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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAElEQVRYhc2XT0gUURzHP7sOsYwmYWs97KCHDkGxIV22laSCoXZvBQOelMg/WB7yVuxBOix0COoQiOlFBRE8dNPD0ikqb8IgeMlLBxnQwMAGi2XtMG/X2XV33ls07AsP5r39vd/vy+/f/h6cMiKNCLvQBwwoxGYFLOrqNDSMGsCY3FrAfcWVogtCfr8TUAgTrusBqeQcEAPWVETroBvYB3YFuLUEoiGXXwIbxzCOvLshddVETQ+48BlIAC3HMB7EHuAI6Kn+ocIDtoOwHaZ+3zlR40hdCRemAvlxlAB+zIc3M7TsPTxB84ckhqWNowRsBwM/4Zi8B9+TSoVe1dJFzA1UX9ADYzSWcJ0CmgU0A50N3FvjsKzr94F8Cn7OwM3BiuM5YBogPZqfvxiJmgDpg6K3Mmnd8i8yRBv9Sho3AgRshz78JlPGt1bojFcaX83kNke6kr1y3wuYAFuRqHf9ycdPAFOsbiYvZecglITlurhCsFgKwQCQqZbyYvDjcXk7PdKVLAA5ucyAqFk6H/mQLCC9FIKMtBnaiPjaAa+fKlQdE6EEAH4ZeEB7ejSfBbIaOrPpV/ks0I5GdSgJHAACdrb8hDNV8oC59SdqCsGOhqyawL+GFgHbIW4YRd2G43WcKXquS1wtqkfABLZTg1Yp+1XIrTy3csA2GiH7b0IwCywrZIeu3l018CshS2U4vNL51INVAxhS6FqWNg/nAdvhGfBGcbHcir/M5LOFgt+KDaPopQat3EQbxA2GCO+CAONC8BY0ZsIq9JeUpwat9qWEX2q2Qxw/5g0j6AEDuIb+P2I5BBei8OI8ZlNEa8zuBtaF8IfVchIuJSjgD5C6MIPL0DMOsF8yXkFAYhd4jz/DaeFyE9yOaYnuSd27wcOapG1HfyhNxyDTqmXcEUIxlJawlKAHWFCq1cdCLeMQXgUT+GVZ92HyqAWuhLu//DCpJ1CXwFICF3BldYzLY4vA4HI2CuZRHy4Defm9Hky4hggEiBTAbxq2g4u6fc8Lof84PXX8BRB7v5KVeQEDAAAAAElFTkSuQmCC) 15 13, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzUlEQVRYhaWX328cVxXHP+fO7Ox6vV7vD2dlx9HaNY7bJpUJpWkND2kJUYREJYSF31H7ghD/Dg8IVfQNVUAEEvCQViIJECW1S5NUhrSNjbN4/WO7Xq+93l/j2Tk8zDhdJ2s3gSONZjQ6957v+Z4f91zhWUUxP7zLEMKpn3+dcvCLIQOrw1AW8J9lO3laxZmbxE4IyVYfJCDnw5TxyYhgRPA6HaqW4X5dKfUZzHqD3VvfpvV/A7h8k0zMZigSJecr5wQy+IxhmBEliWBQfKAK3FJ4KFDpCPeA0r6h9Kdpqv8TgDcXyDuGSyKcRcgonEMZFiEGpFBAHlFugCpKC1hT5R5CWWHR3+eDP7zK6jMBmFsgrxazPswJjAOOQlIE5zjQACguwi7goiz7ym98jyu9QFi91i8skR+0ma0rcw1lWiELxEV66/dwy0KJAwMKGWM4geA//zbFT3/J7rEAlpbI9zvMDtjMCUxXfRKNYNNnEwkeERxV0keBOARgaYm84zAbsZiLwLRCYsODrWcqrB5YjgFhDpQKBTKxGJeMYU6V6Ygh4Qj0G4gdeK/hE4hHkHQlhV0Ur4dON4iEKtNGmDMxLn3/HikA+0DBGIaAswQJlzBA2oIxGzY7sN4BT/BFaaC4Csu+O7Dc2R8wxqn5dqQ2iTKBYCvERTGPh00ggTAhytmIchOo2gALC8RFyAFDIV2IBCjSFkQDqnx8Cp7v3PDq6T23ka2WV17fcWujI85AcT373LVlJ15JOfHtuGW5FxTyvUCgOMAQkJu5ScEGyGZJ+j4vG8O0KkkJF5kwBP0G33gU/Hb0tyvzb93dXn31RRXJufX0C77Xd8pYrcLWw/MVlHJ6/PZfn3vl3ZJlt3+kQt7SIMx+mJQoSXzOGeHcCcNnNorp28T3PFLAcHed2wLDNpx2aJRd58bi/Ft31/75g/Mgl0GSIDEg5XuxyWZ1tAVSbd85Fevf5aOXpn6Vs+LurB0lse9AzYF9CzqCI8IwkHK2wP7JHYbbGYZtm7Gww3WxBX0GUhau1czuba/OvAhyGWWcbl0hAwJKxqh+Tz5+rfXdP/9+L5rf9PZHoTwOa2PQsKHSD7UYMVHGzjxgys5GmYpEmFJlBoLMfEy8fmHZb6arIpoDSQbGu4MbfovGfCHVUXKD/8qUz9zdXG4nmd4+jf21PDRT8PAMbOVINW1m+up8amcjVFUZAlK+D8Yc3tbAXs4feOAXLm679ewLIe1Hio/E1hPZ1PXJNz6f/Gj1Qbxam4x+QTI3D94gnJyGxgg0bFKtJti1Nh7xIOcIznLTvaGA67pps1PNj3Y8J38ES91MpJqRvvz64OhqIzpo+tq1lt0kSROcXYjuQCeBrz62uDhGbHKqvY2H4sSjO/5wplCMRtwCHH20hl2o2rffLIzsFNf72jvA4byydiGyBs4GXqRC1GRhFSgDVdPLPCTi0Z3JN56/lh5JVCpGtNWz1YVilMZIfavy+tJfBvvbtQkI+T3MkwGqAv82/Q4rxvAh8GEv70SwRZjI9W+lLEPZqOwGZ343iLD/Ki2j7Fo+5aHGdgaYkK5u26VdFbhlYMH8eAK33WYNKMCTI5QqqOJkBrbi58fnFxX/qi26YmANqBCErmJgzVZdAa6+tnp7MdvYjgP2EVy1fHhYh41udFuqlIBMj6EjHou4F3528Z0yhvmF5W82vI4MrdezmfZ+NB/dbxZO1isVA6VvFW4t/vT2u99wOu4F7UE/4AIbFlTiQbOFYpF4p8MrxvC2CG+GIA6xEHq60tp3/latp/c2atnq9c8u7qxvnBo5+Umh+J33r6Wz9Uoq06gkYh33ApDnwMDhQJUF/gi804EFG2B0lEaxSCmk9IkwiEBYKeOxiJsbSW+6w6nN5dPp/yw3lwaJ394Z7vuiNmU6jCs4BJ6bXjOMBAyUI7AxCq1HIeh0KFkWiyKsqJIEEkeACP53SPbXa5P9n9RcuY+jSoKuhDtigNpTWLFg0Qkq78sF+TyVYpGr4UZGlZdEngQBgAdSweYGKa4An4P4xxpGYQ+4p/BeBz5IhRV3qERGRykUi1x5tKgHCDyCQF0Dfg18TEDqMXJg3If3BK6c4svp+Ika7QWCkHbpPL3xrvI70nhPAD1A+CKM4+HoFkm5jvMUnrsKuxK8V/QI4/AVw3axSN4YLuFz1qswZN5nmt8xLPPEcEkp+KGnB128qkEVbQB3CPhaVLjay/hXAoBgWjYeQ/J3cv4veFn+Qco0GFOYEUhqMDh5oce3/PBu6MEdC0oJKKWOOcCe+rpRgNg+JMPWllOYUshocGXzBCoW3AdKAriwm+/RUx6X/wLVJ+usNhrZRQAAAABJRU5ErkJggg==) 15 13, auto;}
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66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
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}
div.testarea{
animation:rwdcur82608 0.9s linear infinite forwards;
}
