@keyframes rwdcur104150 {
0%,2.0097046413502%,100% {cursor:url(data:image/png;base64,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) 18 18, auto;}
2.1097046413502%,6.2291139240506% {cursor:url(data:image/png;base64,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) 18 18, auto;}
6.3291139240506%,8.3388185654008% {cursor:url(data:image/png;base64,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) 18 18, auto;}
8.4388185654008%,10.448523206751% {cursor:url(data:image/png;base64,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) 18 18, auto;}
10.548523206751%,12.558227848101% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYhe1VS2xUVRj+zn3NnWfn1Xk6fYOFIqBIGgS0lCKvBaIJTVgQQI1uXPlIdEGiMerGENnoxgQSI6JAxFQrWAMVSBGKQqEVKgy00850nHbaeU/v0wVM6diOMmS6kn91zj3f/b/vnv/7/0swR/Hic5tMG5c0b/M4apYRYhUGB0c632/7+LsrVy9I03FkLsi/fOOtpscXLj1oM1ldQoqAkR+BRuvDrcBg974TR7fu79gzlMPSpSb/6M2NdWsbKzttsRvWxLcdCLX3gTpjge63Ckh2gydFdC2df/yyX1TGJQCgSi2gupZ9F5ZLhqy1D9YaETpWBid7EY3TONEeRmKifHFT3cs7c3im1AJob3ZV2CaANakw84ApRiF22o7TCOI6MkgM8qD4hjUAPiu5AJ3FzETYSSvsMlg9jdsLRASfdOPyYQ7RCzzkkBOKzEEQpSnekgpIj09IY06mO+WmmyKyhP4kQdLshLo+DsbBAv0EVAyQBgaScyIAAC74E9+UP2poiggUkooNhDGD+DiIE+NgNDEow3Eh9PMXn+bwJe+CG2fDFy2N9scm9cYFhCoHpa0Cpa0GKBpKJKzE+8693nN035E5E6AmFNX/Q+iwwWZJ0xJTq0KvRwJ0NjR6Ptp1sfXie+8cLjXnjDi2d/2enkOtV05/vuXA08vc82kPYy2ELXYSug5+2PKsy6pdYTfzT3AMVUXRxKyqKgjIiCgrSUFUpEqXYdFQJEVpORrh8cyplbuOrSmUsBgTbmhe7jm2raWao8isuivCo1nEggxGwpPQ8Szc5TwESVnc0uit6fh12A/ABCD+QAK27t69uXXeQCFyyIqK/l4Bq+Y50RsYQ53XimvXwli0xGw9+MHa6/6hRI/HoVt8fSD2Y8urbVsAKMD9m9C698jRQ+kMQ9XqhsEyMyf4YFjAJ70eJGpXoedUByxGLXjCQmeXYdJxlNehdwfCKcqo5+ZzFOk+d/Wv/mIEEIfb7atdua4i2Xs843PotP8EiDKF2oYVSDNGRG31MK7bgWFTHRbgEnK3xnM0GJqg7czggcv9YzeB4k1ov922fbjSZeAKARRVRSiqIKRphDiZwQpbb955e1fg602vtbfm9kVNwleeX+hx2bSzkqezErQ8A4oQeG00vOgGDDNxA8FE1/R9Ub/jp5Y6mzXs7FVLZsT7yqHl87+5KAH1Vea8fg6EU1Nrh0WbV09FUSGIyowcrOYBBdAUxdnKNM3Tn/mc+oJ4BcBEUpjaD0XSAACi5uP+ywOuevvqejPv8pSZmQaXTTtLVWcPhiIoN/P3ElnurLOinJejYBsyNOtaWbH9lsc4/yWHvuaFhgbT6g3PZHArlIDFqJn1nUA4hbJpDZKbWYm0CO3dq//+J1+zJrF8p4bWaSLp22cLlkCSxaiV9/ZztA5/jnWhsu6OeT02XR5OnXaltrJ8YbkjUbrnBUEZhZ4tq/KVLXobAPdvg0gOxfq+CiT6+Jvj3fyOzTUGp03LMXenIAFACIE/GIfVpAEIwLLUFKEgyvAHEyAAsoKMsYlJaSw+OXr8/O/DJy/1nVSh7hpJ3ggWM4gYAK6F1RZrnc9UYzFpYNBzyAoSeI6ZsrOqqAiGUxgKp/xXb0aRFeQ4gFEAEoBsEXwP42H8T+Jvus3AommqQyYAAAAASUVORK5CYII=) 18 18, auto;}
12.658227848101%,20.575105485232% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20.675105485232%,24.794514767932% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE90lEQVRYhe1Ua2hbZRh+vu9ccnKS5t42TZo13a3FXTpFx+ZK18KgA50wFW8IU1RQhA3/KfpLh3gZDEG0wth+bIXJdOjGnIrQicqYdu7W1jW9t2nSJm3TpklOknPOd/yxtetcuy3a/nIvHDjf+z7v9zx874VgiWzX842OJxrrnykVSmv0aZpvD/Wd/eT7b75qu3JJm4sjS0F+sPmd2vVVK475nG6vKZEDGwA0XUbf4HjrsZYfd+4/dSQ8g+UWm/yVtxvuq6ktPyNae13psZ8gd7ZCP3EBg6e74HJV+yrkjdvOdXUeiOcibEkE1H+4rkleG69hYhgUCkxRBvIHj3QsAGloOcqMmlKn6IqejJ5sBQB+UdmLKU2U5uo6RBUWEVgu83CMEiC+AaXsMTiUFTD6JKyg1Q0AmhZfAIARJS8OTwowDA7nqQ2t/npsNm+FN2kDkMckm0KbkZjlXVwBccaUKfFPzuOpN6QKEMv9uBoNor+uGCUno3BqeRDoGMxFZpuQLqoAAMploRnZADjrRjC1CixLobt1RAIB9JrdCFMV3akzh5ZMQOveHw7mO+lxkndDZxbQtAFDToIGeaSKLejKtX9wcfToxRn8ok+BMc2MwSO/fmfzuMs5XrZwY4pkZBIkHevvj3cefz/018fv6UZmFv9fFpG3xGlevbOh0qEzlvr5fFTrGppiAMKtRx5vcRSZgilFnTh0onNH05cjl3N6PDXfJYUKePjb/Y2vrQrY6zx2qdxpN1FKABiAQQBdYxgYSSNYZkVkPAORo+gOJw/WvXzipYUuLKQE5TareHHfnk0bKrxWu8XME0oIyPWPEoLegSxcqgdtfZMQCA+nkwelxF7qNod9Hgu39SH/pt/bYj0AWMEvsHvv3ueCfLz5jW3KvHFVYwh3UFQWO3B1OIFqvxOhiRhWrxGRzetIZVSNUMKfa4t99sju06/P5N31FGzZvn2Xr+FZXBl1zBsfHE0hkwUu9MZgFq+tF8GQAACSyMEqC3zPUBIlLvOrc/PuugSUkO6yYOUDqdBv0TXLhLJ/xiWRQ5plMJXOYTpjYFrJY1LLwO8XAAA8R2ESOaQV7VLT1x1fzOQVPAWXjj75y/qVrtrbYTI5DeFIFiaRosIvz/oT0zns2Xd23eFTobYZX6GrWCyShY3zBdKKBrOJA6UEsonH6krrLRglq+PwqVD3XF9Bm/CFHVUrfcWyOHNmzJiN6YyB0Ns/KJ2HrSAB9Q/66k3CjbZJpPKz/zaLeFM98yqDPkcgYwYkEw8AwX8tYNUyW+Pcs9tmWhCbUlRo+rVxZwYQGcuA5+ktnHfqAW+1p7baIZX53OZyj90S2XS3Yp020+yLUAJ43WZkVQYAJQA67iiA5wTv5vKn++ymEskquiELNjiL4uiPTCPoK5o3ZziWhr/EAuDm8UopKqxmAVAZnlrzbksyF+8fmrryeXv8zEcLlkDT1QmX5A+JnBld42dxWfkUxU4JXre8UAqcC5RE1W70QjzdD4tgDwbsa98CIN5uEenRZMfRoWSH1JNolR6tK7Fu2eAVr9cRBAAhBAMjKTisIkAAQaDXCRnyKkPfaAowDCg5HeOTWW0koYy9eaB5OJmLtRgwXhxJdUcKWUQ8R6m3qsLuWhmwLXfZTLBYRKSzKiyScK21DMAwDERG0wiPpnvbeyag5PUkgDEAGoBsAXz37J79T+xv4Z3uAfBrV1kAAAAASUVORK5CYII=) 18 18, auto;}
24.894514767932%,30.701687763713% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30.801687763713%,32.811392405063% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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49.367088607595%,51.376793248945% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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53.586497890295%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur104150 3.95s linear infinite forwards;
}
