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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe2WQWgUVxjHf+/tdrIk03U1MYZtS0HjGvaieKl4sD32IlhoQ5HkUtJrQaEUb+JFBC+eSmnpoS0qUjx7ELXYY0lssCbaIthQTTaNWTebOBln5vPwZkx2MzPZxG1P+cPjzXsz837/97033xvY0pa2tEGJyBciMiYiiyLii5EftsdEZPC/Ah8WkXkREXk6L+voHxE53Mq4qkX4t8BnPJrSvNkFt27HP6g1HDsKj6bg3XcC4Hul1OevZSCEjwDw2yjUauAsg+PEGwAobIMPjkS936WZSDUQhvE2oLlxq/FmnInIQKRjRwEC5qvvs73wq1JrcekGvOAJGdX3aubNqi+C5yUbiCLhS1VldTcQNA+hmztewUUGyag+IB4OkOtI8w/VZzB6BzKqIJXZk3G8RAP4cgqA6zdgesYU14Vg1SSyWVOStLAAf9wz17Y9HMdLelsDAwA8mV7pnf135XpXr4FHYW8O/8JCY9vqKIU8b3V3sv2MsmJ3eqSZiqm7uxvhzeAV5XajrYcELqv2QtISaEBzbzLZQKS5OQONSpxqNcgoHLBO09HATNsD0LtzfQOtKJ8HX3hMoO/it2RAAw5vv9UeAwCB7/SiqCNrQGv0MVlwlx+0jw7U6w8rSHANvyEXxBr4GS/g76lLbQF3dZn6h0vfxN1OyoS6H23/6S5PMXk/z53fN2+gXIaBUkXZXe8BT6+Qqw/ipH8FIhL0oFzOXximXIbh45uDDx+HA/thaOTEDpQLuJ/wRsMjaWdBFrDlwV9fs3fPpwD8eHFjcICx8avq4P4vgSpQExFv9aGU/BmajOXsKu09wcT9K/hiZrOv1BrcFxgbv7rt4IGvgKWweHEnYpo0YANFGRoZlPrijIiIjN81/z1zcyI3fxGZmDTt6YqpneVn8uFHQ0AJKA6gbdKy7jrKAnYPqphH9cuZcyelMjsh7ovn4gUG6AUi7ovnUpmdkJ8unwXKQH8Pqg/In6YjEd5qPDTQCXQWULkqYoXGtB0OESaYALN0bh9qqYheGsV3iPkP2KiByEQWyBXR1mMCawdKB6CrCAUUVcQDXMAJay8NvllpwDpEJgd0ls362pgI5QCL9M3ddun/G9hWvQQWQYrQp09WyAAAAABJRU5ErkJggg==) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe2WTWhcVRiGn3NmnAzxMp2maRxioyAxDdm0VEHpQl26UKqiWZRkI3GrWCjFXXEjghuXRXGhYqVI1678wYJSikmjkh9BqDE/nfRnMpkkk5t77+viTMxkfm4mbeoqLwwfZ+6Z733m+2a+c2Bf+9rXLiXpbUmjklYkhXIKK+tRSYMPyvikpLuSpMKSdtCspJOt5DUtmn8CvMmNGcvhQ/DLVYgiKK24WK3XTsGNGXi8JwI+M8a8dV8AFfMRAK79CsXi1sMgcBC16jgILzy3ufo0DiIWoFLGnwDLdz803lRacSDVstbFV14GiLhbeJ6D2SvG1NvFAwTRPAmT4+o19803E1fL92F1rTFA9oCrRKiCSdpDQFT78QYZK+bSIAmTY+w6TE3D/ALMzkF+cfvGZLKxOUBhCW7dgoTJKr94ppFfUwBCvQfAb39sf39jw4Fs/vgaVaVaV3520fOGdwNggf7YxPMLzXtfreVlF1NtfUCy9nFz/IRJ8c9sLAM381sQceZO6SewqVrPuArYun43g1ip+isuL2+9NlUsQsJQhtR52loCgFDQdXhngFrjRspkIBRzRPZ3wpYrUObIo60D7KQoLHdhKKE6ozq9ThL89em9cwdKpb/yiG8Jdwb4hiDi75mLe2J86iUXP794ATeItg2jZpPQ9mK9P/31GSanMoxdv3eAp5+Cx3ryxnv4GeDOJdKlQcr/QTSsgKSoE+Pz0cfDDAzA8Ol7Mx8+DX19MDTybgfGB/w3eGjblrizIAl4mpy+wNEn3SXji692Zw4wOn7ZnDh2FigARUlB9aEUN0cDoPxI/9F3mJi6RCg4fgx6jrRmHgpGxy8fOHH8HFAGVoGg0YkYJwt4QLeGRgZVWrkpSRobd/ee27el73+UJibdem7BxfL6kl58dQjoA7r7sR4NxnCrSgJeJ6Y7g+nV+x+eUX5xQv7GmoLIGQaR5G+sKb84oS+//gAYAHo7MTkgc562puat1sMC7UB7FpMuoFQFzHqVFJUBE+Fa5+cwq12Y1XGisqSoWel30xBbMU3nMKkFlOrA2AhsAZHFUEAB4ON67ldg6i4h9ysLpJ4lkQbaB1x/PVyF0kDdifegZf9vwz3VvzHdmiJy72AqAAAAAElFTkSuQmCC) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhe2WT2gcVRzHP+/tsFm3kzaNMSxLioLpEiK10oNo8VA9eRVkkZJcJF48SBVEvPUgeNBLL4oIHqy0Ilrqn4MnEUXUi4FUDFRbqibR7EK72W6S7WTnfT3MxCa7O7uTqAchXxhmd9683+c7v/eb+T3Y0572tENJek7SrKRVSaEihfH/WUnl/wp8XNINSdLSnxH2m2+ljy5KV66qTYuSjqeJa1LC3wae5ucrlu++733zoTE4eBCOHnHAO8aYZ3rdblPCZ4D+cIDfF2Du0mbsmXh+onpmIE7j14Dl7Ln+8HZNnwRwLFcfNYXRr3ZuoOX+IGMKu4JvNRGqZjx7J+DahxOXQFKZjClQr+8eDnD2HGTMkCrVF7rxkmsg1MsAfPzZPzOwKd+f7sbzekyZAGBwsHPk5s2dG8gOlGKeY8tSJGXAkjHZxGCDg92NJenarwC5e7C5TlCSgRSvKPv2pTNQqULGEIB3moFtcZMNhOo+4tztI9fxQN01OQGhWMLZHwlTGQBodoX/PdNCbiCdAd8HFzZHMTTY/mBdDTyJB8Gty4lwuA2/aySdiUbjagW5zwn7G/iQlmNh8TwAjzzcCbcWsnGNZpNrFYAj90Xnd8+/FV/ZFixpCdzhUukNNlp1Vtdh6ECnga3qlYWMB6trFXPq2U+A4ANy/Q1IcmOYgNfPTDM2Bo+d6G0gKQvTJ2FyEqZmnh/GBEBQbiutXr3AA3xd/uVNDt/7FABffAm1lQiYv6NzxuLSdjjA7NwFc+zoi0ANqAOttAYAcqOYoeWf5s9QKpVZWIC7D8HFT2F/wofooQchn4dQMHfpwoFjD7xUR2vAdbq9WX1kAR8oamqmrMbqsiTp2m/tO6BItZXo3Ly1osefmALGgeIE1qf3Z7+nPMAfwRT3Y8b1ymunVKnOK9hYV8tFwJaTgo11Varzeu/9V4n6yPgIpgD4pxlIhKfaksUmskB+CJOvoWx8zfpxiAbabDIOCAqYtSJ27QfCJl32ATs1ANFyeECuiM0u4bLDGOvA1hDDGHcdtYiKrAkE8e9E+G5lAe8EmRyQvx+bBzaPHFGm+jeyf0OSkBKa1v9FfwHaanWNTpNHFAAAAABJRU5ErkJggg==) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe2WQWgcVRjHf+/tsJmm21jWJi5LoILJWorUEj1VkOrJqyBBSnKRePEgrSDirQfBg168KCJ4ULFSpIhePEq9SleKJraI1aZJk41pN+lusp3MzN/DzGo2uzM7Kwge8oPh7c577/v/+b735j3YZ599BkTSq5KqkpqSAkUE8f+qpOn/SviUpLuSpD/X9TcbG+rBkqRTWeKajOIfAS/xx6JlfR1+nk8efPAgHD0KT5wMgY+NMS+nxbYZxecAy40bcHMxfUKzCfPz7dhz8fxEUjMQp/F7wPLVN52d9+71sQ7MngEIWV17xpTGLg9uwA9vkzMlvrsM9Y3uAVlNBKobxz4IhHu7E0sgaZqcKQG9xbPy6eeQM4dVW3utl17yGgj0JkBX6ndz6FB2I4XCbC89J2XKMQDCrqxF2L7rt5P8UCXWC9lViqQolpzJpwZMMtaLX64BuA9j3W6hJANp5XEcyOejJwsrq5AzeOCcZ6gjblIJLIEgt2eTOA64Q1ELsLSczcCJxyAQy4T2J4JMBgBawD8pc91IvM0gJSgWYcdvjWFooI6unml+AQe8+9cTxQFur2Q3ANBo/FZD4bcE/Q18iR9ya+kCAE8/1S0+CI9WovaTCx/GbzpSl7TQwslK5X12/E2a2zAy0tnredkNHDgAza2aOfvK14B3Ebe/AUnhOMbj3fdmGR+HJ6c6B9y5m0189gwcPw4zc+eKGA/wpml1DEk7CxygoOu/fsDkIy8C8MMV2NyMtlUQpEylfRBB9eolM/X460Ad2AT83cPSPmc+0HqoMnmOhWsXCQSjo/DsaRgb7S8eCKpXLz0wdfINoh21tVc8CxYoAGXNzE2r0VyVJP1+M7r3LN6Sqj9GrSSt1KK2dX9Dzz0/A0wA5WPYAulbPhUHKBzBlEcwE3rrnbOqrS3I29mWH0aCfih5O9uqrS3osy/eJjpHJo5gSkDhPEOJ4pmuZLGJPDB8GDNcR/n4nS3EIRqofciEgFfCbJWxW1cIWvS4BwxqAKJyOIBbxuaXCfNFjA3B1hFFTHgH+cRrB/Di3wN8MgcwcpqcCwyfwA4D7cclytSAZ/W/RBKS+g/8P/MXlVF/6p/FResAAAAASUVORK5CYII=) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur219369 1.2s linear infinite forwards;
}
