0.6,0.13,0.91,0.13 c0.97,0,1.89-0.47,2.23-1.72C76.44,24.9,74.8,24.13,74.8,24.13z" style="fill:#E59600;"/>
<path id="ear" d="M56.04,18.98c0.01,0.01-0.03,0-0.11,0c-0.41,0-1.76,0.12-2.19,1.68 c-0.45,1.63,0.63,2.62,1.88,2.97l1.21-4.43L56.04,18.98z" style="fill:#E59600;"/>
<polygon id="neck" points="68.74,28.75 65.12,38.81 57.11,36.97 61.53,16.18 " style="fill:#E59600;"/>
<linearGradient id="head_1_" gradientUnits="userSpaceOnUse" x1="55.0069" x2="75.4977" y1="21.5937" y2="21.5937">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="head" d="M68.75,9.44c-7.41-2.03-10.92,3.18-13.14,11.25c-2.3,8.37,2.49,12.01,6.46,13.1 c3.91,1.07,9.92,0.46,12.24-7.96C76.53,17.75,76.16,11.47,68.75,9.44z" style="fill:url(#head_1_);"/>
<radialGradient id="hair_2_" cx="66.1662" cy="119.5424" gradientTransform="matrix(0.9985 0.0538 0.0538 -0.9985 -5.9984 137.0409)" gradientUnits="userSpaceOnUse" r="12.522">
<stop offset="0" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#543930"/>
</radialGradient>
<path id="hair" d="M68.5,32.37c0.8-2.87,3.43-2.83,5.33-4.08l1.35-2.65c0,0,1.53-1.51,2.64-4.85 c1.15-3.44,0.32-9.22-7.87-12.12l-0.22-0.07c-0.06-0.02-0.22-0.06-0.22-0.06c-8.29-2.59-12.42,1.54-13.56,4.97 c-1.11,3.34-0.8,5.45-0.8,5.45l0.12,3.16c0,0,2.77,3.47,1.55,6.36C55.01,32.77,67.1,37.43,68.5,32.37z" style="fill:url(#hair_2_);"/>
<radialGradient id="hairHighlights_2_" cx="64.2873" cy="115.1047" gradientTransform="matrix(-0.3473 0.9378 0.7718 0.2858 -2.1156 -67.6197)" gradientUnits="userSpaceOnUse" r="11.183">
<stop offset="0.3721" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="0.8882" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M68.5,32.33c0.8-2.87,3.43-2.83,5.33-4.08l1.35-2.65 c0,0,1.53-1.51,2.64-4.85c1.15-3.44,0.32-9.22-7.87-12.12l-0.22-0.07c-0.06-0.02-0.22-0.06-0.22-0.06 c-8.29-2.59-12.42,1.54-13.56,4.97c-1.11,3.34-0.8,5.45-0.8,5.45l0.12,3.16c0,0,2.77,3.47,1.55,6.36 C55.01,32.73,67.1,37.39,68.5,32.33z" style="fill:url(#hairHighlights_2_);"/>
<path id="tone" d="M41.86,22.42l-2.74-1.7l1.54-2.5c0,0,3.92,1.76,4.25,2.4c0.31,0.63-0.41,1.5-0.41,1.5 C43.54,23.49,42.73,22.95,41.86,22.42z" style="fill:#EDA600;"/>
<path id="pants" d="M63.39,88.82c-1.05-0.89-1.74-2.13-1.93-3.49l-1.58-11.18 c1.28-3.67-0.57-14.36-9.24-14.36c-1.11,0-2.34,0.18-3.68,0.57c-2.17,0.63-4.84,7.79-4.84,7.79l8.44,25.79 c0.22,0.82,0.61,1.6,1.16,2.31c0.79,1,1.82,1.71,2.94,2.11l21.76,11.49l3.67-7L63.39,88.82z" style="fill:#616161;"/>
<path id="shoe" d="M84.35,102.44l-2.42-1.63c-0.97-0.66-2.39-0.79-3.41-0.79c-0.72,0-1.23,0.07-1.23,0.07 l-4.08,6.02l-1.88,6.63c-0.37,1.66,0.3,3.38,1.7,4.35l1.09,0.74c0.18,0.12,0.38,0.18,0.59,0.18c0.33,0,0.66-0.16,0.86-0.46 l9.1-13.45C85.04,103.55,84.9,102.81,84.35,102.44z" style="fill:#325599;"/>
<path id="pants_1_" d="M41.2,62.28l-4.72,22.26c-0.77,3.61-0.91,7.33-0.42,11l2.95,22.18l7.33-0.02 c0,0,1.87-24.72,1.89-24.76l6.26-18.98l0.23-0.33c1.93-2.05,2.71-6.93,2.71-6.93L41.2,62.28z" style="fill:#7C7C7C;"/>
<path id="shoe_1_" d="M47.04,114.97H39.2l-7.06,2.33c-1.71,0.67-2.84,2.32-2.85,4.15l-0.01,1.42 c0,0.62,0.5,1.13,1.12,1.13l17.51-0.02c0.71,0,1.29-0.58,1.29-1.29v-3.15C49.21,117.4,47.04,114.97,47.04,114.97z" style="fill:#4568AD;"/>
<path id="driver_1_" d="M96.68,58.74c0,0,4.66,2.6,5.18,3.72c0.38,0.83,0.45,3.77,0.24,5.65 C101.9,70,101,70.4,101,70.4s-1.58,1.05-3.28,1.32c-1.71,0.27-1.79-1.27-1.79-1.27s-0.35-2.81-0.18-3.73s0.83-2.61,1.76-3.75 c0.42-0.51-0.26-0.95-0.26-0.95l-1.86-1.42L96.68,58.74z" style="fill:#504F4F;"/>
<path id="shirt" d="M37.38,37.86l4.53-8.74l-6.84-3.6l-5.85,11.29c-0.81,1.56-0.81,3.42,0,4.98l0,0 c1.04,2.01,2.95,3.43,5.17,3.85l20.62,3.89l1.38-9.78L37.38,37.86z" style="fill:#201284;"/>
<linearGradient id="shirt_3_" gradientUnits="userSpaceOnUse" x1="39.3252" x2="68.1193" y1="52.5102" y2="52.5102">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt_1_" d="M67.22,37.39c-0.62-1.38-1.48-2.3-2.49-2.66l-5.94-1.92 c-4.08-1.47-8.32,2.59-9.67,5.9c-3.44,6.2-6.67,14.92-9.58,25.91c-0.39,1.29-0.25,2.66,0.39,3.85c0.64,1.2,1.71,2.07,3.01,2.46 c0.01,0,0.01,0,0.02,0c1.83,0.48,7.31,1.6,11.92,1.6c2.37,0,4.52-0.3,5.81-1.13c0.75-0.48,1.2-1.11,1.33-1.92 c0.95-9.05,2.25-16.65,5.5-24.31C68.42,42.97,68.29,39.77,67.22,37.39z" style="fill:url(#shirt_3_);"/>
<radialGradient id="hair_3_" cx="69.0121" cy="42.141" gradientUnits="userSpaceOnUse" r="9.8383">
<stop offset="0" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#543930"/>
</radialGradient>
<path id="hair_1_" d="M78.9,51.91c0,0-9.12,0.62-15.74-5.12c-2.55-2.2-3.59-4.83-3.91-7.23 c-0.05-0.36-0.09-0.72-0.1-1.07c-0.07-1.14,0.01-2.21,0.15-3.12c0.06-0.38,0.13-0.74,0.19-1.06c0.27-1.19,0.57-1.93,0.57-1.93 s5.57-0.89,8.4,7.46c0.01,0.04,0.03,0.08,0.04,0.12c0.06,0.19,0.12,0.39,0.18,0.59c0.54,1.77,1.41,3.35,2.45,4.73 c0.4,0.54,0.82,1.04,1.25,1.51C75.38,50.11,78.9,51.91,78.9,51.91z" style="fill:url(#hair_3_);"/>
<radialGradient id="hairHighlights_3_" cx="79.2022" cy="30.1735" gradientUnits="userSpaceOnUse" r="21.7938">
<stop offset="0.8494" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path id="hairHighlights" d="M78.9,51.91c0,0-9.12,0.62-15.74-5.12 c-2.55-2.2-3.59-4.83-3.91-7.23c-0.05-0.36-0.09-0.72-0.1-1.07c-0.07-1.14,0.01-2.21,0.15-3.12c0.06-0.38,0.13-0.74,0.19-1.06 c0.27-1.19,0.57-1.93,0.57-1.93s5.57-0.89,8.4,7.46c0.01,0.04,0.03,0.08,0.04,0.12c0.06,0.19,0.12,0.39,0.18,0.59 c0.54,1.77,1.41,3.35,2.45,4.73c0.4,0.54,0.82,1.04,1.25,1.51C75.38,50.11,78.9,51.91,78.9,51.91z" style="fill:url(#hairHighlights_3_);"/>
<path id="stick_x5F_shadow" d="M72.38,46.79l-12.75-8l-0.48-0.3 l-6.69-4.2c0,0,2.75-1.86,3.68-1.81c0.26,0.01,1.57,0.75,3.35,1.83c0.21,0.13,0.43,0.26,0.65,0.4c1.78,1.09,5.43,3.38,8.36,5.25 c0.06,0.19,0.12,0.39,0.18,0.59c0.54,1.77,1.41,3.35,2.45,4.73C71.53,45.82,71.95,46.32,72.38,46.79z" style="opacity:0.4;fill:#212121;enable-background:new ;"/>
<polygon id="stick" points="95.39,60.6 96.68,58.74 46.65,24.02 44.92,26.53 " style="fill:#7C7D7D;"/>
<path id="handle" d="M44.92,26.53l1.73-2.51L31.48,13.61c-0.69-0.47-1.64-0.3-2.11,0.39 c-0.48,0.69-0.3,1.65,0.39,2.12L44.92,26.53z" style="fill:#504F4F;"/>
<path id="tone_1_" d="M46.73,21.82c-0.33-0.49-0.91-0.74-1.49-0.63c-0.6,0.11-1,0.62-1.22,0.97 c-0.03,0.04-0.25,0.33-0.42,0.7c-0.53,0.08-1.07,0.21-1.39,0.31l-3.08,1.38c-0.18,0.08-0.29,0.25-0.3,0.44l-0.08,2.12 c0,0.06,0.01,0.11,0.02,0.16c0.18,0.64,1.46,1.5,2.1,1.76c0.16,0.06,0.36,0.13,0.56,0.13c0.12,0,0.24-0.02,0.36-0.09 c0.21-0.11,0.29-0.29,0.69-1.23c0.2-0.46,0.56-1.31,0.63-1.42c0.95-0.53,2-0.72,2.07-0.74c0.1-0.03,0.2-0.08,0.29-0.15 c0.22-0.11,0.3-0.32,0.3-0.34c0.09-0.16,0.15-0.35,0.17-0.5l0.09-0.27c0.26-0.77,0.76-1.39,0.8-1.44 C47.03,22.67,46.99,22.21,46.73,21.82z" style="fill:#EDA600;"/>
<g id="hand">
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="39.8889" x2="37.0982" y1="16.3997" y2="23.9345">
<stop offset="0.35" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path d="M44.07,17.72c-0.92-0.79-1.2,0.07-1.8-0.22s-0.31-0.69-0.86-0.91 c-0.91-0.36-1.25,0.22-1.73,0.04c-0.5-0.18-0.25-0.54-0.94-0.69c-0.78-0.17-0.97,0.4-1.51,0.16c-0.53-0.25-0.45-0.45-1.02-0.58 c-0.61-0.14-1.07,0.01-1.66,0.88c-1.56,2.29-2.42,7.02-2.42,7.02l6.77,3.45c0,0,4.35-5.42,4.91-6.32 C44.35,19.66,44.99,18.52,44.07,17.72z" style="fill:url(#SVGID_1_);"/>
</g>
<path id="shirt_2_" d="M59.27,40.58c0,2.8-2.1,4.87-4.2,5.33c-0.08,0.06-1.2,0.08-1.37,0.06l-23.24-0.8 c-1.14,0.08-2.29-0.3-3.18-1.09c-1.35-1.18-1.84-3.05-1.26-4.75l5.46-16.88c0.04-0.14,0.14-0.25,0.27-0.3 c0.13-0.05,0.28-0.06,0.41,0l7.63,3.52c0.24,0.11,0.35,0.38,0.26,0.62l-3.5,9.8l17.14-0.9c0.03-0.01,0.1-0.01,0.18-0.01 c0.35-0.02,1.03-0.01,1.09,0.04c1.51,0.28,3.03,1.38,3.79,3.02C59.08,38.93,59.27,39.72,59.27,40.58z" style="fill:#4300D9;"/>
<path id="shoulder_x5F_shadow" d="M58.75,38.24l-4.88-3.06 c0.35-0.02,1.03-0.01,1.09,0.04C56.47,35.5,57.99,36.6,58.75,38.24z" style="opacity:0.4;fill:#212121;enable-background:new ;"/>
<g id="cap">
<ellipse cx="67.44" cy="12.67" rx="8.66" ry="10.64" style="fill:#1976D2;" transform="matrix(0.0682 -0.9977 0.9977 0.0682 50.2016 79.0932)"/>
<radialGradient id="SVGID_2_" cx="67.9012" cy="118.001" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="15.401">
<stop offset="0.1701" style="stop-color:#42A5F5"/>
<stop offset="0.4571" style="stop-color:#3798EB"/>
<stop offset="0.9831" style="stop-color:#1976D2"/>
</radialGradient>
<path d="M75.03,10.83c4.85,5.52,3.59,11.46-0.08,16.19c-3.91,5.05-13.87,3.1-18.13-1.86 s-3.3-11.37,1.28-15.3S70.71,5.91,75.03,10.83z" style="fill:url(#SVGID_2_);"/>
<ellipse cx="67.34" cy="13.28" rx="1.21" ry="1.4" style="fill:#0665B2;" transform="matrix(0.1791 -0.9838 0.9838 0.1791 42.2057 77.1517)"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a freshly picked bunch of wildflowers in a jar. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f7eb" d="M0 0h96v96H0z"/><path fill="#bc7c78" d="M48 22q3 0 0 2z"/><path fill="#b89e9a" d="M60 24q3-1 3 3z"/><path fill="#cf8d48" d="M46 27v2q-3-1-1-3z"/><path fill="#a2a18d" d="m55 30-1 2-2 1q-3-4-1-7z"/><path fill="#ebe6d8" d="M36 29q1-1 4 1-5 4 2 2l1-1q1 6-2 3-2 0-1 2l3 2-3 4 2 1-1 2-5-2-3-5 4-1-6-6q0-3 2 0l1-4z"/><path fill="#d7cfbe" d="m46 27-1-1q-2 2 1 3l2 2h-3v4l2-2 1 2-2 2-3 1-3-2q-1-2 1-2 3 3 2-3l-1 1q0-2-2-2-3-2-4-1 1-6 4-1 3-5 7-2z"/><path fill="#ebca6a" d="M61 30v2q-4-2 0-2"/><path fill="#c38a56" d="M40 30q2 0 2 2-7 2-2-2"/><path fill="#d9a95b" d="M48 31q1 1-1 2l-2 2v-4z"/><path fill="#e3d9c9" d="M61 30q-4 0 0 2l2 2-3 1v5q-3 5-6 2-2-4-5-4-1-6 4-3-4 0 0 3l1-3h2l-2-3 1-2 1 1 1-4q1 3 4 0z"/><path fill="#c09572" d="m53 35-1 3q-4-3 0-3"/><path fill="#d58b64" d="M40 36q-1 2-2 1 0-2 2-1"/><path fill="#bab597" d="M46 37q1 1-1 2l4 1-1 3-6 2v3l-6-1 5-2 1-2-2-1 3-4z"/><path fill="#808974" d="M49 38q3 0 5 4-2 0-2 3h-1q-2 1-1 4h-5l-3-1v-3l6-2 1-3z"/><path fill="#aeb0a1" d="M60 40q3 0 0 2l1 1-5 2 6 2-1 1-9 1q2 1 1 3l-5 1-4-2-1-1 2-1h5q-1-3 1-4l1 2v-2q0-3 2-3 3 3 6-2"/><path fill="#f3c455" d="M51 45v2z"/><path fill="#ece4d5" d="m36 47 6 1 3 1-2 1 1 1v3q0 6-3 2l-2 4q3 2 2 5l-1 3-2-1q1 3 5 4l2 2q0 4 4 7l1-8q-1-7 1-12l3-2-2 10 8-7-6 3v-2l6-6-4 2q0-3 3-4-4-1-7 3l1-5q1-2-1-3l9-1 1 2v33l-1 1H37l-3-3V51z"/><path fill="#7c846d" d="m44 51 4 2 5-1-1 5q3-4 7-3-3 1-3 4h-2l-3 2q-2 5-1 12 1-3 2 0l-3 8q-4-3-4-7h2q-3-4 0-8l-3-11z"/><path fill="#a8a799" d="M54 58h2l4-2-6 6v2l6-3-8 7z"/><path fill="#8e9379" d="m41 65 2 1v5q-4-1-5-4l2 1z"/><path fill="#d2c8bb" d="m44 54 3 11q-3 4 0 8h-2l-2-2v-5l-2-1q1-3-2-5l2-4q3 4 3-2"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAALMUlEQVR4nO3dS0xTWxvG8d0qhypguAoVTCUmJgQM3hJFbZwYLi1VGyEGYUIiOpUBAxMTJw4cOMDExAhDMdEgak24BFETMXLRCgOgWhVBo0ApLVBBNJH9DWr4EG+stXdZb9vnNz67Xe95/1qhm6KRZVkCoEor+gAAf4NAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BA2uqAPvrU1JTb7Z6cnFTxMePj4/V6vU6nU/Ex/87tdns8Hp/Pp+JjRkVFxcXFJScnq/iYfKjvSFbbxMTElStXrFarXq9X4Xy/ExkZaTKZGhsbVT/8gpGRkerqarPZnJCQEKApJEmKjY09ePDghQsXhoeHAzfLr4JoR2oG6nQ6y8vL//vvvwDN/Cuz2ez1elUcQZblvr6+kpKS1asD+9qyhFartVgsXV1d6s7yq6DbkTqBzs3NnTlzZiXHXpCZmalWo7Ozs5WVlSuc5mIajaa8vFz1P3J+QbojFQIdGhrauXPnyo+9oLCwUPkUTqczKytL4BQL0tPT7Xa78okWC94dKQ10YGAgNTVV4OR+TU1NSqZ48eLF+vXrRQ/xfzExMW1tbQpXExo7UhTo0NBQWlqa6MElSZLMZjP3FA6HIzExUfQES0VFRXV0dCjZTmjsiD/Qubk5sa8ai+l0uq9fv3JMMT09vWXLFtHH/72UlJTR0VHuBYXGjvgDPXPmjOiRf/Lu3TuOKU6cOCH64H+j5JUhNHbEGajT6RTy9eBf9Pf3s07x9OlTjUYj+uD/cOfOnXDeEWeg5eXlooddiuMbGbm5uaJP/W9bt26dn58P2x3xBOp2u6n90czKymKdoq+vT/Spl6u1tTU8dyTLMs/NIvX19d++fVN9ACVKSkpYL7l27VogThIIdXV1rJeExo4kieu9eKvVqvbhFdHr9T6fj3WKbdu2iT74ciUnJ7O+yofGjmS+l/jA3WHAISIi4tGjR6wj+Hw+rTaYbjV0Op3htiM/5kDVvS9LoZiYGJvNxjH28+fPRZ+dDdOYobEjP+a/RVwuVyDGYKXRaKxWq91uP3ToEMflY2Njqh8poEZHR5f/H4fGjvyY79z5/Pkz6yUZGRlGo5H1qj9JSEhIT08vKChQ8g7ezMwM6yW7d+/Ozs7mfsbF3r59++DBA6ZLmP63h8aO/JgDnZ+fZ73EaDRevXqV9aqA+v79O+slR48eraqqUuXZb9y4wRoo04E5piO4I79g+kIBwhACBdIQKJCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE05ptFOH4M0uFw1NTUsF4VGxubmJiYkZFB6t7boBBKO2IOdO3atayXtLe3t7e3s161wGAw5ObmlpWVGY1G+j8lTIGQHeXl5ZWWlqq+I+aX+IB+XuZvDQ8P19bWHjhwYMeOHXfv3l3hZw9GQnZUU1Pj35HNZlPxkZkDTUpKiouLU/EEy9fb22u1Wk0m06dPn4QcIFisX78+NjZWyFP39vYeOXLEZDKNjIyo8oA8XyTt2rVLlefm09zcvH379idPngg8A33Cd7Rt2zZVdsQT6MGDB5U/sRIulys3N7e5uVnsMSgjsqOWlhaFj8MT6LFjx4R/sfLly5eioqKuri6xxyCLzo66u7uVPAhPoAaDoaCgQMmzqmJ2dra4uHhiYkL0QSjatGlTfn6+6FNIMzMzRUVFSnbE+Y36s2fPCv8DKknShw8fTp8+LfoURNHZUWVlJfflnIHm5OSUlpZyP6uKrl+/3tHRIfoUFO3du/f48eOiTyFJklRXV9fZ2cl3Lf9bndXV1Rs3buS+XC2yLJ8/f170KYiqrq6m8PnfSnbEH2hCQkJ9fT3Hmxaqa2lpGR4eFn0KihITE4nsqLm5+f379xwXKrpZZPfu3Q0NDWvWrFHyIMrNz8/fvHlT7BnI2rNnz61bt4J3R0rvZsrPz79//77w3znJ+kEdYaWgoKC1tVX479nh25EKt9vt27evp6fHZDIpfyhuz549E/js9O3fv7+3t1fsNwf5dqTO/aB6vb6xsdFms23fvl2VB2Tl9XrHx8eFPHWw0Ov1TU1Nd+/eFbUjj8fjdrtZr1LzhuVDhw7Z7fbHjx+fOnUqPT1dxUdeDnzHfjkOHz4cXDtS+RenajQao9Ho/yC/0dHRly9fjo+Pe71e1sepq6tjvT2R4xMVw9OSHTkcDrfbTXZHAfzNvikpKSkpKXzX2u12JffPwjKt8I5kWWZ9FvxMEpCGQIE0BAqkIVAgDYECaQgUSEOgQBoCBdIQKJCGQIE0BAqkIVAgTYWbRd6/f9/U1DQ0NMRxR8yfcNwpsmrVqgD9x34NDQ1v3rxhveq33r59y3oJx4EXC8Yd/cD9i7xlWXY4HBaLhfkpA+P169fLP3ljY6Po87K5evVquO3Ijz/Q27dvR0VFiR75B41GMz09vfzD2+120Udmc+/evXDbkR9noG1tbatXB/BeUlapqalM5/f5fFptMP372+l0htuO/HgCnZqaEv4jgksUFxezTiHqR3M4pKSkzM/Ph+GOZFnm+Vvk0qVLLpdL9QGUyM3NZb2EwmdrLVN+fj7rpyyFxo4kieuLpIyMDLUPr4hOp/N4PKxTDAwMiD74crW1tYXnjmSOl3iPxyN62KUqKio4JpdlOS8vT/TZ/y07O5v19T2UdsQcaH9/v+hhf6LT6QYHB/mG7+zspP+lks1mC+cdMQc6ODgoet6fnDt3jm9yv5MnT4qe4G8sFgvHUKG0I+ZA5+bmIiMjRY/8Q05Ozrdv37iHl2XZ5/NR++fagg0bNoyNjXEMFUo74vkiSezHMC0wGAwfP37knnyB0+mk9h0ZSZKio6O7u7u5hwqZHfEESuF9QoPB8OrVKyWTL9bT0yP8A/oWW7du3cOHD5VMFDI74nwnyWw2C5w8JydHlb87F3vz5k12drbAoRZs3ry5t7dX+UShsSPOQL1eb2Zm5sqPrdPpzp07p/DfnX/y5cuXqqqqiIiIlZ/LT6vVVlRUTE5OqjJOaOyI/2YRr9dbWFi4kmNXVFRwf7di+RwOR1lZ2QpnqtVq/Z87p+4sIbAjRbfbybLc1NRkNpt1Ol2AZk5LSysuLq6treV7H4Kby+W6fPmyxWJJSkoK0GiSJMXHx+fl5V28ePHDhw+BmyWod6SR2T9w7Fdfv34dGRlR9xM64+LikpKSYmJiVHxMPh6PZ2JiYnp6WsXHjI6Ojo+PD2j9SwTpjtQJFCBAqL/RB2EOgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgbT/AT43IMPvkKQvAAAAAElFTkSuQmCC",
"path": "7af181343d01c8ba9cf6965b2e3293b679927e2a4b019d95597ca686640f6c75.png"
} | Generate code for a svg of a a close up of a black and white logo with the word sos | <svg xmlns="http://www.w3.org/2000/svg" enable-background="new 0 0 20 20" height="20" viewBox="0 0 20 20" width="20"><g><rect fill="none" height="20" width="20"/></g><g><path d="M7.38,12c0,0.82,0.68,1.5,1.5,1.5h2.25c0.82,0,1.5-0.68,1.5-1.5V8c0-0.82-0.68-1.5-1.5-1.5H8.88c-0.82,0-1.5,0.68-1.5,1.5 V12z M11.12,12H8.88V8h2.25V12z M5.25,6.5C5.66,6.5,6,6.84,6,7.25S5.66,8,5.25,8H3v1.25h1.5c0.83,0,1.5,0.67,1.5,1.5V12 c0,0.83-0.67,1.5-1.5,1.5H2.25c-0.41,0-0.75-0.34-0.75-0.75S1.84,12,2.25,12H4.5v-1.25H3c-0.83,0-1.5-0.67-1.5-1.5V8 c0-0.83,0.67-1.5,1.5-1.5H5.25z M17.75,6.5c0.41,0,0.75,0.34,0.75,0.75S18.16,8,17.75,8H15.5v1.25H17c0.83,0,1.5,0.67,1.5,1.5V12 c0,0.83-0.67,1.5-1.5,1.5h-2.25c-0.41,0-0.75-0.34-0.75-0.75S14.34,12,14.75,12H17v-1.25h-1.5c-0.83,0-1.5-0.67-1.5-1.5V8 c0-0.83,0.67-1.5,1.5-1.5H17.75z"/></g></svg> | |
{
"bytes": "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",
"path": "80026106b1d876e97f576a32423d81022b5855c513b6249dad43b50a05d0b23a.png"
} | Generate code for a svg of a a red and green corona corona corona corona corona corona corona corona corona corona corona corona corona corona corona | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 169 157" style="enable-background:new 0 0 169 157;" xml:space="preserve">
<style type="text/css">
.st0{fill:none;stroke:#03DAC6;stroke-width:3;stroke-linecap:round;stroke-linejoin:round;}
.st1{fill:#F04438;}
</style>
<path class="st0" d="M141.3,17.4c4.2,0,7.6-3.4,7.6-7.6c0-4.2-3.4-7.6-7.6-7.6c-4.2,0-7.6,3.4-7.6,7.6
C133.8,14,137.1,17.4,141.3,17.4z"/>
<path class="st0" d="M146.9,108.2c11.1,0,20.1-9,20.1-20s-9-20.1-20.1-20.1s-20,9-20,20.1S135.9,108.2,146.9,108.2z"/>
<path class="st0" d="M56.5,154.8c4.8,0,8.7-3.9,8.7-8.8c0-4.8-3.9-8.8-8.7-8.8s-8.8,3.9-8.8,8.8C47.7,150.9,51.6,154.8,56.5,154.8z"
/>
<path class="st0" d="M22,140.6c9.6,0,17.4-7.8,17.4-17.4c0-9.6-7.8-17.4-17.4-17.4s-17.4,7.8-17.4,17.4
C4.6,132.8,12.4,140.6,22,140.6z"/>
<path class="st0" d="M12.7,29.9c5.9,0,10.7-4.8,10.7-10.7c0-5.9-4.8-10.7-10.7-10.7C6.8,8.5,2,13.3,2,19.2
C2,25.1,6.8,29.9,12.7,29.9z"/>
<path class="st1" d="M152.6,66c-0.7-2.9-2.5-5.5-5-7.1c-1.9-1.2-4.1-1.7-5.9-1.3c-2.3,0.5-3.6,2-4.8,3.2c-1.1,1.2-2.1,2.3-3.8,2.6
c-3.3-11.1-10.3-20.7-19.9-27.3c0.7-2.2,1.9-3,3.4-3.8c1.1-0.6,2.2-1.3,2.9-2.6c0.9-1.5,1-3.4,0.3-5.3c-1-2.9-3.6-5.4-7.1-6.8
c-3.6-1.5-7.4-1.7-10-0.6c-1.4,0.6-2.5,1.6-3,3c-0.8,2-0.5,4-0.2,6c0.2,1.2,0.3,2.4,0.2,3.4c-4.8-1.5-9.9-2.3-15.1-2.3
c-4.9,0-9.8,0.7-14.4,2.1c-2.5-1.6-2.2-3-1.9-4.8c0.2-1.2,0.5-2.6-0.2-4c-1.8-3.6-7.3-5.6-13.4-2.8c-2.9,1.4-5.1,3.6-6,6.1
c-0.7,1.8-0.6,3.6,0.1,5.1c1,2,2.6,3.1,4.1,4.1c1.7,1.2,2.7,1.9,2.9,3.3C49.5,40.7,44.2,46.4,40.5,53c-0.1,0-0.2-0.1-0.2-0.1
c-2-0.6-4.5-0.2-6.6,0.9c-1.8,1-4.1,2.8-5.3,6.6c-0.9,2.8-0.7,5.7,0.7,8c1.1,1.8,2.8,2.9,4.6,3.2c0.2,0,0.4,0,0.6,0.1
C34,73.7,34,75.7,34,77.9c0,7.5,1.6,14.7,4.8,21.4c-1.4,0.7-2.9,0.6-4.5,0.6c-1.7,0-3.4-0.1-4.9,0.8c-1.7,1-3,2.9-3.5,5.2
c-0.6,3,0.1,6.1,2.1,8.8c2.1,2.9,5.3,4.9,8.2,5.4c1.8,0.3,3.4-0.1,4.6-1c2-1.4,2.8-3.7,3.6-5.6c0.6-1.4,1-2.5,1.6-3
c9.7,11.4,23.7,18,38.7,18c1.7,0,3.5-0.1,5.2-0.2c0,0.2,0,0.3-0.1,0.5c-0.2,1.3-0.3,2.6,0,3.9c0.4,1.5,1.4,2.7,3.1,3.6
c1.5,0.8,3.3,1.1,5.2,1.1c1.9,0,4-0.4,5.9-1.1c2.9-1.2,5.1-3.2,6.2-5.8c0.8-1.9,0.9-3.9,0.2-5.5c-0.4-1-1-1.8-1.8-2.5
c7.6-4.1,14-10,18.7-17.2c5.2-8.1,8-17.4,8.1-27.1c2.8-1.3,5.1-0.8,7.3-0.4c1.2,0.2,2.4,0.5,3.6,0.4c1.8-0.2,3.6-1.2,4.9-3
C152.8,72.8,153.4,69.4,152.6,66z"/>
<path class="st0" d="M88.6,59c-1.4-2.8-1.4-5.9,0.3-7.9c2.6-3,7.9-2.6,12,0.9c4.1,3.5,5.3,8.8,2.8,11.8c-1.7,1.9-4.5,2.5-7.4,1.6"/>
<path class="st0" d="M74.3,82.7c4.7,0,8.6,3.8,8.6,8.6s-3.8,8.6-8.6,8.6c-4.7,0-8.6-3.8-8.6-8.6c0-1.7,0.5-3.2,1.3-4.5"/>
<path class="st0" d="M106.5,81.9c4,2,8,0.9,10.1,3.2c2.5,2.6,2.6,6.4-0.8,10.2s-8.1,4.6-11,2.4c-3.5-2.7-2.3-6.8-2.3-6.8"/>
<path class="st0" d="M99.2,33.4c4.2-3.6,0.3-8.8,1.9-12.8c1.2-3.1,6.4-3.4,11.1-1.5c5.6,2.2,7.7,7.1,6.1,9.9
c-1.5,2.7-6.3,1.9-6.9,9.3"/>
<path class="st0" d="M47.2,71.8c-5.1-4.6-8.9-0.8-13.3-1.5c-3.3-0.5-5.7-4.5-4.2-9.3c1.8-5.7,7.1-7.4,10.1-6.5
c3,0.9,3.1,5.9,9.8,3.8"/>
<path class="st0" d="M100.9,116c0.2,5.4,6.3,5.5,8,9.5c1.2,3.1-0.9,7.5-5.6,9.3c-5.6,2.2-11.4,0.7-12.2-2.5c-0.8-3,2.1-6.8-1.9-12.5
"/>
</svg> |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.