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64.601769911504%,66.271681415929% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGOElEQVRYhcWXbWwcVxWGnzs7s7vZWfvexHZj58vGNVA1yI2pk7bBRKVUFUoTkR8Q2krwo0XIQqFUitQiRKNUJfkBFaAiPppCqIqKUyilKJFQpUSEkmIlbWmaFGMlTrDa1HJd25pNveuP2d3Dj3ttrx03cT8QR7ra2Zl7zvvOe865947iQ5oYkwSygOdu1QNpoBooA0NAr4qi8kL+6iMAX1YBXu0INAG1QBHIAP3ASaBPRdFUZQz/fQIyInKNApYp9YYL7lVMSQOtwA1AAWgGxhzOkCN0ZtEExBiApJvnH4zl4adK6l4P+FpCHvlCoH7qnk04lyxwtSOVxKpwiyN6Bhiej+HNvzEPPFNBIHMcOp8uQlcRuqETm+MkVvoMkEVkakSk+UAsdw3HUosIJBK3vhzHXW7O4ghg5Zx+7gPeTfCrLyVguw83wX73hqvcrwcUe4p8+t5JteGrk8q/p6hWHCsW6ZuY4F0b5+J8kAWL0L19dh6ZJEAk0hxAMlSqgC1A3z3vB6Z+E/Pq3ZOzjvtT8HI+IgR+YEygoqi4GAXm359uId8oNRgqNcXc9BhgI9DUgAzWuclVQM2N7SSBLmA+OLxHEaooKjsVpq2Irehm5/O5CqLTqRoCsnUU6/emICYgADZfVceqMOSVfJ4LC2BdQuDJUN/aC/f0xvLANYEadbdXARsADawAOlCqCZFpt1PAwPNR9HBNGPL1HTugqgrGxmBqiiywCfj7YggchKefmVTL0ikZexC+jc3zNqDNKZEEVuB54HlQKkG53PxCHLdeFYa07doFb70FhQIkkzA6Sh4IFgBfkMD1sCeZkm+1wi+cvGuA0M31AK8vjpM1cUwZqAkC8LxsGmhrbYXHH4fhYUgkbMByGeOCiDH+FYvwO/ncj57K5z72xUD1MNvfp4EI2FiO4221wNLt2ykAvXHM8clJNjz2GFRXw+go+P4sAcd+dRgyJrJDtK7srsuuA0k3prB9/sZAHNd7QYAJAhgfZ3UQkAFuOHQItIYTJ2xaggBEoFQiuu02XlQBjxYD7p9UP/5bWb0rWtdeBteaGJMVYz4hxmwSY44MhqGcDkORPXtEli61wxiRhx4SOXDAXjc0iCxfbkdtrch998nRKiMJ3whu3JwycizUBxejQMH9ZoBMGvjUvn1w7bWQTluZ16+HctkWolIwMQHr1lkVGhuhp4dXSlCqCPpiCfJKbZn+/56bkVsLhrEd9PpZuLE9jm3g556zlb5ypSUyPAxbttgaWLvWpuLcObj9dq7vPkGCWRKfSUAocmgG5wpp8IB1wFdeiOP7Y+Dzr70Gy5dDIsE3Mhn2DQxAby/091s1xsdh926ryvr1RMDR7pfYH8MqZfeRmxNSp3K54SsScCRwJJofjKI/ngN+Nz4OnseXUykagUeOHYPBQRgaglQKGhrgwgU4fBiuu46xvXvpA1p8f2cWDqlcbuZMcEkNiNY8E+qWilSgouikiqJnvw+qC7h6yRJIJDgPvA3s6eiA+npb+fX1tgUbG6GjA1paeBPoz+fJKvU6So1V4l1C4OdF2n+Zp/syoqjzgPJ9/gn81phEL/C9jg7YvBnWrIGRETh71qZhaIgIiK1vE7Mb24c2cQMxho0gO0H6OjvlZJWRX4dGXqoy0rN1q/wrDOVIGIoYc5c7R34ANK39otbfPBXq46dD3V3UulO0ntNFz4eh/DBjxHM9r3wju5YY+QehPAEixrSKMelKn0WdikXr2lNl9c6AwO/dSn6HD3UK2jypUbncKMD5aiOfLMzIDdgcn83AkxcjdhuzEphQUTS9yy7uVPxv+MuREuyccpoDTxTh0SSEHn8GPitaZ3pkLjjYhL8tc3bDOZiXWwmn3z7biGr/bgU42OsHpmA1qkO0zqhcrlAWaJqnab2ySo3M3przXXBFAkDLf8qz5+5KKwBvWlbNAM2ebH02DW2eDbzWgz+l4dTFiLXWpYz9Tli8idbZvDaypGJDmR6hb6SgjYjWM4UVa73pcNbI+WojR6uMTGp9x50g22wRvq8PoRnr1br7Jxlb1VRU+M9CI2e0/usHCups0V3walm9Myzwh6J12u6DVtBe0QX/MwKOhF+Cu8/AnQrKH4euBOxXudxHtrL9X+y/8+NUUZS4bHEAAAAASUVORK5CYII=) 15 15, auto;}
66.371681415929%,68.041592920354% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.141592920354%,69.811504424779% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.911504424779%,71.581415929204% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.681415929204%,73.351327433628% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.451327433628%,75.121238938053% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.221238938053%,76.891150442478% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur41335 7.5333333333333s linear infinite forwards;
}
