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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzElEQVRYhaWXa1CU5xXHf++y3G+GAIKaZqBcXNgumEpgQVA0QAppak0maZAZbDKZGK2XxFodM1MnJnb6oRpnYpKqATMdewmVGKd8QCZjLXLRWKqI3FaNQdFdLi4Xt1xkd08/YJDl3UXa/meeed95zv85z3mf55zznqMICcIcYMXJeRxcyI2jBwcd/f3ctlpZGBbG4ogI9IoG/flr6G1ePIZmLioB0AIohk6PhI7LMSyOeg1sbRCUyvPB5ygvP0JwcDBarRa73c69e/ewWCy0tLTzXnkFDtFzuvsV8IlHLifOql8REsQtwWEF66fkjH1DbeRm8NWBONFLKk1NTfj4+LhVKCJ0dHTwwQdldF4P4+TpozxmuOrRAPdnNd4BN16DwGxqn/gEfJMABRQvFixIobu72/MXKQo6nY7Dh3/H3ndX8KIxgtCxBo98LYBcTpya+CcatvjH0xBzGLRRqgU95kSuX7tGbGysR6Xf4c6dbqJjYiiat5e32rpY2jXhhmUQmRqJbZLpXyQkW8VlfvqIrZHdu/fIo9Dc3CzZ2TnS398vAwMDUlRUIiR2iJDgqm/qJdkqBKwWkiyeN9cPy5Pfq5CYmO9Lenq+REQskqysQtm2bY9UV9fI0NCQiIjcvXtXli/Plfb29imDzGazGDNXywBxLjqVSSuA3t9C0AoIyFCfktjhXhX0lFEx1sNLCZ+BdyxofME5Do4elsz7Fz7yGTveLuFPFZWsW1dKUdGPXNTU1dVTv+sddg6dmZpThARpZIzXA5fSGnscFMV1c+coy+5sZ+3gRUqdffgzQz4NYwgHn5rH52LnzNmzBAYGqji/Wr+e1w+dIh6fhwZkL19Db08LdwYXYAvZBH56QAFxsOz2FupCfwzBBW43dRfnyd6nWJl5hv3730Or1brI2tra+MXm4/y979cAaKw4CA64SWd7FVV/WUtm+F4CzCUw2gTDX1I81Oxxc09onSjgwqV4Tp6sUsmSkpLQaq6AY3Byoi4oRo4dq3Dx4HPnzsmK3LUSEJImI8R7dkqDqL16ymFH5en056YcczqOHauQiMW1k7yDz+RLa2urilRTXS2VKWkiJPzPozIlTb6qqVHpbmlpkd+vzBMhQbQnSOTlyEjVUVXXnGf//b+C4clH3rlH+f0utp36A6vy8lw40dHRfE4c6w01aCzmS4SEhKgUNTY2gtf8R1337PCaT0ODOg0HBQUxMHAdAM3Y+L/x8vJSkbq7b4Di+/8ZoPFjaKgbRVFchp+fHxP3LQBoF/iO43A4VEYkLwrD1JiIn5u4n/7vcIfv5GMIPzWG0yquJcf4+DjPZxi5cikRbWpUFMPDw4SHh7uQkozP4j9YirTnz/3OZ2Kiiz2ZH6qmbTYbE2EZKIaP0SQqXvT29qpI+flGUkObZv3SRyElpInMAnUOMZvNKNoUADSp565y8WKrC+HWrVvU1dUT7P0Ro8ypYlPDOYYvR0lLT1eJmpvbabmZBIBWZ9Pw8R+PUlz8Ijdu3KD8yBG+vnCBda++SmryYv5s/whpnNudT0d5RiRhv9zqNsK+PHoIU0cX89AABpGVz7wjxcUlUlBQKJWVleJwOERExG63y8aNO0SfVv3ozDdNnvzDatm0aadMTEyoklBra6vkrnp3Rj0Q3yB5eT8Rp9OpWjAyMiIbN+6QjOwyQT8yuwH6UdmXuUxyc1eJzWZzW6hsf+MNYbFpas1kTehvZNyeQWPjedVx+fv7c+DA+2zf+jhPB77EFymhMN4GzjEQmXxOfMuSwBOkB71M7Ntbyc7O5sABtfefPVvP420d4BM/7f4e5G0rcbLamCkWi8Wt5SIiw8PDcvLECTEYDPKs0Six0dFSmJUle7Ztk69qHlZEIyMj8sKaNVJVVTW11mw2y2pjpgwQ5/K/YPqRhia1SdFzJWK1Wj0aYTKZpLi41KN8+oZZWcvEZDK51IQzr82lLB/S6rjU9RalpVuwWCxuPb6z04TBkDRrVABERUVx8OCHbFi/np+98iZXureArzpaVH3BbeUp/mbaxZoX3qS+vgGZkUbr6hvJyFDHtjvYbCNMDA5S++0mumSpW47iqTe04qQsZxF9ukTWbd6MTqdDRFiyZAkNDQ1u6z142Bl9um8f4Ve/YUPtLUJn6RW1M/O4S24fBM500nT9OD7a9ykszOGJhQsZHR3F29vbpTc0m820tLTzRdkhrEoOp7t3gk8cuwx41g88LMs9EKbgsBJpv8CGyN9Q6/MD+vraGRrqITR0PhEROtDo+bpLz03TzwmbpRecqV/rkTkTXmH0ehWw++xmFMM/JudCH8j6Hjz9+K9ac4D/ACUbvE6ISr2bAAAAAElFTkSuQmCC) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGz0lEQVRYhZ2Xa1CU5xXHf+/ugjCIWAQFUUOQS4HtCiZyFR2vWEhTi22oxqmpMxmTOIQxarX1Q41JJp12NLbS6TRG2w/OdMIgjC1xkLRJFBZQi4pkQVBuVbsbkeUi7oLL7ukHlLC8u1z6n3k+vOec55zznPM+zzlHwSDCdOC0EjpyGcOSq7hc3/Cw+xZW632CgyMIDf0uilbP5U49gz560H5nWioBdAByM86rgBL3d96L2E2Trw9JWVnUXbnGyVOnCAwMRKfTMTIywqNHj7BYLDQ3NlJ8+j30Thdbv2gjBl8UQ8vk+jGIeBKw4uKTVYtoj1/B22+/Rnx8PC6Xi6SkJOrr6/H19fWoUES4desWpz76iOCWOxzqKUVMqZPEwCAixLqtZiJlc0aG1BiN4nK5ZDxezc+XtrY2mQ6MVVUSHbtOjESpbDxbOgDF0DLmT4RcY3nkcT7++LeEhYWp/I1L1HPnThtRUVGTnGoUd+//l3u94WTOXgDhe8D/RQ8hG+dNU1C05L60XaxWq9dTVVZWypHDh6c8fUNDg8wNzBISHwqJvZLhnyu3iJSJER9zwEq0bE7PEIvF4lXpwMCAFBeXyNKoKNmYmiqLQkMlJzNTjuzdK5UVFdLf3y8iIj09PbIkYrUQ1ywYZHQlmCXLJ0NI7PXswIer10it0ejRsMPhkLKSEnkpJUWS0krFRKTYiREXsWInRjp5XkqTU+Tl1DQpLi6Vtat+LJHPl39r/OlasrRKCPuNmwMKBhFsteQZiigpOYOiKG4pstvt7N//Lv9uiOVy31bQ+HtPumuI5QFFNNz4FGfMV6AJUMuYfwHzXgffGODpNTw4ZzWNgQEsXLiQgsJC9Ho9iqLgdDopLDzED76qJNv02KNNT/f8PAF8GLKS6vBjoOjcNww3sa+jgN89uQeADqeV/wQGUH7+PBcvXuSDI0fQ6nS8s28fnbdvU38zliJTmfdTe0AOj+nqvc5gwDluBG1xZ85KoFrR0oeLuWhgdly1FJ8545bzuro6eTU/X1bovyfobV7vsBCr+qufLTsxkqlLEfT9qn/hhcVn5BJLR/+B9dlF8vtja0hISHBz9MKFzzlw+BENtrwZnd4N/aWgDYLZ69zpQ1/DYyPM24UufqSM+fPzVXsvV1Zwrq6M5/ilG33Kt30cvwsHr4fm8flEB3zCeaW7mE/vH0Nzw2Jhzpw5KkW1tbUsQKeizwQL0PGwr0bN0Mymy9kLgO7x0DBarVYl03HvHrOY5MpNA34odGn64aai4nX4JYITdMN+4TidTpUTwYsS0QSVgcZPtXl87fCEMb5riPTAH1FTY3LjDw8Pk5b+MorzArqw8CQGBgYICQlxE9qUnsDfjiUQaWifds4nogsHJ/b+XEUfHBwkfe4I17+MQ6No43jw4IFKKH3jRuqTQlT0maB+WQjZ2RkqutlsZpkyGnFNXWcSpuvX3QTu3r2LsbqaPwb6gcv+fxkfQvjLLIXU1BUqXnNDAwmN7QAoJPbI95cU8NlnZ+jo6ODkydNcvXqFnTtfQ6OZxR/+1E9t384ZO5AWdJp9hcFs2bJZxVu/4Sf8y3wStHNH+4FDa9fL9m3bJCc7W86ePStOp1NEREZGRuTA7t1SoX9hypdvPL8iMVkOFhSIw+FQVVaTySTvrlnrXo5rWCw/3LBB1X6JiNhsNjmwe7ecSlspNmImdcBOjGRkHZV1a9bI4OCgx9K+a9d+aSVybI8GIB1/0oZHuFxbqwqXv78/7x8/zrz9e3glJZhl/qU08YQhBHma604clCXPJT91Hu8URpGVlcWJ48dVuoxVVTS1zCOG8Q3tsyKRaJX0jM1TdkRlZefEYDBIesYmCQ+PkszMHNm794hUVv5zrCOy2WySl7dFysvLx/aazWZJz9gsJPa6F6fxIW0KipbtubmT9oStra2yY9s2r/zxBldmZkpra6v09vbK9tzRnnBi2jTjQxTfr2HPjTYKd+zAYrF4/LtbW1pIMBimvAVhYWGcKCrijTfe4s2fbqXw607iUM8SmomE5fdd/OofjbyZt4UaoxGZMLnVVleTmpY2pQMAtsFB+vocFFxq4cUuh0cZxets6LSyav4p4mO7xyYjESE5OZmamhoCAjz0e3w7GR09+gm320O49OCt0Z7AC3QT33G3t90ELV8+oeT2Nd739WFVTg4REYux2+34+Pi4zYZms5nmxkb+fLqUVa5eDn7RTjQ+wF+96wcUIVYmE3gGKy6uznfxQfzPMGiraO7u5pv+fhYEBREfGooeBf2VNrKeq0dM3lM0Uf+0O45gNGQ/0LAp7NdcGlMwCxgC7j799pnRaA7wP+dR/oIuhecFAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur61227 2.1s linear infinite forwards;
}
