@keyframes rwdcur82457 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 13, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 13, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 13, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRYhe2Wy28bVRSHvxmPxzPOOH7U2EnrPJo4aRRoUbtAolJYdIEqwY5ILFhUrBArxF/Q/wIhVQIJCSREYcMmFRsgXZUNSkGgKCVp4iaO37E9nvFkHizGFkmInThq2ZAjWZZG99zz3XN+99wD53Zu5/Z/N+FMXt6yDMiACFgIC+Z/A+Ati0CiE/yg2UAFYcF+cQDeMkAKkHqscIECwoI7CIA4wFqtT/DuXsODBB8UQHlOa84M8K+14x9/8oBHf8TwMyMDUqdULwSgKzAJiAEjm9PpkZuu9O1QvnILzxvH10gCb7lfqc4MYOKfMol/E67xypQ0dn1+9krLvhtttN7C81L4OkieFuLUpEALX4jDwCTwMmFFLNeq4mxmYlzI5xY39229GI+4iOIqfpZKJ2066C2w8IWW6cLndgooQVm8mhobn6m2303v1q7huBkg3OkbzxWg61MDyuiGWy5XaRp1xJAiZTJjs1nTu3OxuHcL20kc8OlppyuBf5Ju9wvjC9JEEHA0lUK1ylA4hqSo0ujI6Nx+rfieuFNu5lIxs9O2a726pAgsngKhC6p1fjIwysWk7ERUqq7NjtOkhUNE1aTJaHJyTvfeufLn1g10Q6GPKEXg/gmnV/Cvl9IJ7gJpYApNFe1ImJYSpGy3cXEx8UioMTmbGr8x7cjvX3342zy6IdGjHP014C1r+Grupr+CX38JkFBDoh4J0xxS0D0Hy7U7lCEuxNPK5YnszZlQ/MP5n3+fw7TCx4UInHDyGP6DJXVgnc5/DLhEuZ4dcl1JVkKoHkQsh5gt4HkOakBGVYeDkbCWCZSqicBfW+uFjxa3uPf9ocfqeAC/nSY5/Fp2axjtfN/jyfYbciAgx6UAajCI0DJplUtUahXMfAHPs4knknIkGh8TdksXhu//tPLs0eMy4B3d9KiFOVyegwru+uRpW67U0IkpCorsQUCkUqtjNFvkNncJ1w0S6jCpmSktfTnzpvD6q5ahW3cff/bN6kkARwcO8JuQfADGpWm4ATmIJknggQmuvr/fzFntil5v1Fl50hoSRaK/rhBvtC230Y5ZRnsuezu7sba0ZvUDOO67xT9NaAQQqTbseFhF9sA22q5pmM2GpvyovzT8AI9VRhKmbliu/sMv9e0vlmxtYhRtLF3KP1yz+wXqZybdyQdS2A5pR0DaM9xWvV6pu/aSPpm+RyqeY/pSAX9etLrOzac7NJ/unHhS8NN8XBm6mdgETKoNOzwhuc18qbJtW99tXJ/+knhkFX8+tHr4nwrAxG88vfpEC8izW3X31p9ViiHxq+Lt175GUwuDBO8HYNE/Cz7k+rZSTEQ/3fjg7c9RQiaQH3Qy/hsqnYdGo2ElowAAAABJRU5ErkJggg==) 15 13, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhe2XzW8bRRjGf16v1+u1YzmOk9QlUlvHaSLqRooaxCkVqhBUnLly4oQEfwFHTvwJgHqEEydUoKrEBZcDEidKoxBCv5IGx3Hjj3g3zno9w2Fna8cksQ0FLn2l0ezuzOz7vM/7zLy78MJe2P9soZFXyCKAppoABKGV/wCALGqAAejHjHqAS2hF/DsAZNFQzgdZi9CKNwoAbQjn+pDOAUw1/zkB8PNtjvLCUecPYmBQ5FpP69oILAyaeNy4Bliq9e4GD2gBjlo3lBYGAdB6egOf3kyf88Cxq+ZYQE09G2iDRdiN2ATOAinlSD/72c0b7FQzQFK1hJqXUjvnuQAIoj2jrp/ZdtNJXV198lF8s5xBymCrmqpPqrPjHwEw1JyEakfXmhFx6dXlwpWt+ofp7ac5pEzTZSKpQPxNAD76QEipvlETSGAalJ880QpLVwqFivPB5G6tgJR5fJ1003JKOk5jwKCr7t4XBNElMKPa+oOHhKIRfe7iQuFCS76brtuXkfI8cJEugwayaHGMnQYgGAtA0BOVDuiYBuXDQxp2Fd2M67mpbG6+4b6erTTOqXSk6N1JsviXQ2oYEYK/t4PoTdVbWKYm9DA7pR06COLRhH4+k83P2t5b2Ur9HG0vYCAwvV+YGvD2CU5FT+8px8G1C4DXgcM2zb0ast0CQsRiCeNCJrswX29fW7j7YIZ9pz//R+414MsTAAS0B04TdA8eH4AephMzcEOwX69iEcYiwkR8wpifmFlcOAi/s1i8W6BcPcpCH4CTzOvp+4/WJDBFLKphRPB0jWrLpu0dkCWGSYTx1KQ5O3fptTkz/d7izZ8K1JvH+jr5KA6tgCy26Fa3hgKcUWyEj6AVgkqjghn1ELpBKpokPplNzCzK625MN9zVzU/WCufuMGYdqRGn14LQiocsBilwFIAp/LR0ADB0pBUlYkbZb+yz2q5iNVrsRSzi2WmS4xkrN/fyNfHbPV2ubYpfZ7PfDw/AN5duhbPUdQaYZHrc6HgdIlaMUERHD7k8fbTNznYFr+mgT4+TDptMzbxkTZ2dvuptbhG+cfvxKvwyCgDwK5vAV3BOgfoDKUW43SEdChPtSFwhhN08qN0/sMu24ziUhR5vHnjJh49IWCbSPkyIH+7l8tfz6xu3NtxRAASltqGA1ACoNUXSihGR0D5oiVqjWWmk49/Yc4vf0Wo7/L5Vti/nkrYZNWgdutz6cevM08p26c7GMx0MBtDVgauelPDLssa+46XHxmi7bVG3nVqpfXi7spT/lmT8PrDH8nz5CItX3/dKfa8floHgo0MD1lSfolwVaSspHNHcK9H56tFS/msSsS1gT7EVrD3xk30UDQQC9ICfgRT3t906kb1dM/xF5Y3lz0nEykCTQLhDfKIPVwv8P59AiC5+hI9Ze2zslnY/ffjmKx/bY9Y6UFEgm8P+H/wJwL2fxk/KSyQAAAAASUVORK5CYII=) 15 13, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhe2Wy28bVRTGfx6Px447fiZxSKGJ82waVRGNaCWCUqFuKhDdtLBCrPgD+CNYsGDJAgErJKQigQTKDiGBkKnEAlCEACk0zqONW8dO/IrHj5nrGRYz09iuYxIRsSGfNNLMmXPP+e537rn3whnOcIYz/N/h+dcRrJQEuI8JCDzL/wEBK6UAyhF/BdA4DpGTE7BSAEHsGf8TaniWzX4OxwnSjYA7bvyt9+7xxffxPr5Bp0SnRMBKyYDsfm7v5oduatLd4U+/OU9D70f4lAh019yDuHLnlWtXJfWj5OffJY8gIfVT4fgE7Np3+idiUmY9LS/cvrU0nxj9YOqH1eepaL1iyj1sJyTQ6SsBQyRirN37GWUgoFxevr40q0TeHXu49yqGOE+nWqegQCcSQJTIOWmnUma/nGVAjSnJFxaXZizfO2PZ4mu0zHkgit0xp6IA2LOKApNAkuGobFkWj+9vUsdAUUNKcnxycVprvTG+nV1AN4ac5ApWKuiUsQMy8DrwZc909oCA4ycDcSDpPIJYSBKyTLFYpK4f4FVUBtSIMvrc2KKZzUjy1q6eTj6ziiJnsTenIFaq1r5BSX2Sy4DqJJYcIrpjs8n7FRiMYOg65f08OgLN00JRVWVi+NmF+ZJ55+IfW9M0ddUhL9PVlr1LYLdNu6Pi+Aqggr0GJhiOyi2/j2YkSL5RpWBW8WGhWDLhcDwwMTl7/VLN++bFX9OzGCLwZEJtbXnUGujePNoXUcUZpxBQJIIBWn4fdZ+HYq3CQfOAuqHhwSI6OBKcnLn08pxQ3p77ZX0aQ7jqKb0Cu7N3JT9KKRn4ERhjryzwK3i9XuSAn4Nmg3K9RqjSQLN8jIQHicUT6tTc5RvWn79J1mr6w7W5CzlCQbM9WDe6bd1kdEehBxQPTG/AT2AkgVeS8AtBOZPn8aM8D7UGm+UacTXM8ERSTYyN3jC2tiVWfsqu3X7pr34EuhN2n2Y53MVU1ky5rjMkyXh1k1q1Ye6lM6XN/H5WqzUa6IJzDzJmZD1NSA3SMlqqqNanR+5f2Ng9AQGwF5/rawI7NpWCiM0k8UoSZlkzy6VS7iAUWNEm5r9F8pjohq41DaG5UTL5StyvPCokBhv9FDB7kBA9fes68aE4elM3S4VSLiv0r/PX5r4iHi44cWptClaBSsF+f3Jq9SIgePqmo3PYiofYLZhBn2IWCqXCTstY2boydZd4eAN7+3XHCYeIm1S0X1KOSwAnSOdNyLSo/J7ey8UHPsvfvPoJ8XDF+VNy/LthAo12w9P1ttn1OthdScWhxQzmatWPN269+L42GHbURT8iua1E1z3xbyAKenIIMm66AAAAAElFTkSuQmCC) 15 13, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 13, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2WzW8bRRiHnx2v7c3WjjeOnbpfaUKWpIqIxEeEgkgQSKCCEAgB1wrBhRN/AQfgxIETR1QJCaniQ80fULgEyXAAVWqlChJQCrUTErtOXNvx+mO93uXg2cRN7bTl60JeyRrNzOv3feY378wOHNqhHdqh/d9N+UeieGkBCNlzURbc/wbAS4eAUJ9ZB2igLPwLAF4aQGdv1f3MlRB9FblbgH6mAeL0uQ+/5+JS/AA/AegS+G8AeGnw0qr8aUjZM/lC4qwlvkh+9vVxGvbdgP8CgJcWeGkdiMggGmDIvk446Dz82guPz4Zi50e/uTxJy9EAtUckVRbqfQB4aZU791nt6muYJ8TG6nX10ZdenJth4KOJpatnaNg+8P7ivA+ATnJfNh8kAgzKNg4Y6JpY+eEKqq6FZp5+Zn5KjXxwemVtDqd9EhgFUl057hGgUzB+ck0mv33lnW2IkzDEeqXCVmUTNToYMmdn56ebgXfMn7MmTluVfqP03pa+VL50Or1lNHYDKuCGVNYya7RoE43GQxNT03NmK/D2xHJmkpYjJHDiIIDX942pMvF+aiGh9kBjR4Qb0bhV3cGyKygIYrGEZj4wNTdlB9+cWs6aEiLSZ7EIYLHHWK/brfvWGwEe4nhSbY8fozYQJF/ZpkmrA2EktfExc95sBd+YWs6a2C0/bk+A/ab2GPeh/FNh7PooCtZwlO1WnapTJYiHiooRP6qNj5nzk43AuQevXB+jWOkJ0Lc4evjpdE6BfyKiBIQgIPCEoO26FMsFVM1GUcNEwxGMeEpXXeUpsfKTHfvkUvYyXKVzPe9a4I5U77/V6wMTBU7K1p8bJFd8YkAo4SEtjDGg06jV2KrcolzIUy8UULw20aHhYOyIcSK4Yw3rqfjyHz9e2wa8gxRocOcFlJK+jmyrQIZi2Qk0HeKRGFpU4CiCrc0cjWyOG/UmGgpxPcrx1IlIYmbiZdtpiLplv3ft04u/HgTgADZ7d8Fgl58jJRRAg526KzyIaxqRuoNVrjnNTL50vVy+abmeTb7oHPklaw9tVR3jWJK27Rp2vXnGfN68sXpp1e4NoCy4eOkGe4WnycT7FQIgHg4TUBTsStWt/L6xbrWai9b02BJCuBSTNatQKlqL3zrrQOT0MSKnjm7lvlvdjdevCG0J4Du6XfK7EiJEs+UOJ5LYTdutZTY31nfKXxaefewip0aq8n83efXdkh+0mtmkmtm8LVFvAGXBwUv739eiVMKmU/0+kEujiaZrbulmcWujVPp89blHviI1XJPzVaDSZ4F3AehA2HhpVwZJyKAl5GMEgFrTLWdzxW3PuZA/O3ueEaPRpVbtXt6GB78HlAVHJs3JoI5cWQ2osWNpea914bdXnvzYGjFq+O/AzvyBLxTf/gQ4fIXRMJXl0gAAAABJRU5ErkJggg==) 15 13, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 13, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 13, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 13, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur82457 2.3333333333333s linear infinite forwards;
}
