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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGvUlEQVRogdWZX2xT1x3HP+f+sxP/SQL5Z0Io4U+btrSjWUqrQbWmQ1qhFK3qUNsHXqqKVaK8RIhIaGzsZQ+dpokKwdNe9hoBqhAb1ZQ1o2NVuzWqRrpRBiGlJk6CY5v4+sa+9/rcPcQESgixPWK33xfb5957/P2c3/n9ztG5AuD17ZLvqtTXt0syMbHSMcVjjikwQkxX21QpUgqfK11JEFiTiYk11TRUqm4BRDUFeyZHI7DyuwShAAQiXhSQioJt2nMQq6prrTgpd3yP+nQsy6bZdgkCqzIxsbJaxorVHEAg4o0C1rJaRq4nv3wu7+EHVmdiQquauyKk3PU7qim4Qf8jX381dfFHgAFsrIKvovUNgEIumI1BLprZwVXRlOwGwpmY+NZC3B0BgDEhINLw9sC1xAuvjE+zAViWiYkNlTZXjOYBzEWhltFa46ejV5PPvTZp0gk0Z2LiycpbvL/uFQGAqBAQqXvnI9P6p380sWX3RJpOoPHbNp3uCRCIeGOA1RjkUqhm31gu/4VxNbll9+Tt6dRVWZsLa6EIAERVgVwR/vnHtm2T9/5jfHXz6Teu32QjUJ+JiU2ZmFhRKaMLaUGAQi5km8Phzw1eNG3bxmXUiE53vHEtkdjieQSBddVe7O4XAYAxv0a2qW7fv6SUOI6DxFRime+/fHVq6KW8hwE8XM1tx2IAkwCRuuc/tu1W6TgOUkokpjIx8+PnL0+eeM3JYzAbiXVLb3e+7gsQiHgWYIb9jLeG34wCSCnZuXMnAAn77a5/j//qZ+kcy5jdO23MxETtkru+Q4tFAAoLW0No3z8AfD4ffX19bN26FQBLHl315cRP9k6kZysUsKmSU2pRgEIy283B8LB0n7XT6TTHjh3j4MGD6LoOgCPOh0dTHbv/e+PDV3J5/MxOqYpUKXXD+l8uepNjCkNXqTFz2Q7L+aBxaGiInp4eenp6OHv2LAAetrDc/vap9NdPGOr2eI1OWggaHVPojilyRgi7mgAArW5+gz5lvfs4wLlz5zhw4ADJZJKLFy/O3ZtnOJDKHn/qplXX5tOemvDrKECbYwrVMYVrhMhVHMAIMeOYok1TNevqjf7NqppQLMsinU6zf/9+Tpw4QS5325eHLXLyz81Jq7/bzLYv19X1cb+OBqxwTNHkmMIzQqQrBgDgmKJVU/DSM5OPZfPn6wCGh4fp7u5mx44dnD59et4zkpQ6kz/VlrT6n745U9+iqY8n/Bq5wtRqcUyBY4ppI1QZAE8IGqdzRst09g8P3WofGBigt7cX13W5cOHCPZ+VpNSc/GMkYR1/JpGhA561/DoZRdDA7PTSHFPky5lepQA4QLst2424+eu5HanjOExMTNDX18eZM2cwTXPBPjxs4XgfLU9mf9N1w7z2pO12KbV6MKkqBLg9vUQpZ1NFAxghXMcU7brAHbnR/wNVTcyV4EuXLtHZ2cmuXbs4efJkUf1JvgiYzvHOePovz6SzoRaUzrRPI6cIljmmiBRAbi7WTzEL2Z2yNY3poNFp3X2ht7eXpqYm9uzZU1KHjvisNmG/1X1lqmPv8NihvdGUtSnrUg8UtUks9cQhoSnUBnxPpHLZ0+E7L0gpOXToEEeOHGFgYIArV67ctyPhfc/SxVrLr22Ma8rq6Rr90bimrU76VFKuxF+st1IBsgA+/dE4WeZtFwYHBzl16hTbtm3j6NGjc+0KQekTr44HfC+N1Og/vB7yKWM1OgldJSvEPf/HBaJLAWAD6Gr7gkl2+PBhVFXF5/Ohe5vN+tpffNoS6Pqs1k9cFdx5DJ4tGI0X+rUKbXYg4rnFGiorAoa27r7JNTMzQ0vg90Nrm3a9b2hYgCwYHANSgYi3cKkqUWVGoGFBA7Zts77lk8GOpq4/FUZ8BBgLRLwl2QuVCuACqCrzqhDMmn+o6YO/r23qOiMELjBS2M0umUotoy6AbwGASN3vLj3c/ML7ojDyS20eSgQIRDwJSE25B4Dckl3T/M4pTUEClythHkqPAICrKLi23fqNxjWN750L+4kD1yplHsoDkKrA1ZTmuVLnEy9PtzU8cp7ZJB99UOaKUTkA89S2/Ld/K5TLaCk1/EGoLABFwVWUsAtQo76aaqtrO8/sGnHtQZoryksZz0ghcH1qgw3QWv/uXw0Nm9nRr/gL53JeH0lVIBXFkEH1zcn2htZPmV1lKz768H/kgCdUuaL+vQ91dW70H6Ct4lUOQFwICPk2j0fqxOeAVcmyebfKAUgBROreOq8pxW97l0olAwQiXgKwlgW5TJVHH8rPgagqMKny6EN5VejWeWnVzQP8Dx0qx1xzZeEqAAAAAElFTkSuQmCC) 2 2, auto;}
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16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjElEQVRogdWZb2gU6R3HP8/82d1kd7MbTdasntZo/JPWtjZnQdCjl1Nq9axnsYWDCoXjkCucCEEISG3tm75oKdVD7KtS6KuCiC/E4lFCw5U7rtCL3JnL1dM0nhezybrZ/NnZ2dmZyTN9sZtgNGt2t2bX+8KywzMzz3y/v3/Pb54RAK8fknxVob5+SJJNiBbHEBsdQ3i+MGa9SVUCpfgfcyWNwNpsQqytJ6FKMS8gqSnYuTxRoOWrJEIBCMa9FCAVBdewF0TE6kutPCiPHKf8OpZpE7VdGoFYNiFa6kWsXCwICMa9ccBa1cjYg6nbO+Y8AkBbNiGU0rfXH4+TS2kKMhTYlvpi8j87AR/QUQdeZWORgGDcSwJmS4j7htXfNjottwKhbEI8tyKWCo+UEBBvfmvgfvqVl8Zn2Qg0ZRNiU425lYUnBBQrktnSyHij78cTI1Mv7UsabACiz6OIUgla8ELk7U8M89++e+m9ByYyCyKeq3BaUkDRC1ZLiNFww8lUfu5TbWRq74HkLJsohNPW2tIsjaeVyKQqkGubfvGpbdvMeZ9pX8x8d9+DGTooJPb252GdKCmg6AU71tR018cPLNu2cbmnjc6277ufTu/wvIXeqa4illukUgENuzVy8o6UEsdxkBhKIvvinpHJgd1zHj5gQz3bjuUEpAHikZeHbLtNOo6DlBKJoUzkDnznbvLKy84cGvBCvRrApwoIxj0bMJsCpNua3kgCSCk5cuQIAGn7rW1D479+LZMnRKHt6MgmhG/FWT+CcvqclBDQHD55G8Dv99Pb28v+/fsBMOXF2O2Jo8cmMoUFD/h6LUNqWQHFZHZjoaZ70t3tZjIZLl26xJkzZ9B1HQBHvN94b7r9wJ2H/9ibn8NHIaRqUqXUHVt+texFjiFUXcVv5K0203k3OjAwQHd3N93d3dy4cQMAD1uY7uU1k5kvN/vUQ9MNOjkhiDiGUB1D2L4w7koIKLdVNgBWB3/23/mBU6dO0dXVxdGjRxddaPPX6PBU+6tD43/+/kyOVUCMQli9kE2IxmdFfB5lecAXJu8YolVTNWvk4eUdqppWTNMkk8lw+vRprly5Qj6fX7jewxZ5+fdVU+bl7Ya1PqSrW2YCOirQ4hgi4hiCZ7V5UJYAAMcQzZoCmVyy3Zp7PwgwODjIrl27OHz4MNeuXXviHsm0kpu7GpsyL3fO5KJRTf1GJqDhFEOr2TGE5xjC9IVrIwAhiMzmfZFZ6y/x+fG+vj56enpwXZdbt24tea9kWsnLv7WkzT92prPEYbcV0MkpgiZgtWMIzTHEnC+Ms5ICXCBmy/VayvjNloVxx2FiYoLe3l6uX7+OYRgl5/CwheP9MzJl/W7rQ+N+h+12KY16yFAVAlQZXqKSXblsQnzLson2f77zp7p+Z1EBOH/+PBs2bOD48eNlzwegey9aYf/PR1aHXxtqbiCpCgBsIFl8Q3wqKn1hdzUNM+Tb/oSFenp6aG1t5cSJExVN6IiPAmn7zc7hyfYfDY6dPTY6bW63XEIUqtey0Cp6GsxqCoGg/5tG3roWevSElJKzZ89y4cIF+vr6GB4efupEwvu2pYvNdkDbOaUpG40GvXNW0zYafhXDlfgo07iVCrAB/HrnDBZtj5/s7+/n6tWrHDx4kIsXLy6MK4SkXxxLB/2vPmjQv5cK+5VUg46hq9hCLPkcF0ithAAXQFfXl0yyc+fOoaoqfr8f3dtjRht/+dmaYNfnjQGm1cVk7eJ8s8XjhV8w7pWdmFV5wKd1lC41QC6XY03wT7c3t/7kA5+GBUjAomBVIxj3rAqfWxJVeqC5JAHbttmy5l8321u7PixafAxIBePeivRCVQlQVZYUYNs2X2t999bm1q4PhcAFxord7Iqh4jIK4FcLofQ44pE/fLk19soHQiCpAXmoUEAw7gFITVnCA3KvvSn29nuaggRGa0EeKvcAFL8j2PbiKrqp5Z2bTQFmgfFakYcqBagCV1NiC0npFz801zVvG6LYAjwzdmXgmez9r1v9+4+L5XLFqk0pVCVAUZCK0iQBGtRjxrrIukHqYH2oMoSEQPrVZhegLfrbj30aLoXuseYfnCtdB6CQA1JRfDKkvpFe39w2RGGVrbn14f/IAU+ocm30nZu6Wmi8iiW25qhGwKwQEPbvmYxHxF3AKufFY6VQlQCAeOTNweKiVbOavxQqFhCMewZgrQoxRp2tD9XnQFIVmNQpcR9FNVVofr+0rqEzj/8B/H+snH4Q+wwAAAAASUVORK5CYII=) 2 2, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur92951 1.2s linear infinite forwards;
}
