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44.041450777202%,50.159067357513% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe3UX0hTYRzG8e/77kxPzrkMiTK6iIGQ5i4l0IsoLaWMMKnMboLUjULCEFKMSJDIrioCKYhKbdIfYgn98aYusrwKkjCKlIL+oAujWJvZOr8uaiPvbLjtxufmnIvD+3x44D0AQhqj/z7ThtAAlV5/2hAaIBqNUtHYlxaEBjBNk6wlWdR3DKUcoQEsy8LlcuFwOPB1j6QUoQG01ghCbm4uOc4c9rTdSxlCAyilcDqdhEIhtE1jGAbbDt1ICSK+gNaa/JX5hMNhAAbP1bKl6VrSEfEFHFkOlFIEg0F6O8vZ3nyL+z11Sb8dcYBhN2iry8ewGdS0BLhzdidVvgGUUohI0hBxgN1u59ilN1w5sZFIJBL/4EHPXjY39VPe0Js0hNS0BEREpPX8C6n0+uXfVPkGpKKxT0RENh24KslAiIhIV//7OcUxVCwxWDIQ8TJf94hU+QbmFB+/PCHeU0/jqK0Hr0ul17+gCKk5EpCT/o/S0PVYRER2HL4tIiL+J5aIiLz7bMmrT5Y8HLPkTOCL+LpHpL5jaEEQRuxFKcWF9lIqvX48Hg8A61bD2AehcJViYkooWAGF+S6+lpTw7C243eN07ncLoBIFKEBqWwcpKipi9Pko2qa5ebqa4ddCaYGif1iIzPwgGv2FaWayzGljeQ5kmzA+CaEZ2FemY2cltoBhGExNTRGJRCj2FPPopbBhrUKp/zozoSUMgGxHNuHvYUzTxO1eQ/AbsfKEp51v/mynFZOTk7hcLmZnf7JrfeKTJgSYnp7GZrORkZlBc/XSlJXHAWIJeXl5XGwvS2l5LLL76N2k/GLnDUhneQywmMUsJm35DS3QOf9/ciYIAAAAAElFTkSuQmCC) 0 0, auto;}
50.259067357513%,56.376683937824% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.476683937824%,62.594300518135% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACa0lEQVRYhe3UT0jTYRzH8ffz7Df96TbXQhTFqBh0KB3oQaJrp6KaTfpD7FCR19SNSsIoCiwvmiREdOhqUa5JEbFLgQR20PLUKYyi1IFlzP1C1u/bofYjb2Zuu/i5PM/h4fm8+MLzAAgljP6zlgyhASKxZMkQGiCXyxHuGi0JQgOYpkllRSUdfeNFR2gA27bx+/14PB7iw9NFRWgArTWCEAgEqPJVcfray6IhNIBSCp/PRyaTQbs0hmFw9PzToiCcCWitqa+rJ5vNAnC/fz+Hux8XHOFMwFPpQSlFOp3mTs8ejvc8Y3QgXPDX4QAMt0FneBOGyyDam2Lkxj7a42MopRCRgiEcgNvt5vrIZ25f2I1lWc6BxEAbbd0JDnU+KhhCor0pERG5fO+9RGJJ+Tvt8TEJd42KiMjBsw+lEAgRERlMLKwozqPyycMKgXDK4sPT0h4fW1Hc/2BWYrfeOqgj555IJJZcV4REL6VkKPlNOgcnRUTkxMXnIiKSfGOLiEh6yZaPi7ZMzNhyN2VJfHhaOvrG1wVh5DdKKW52NROJJQmFQgA0boGZr8K2gGI2I+yogZ215Sy2NjI5A8HgF3qO1Qmg/gugtcb6YRHtncDr83Ll5HamPgnNDYrElPDqXY5czsY0DTb7FDVVsKsBTHcto5M2kRa9ZoQBYBgG8/PzWJZFU6iJ1x+E1q0Kpf7pzjUhDACvx0t2KYtpmgSDDaS/ky9f82hXm98fkVbMzc3h9/tZXv7JgZAuSrkDWFhYwOVyUVZexpm9FUUrdwBiC9XV1Qx1tRS1PB85dfVFQb7YVQNKWZ4HbGQjGylZfgFc/zxJeKuTQgAAAABJRU5ErkJggg==) 0 0, auto;}
62.694300518135%,68.811917098446% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.911917098446%,75.029533678756% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.347150259067%,87.464766839378% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.564766839378%,93.682383419689% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.782383419689%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur117376 3.2166666666667s linear infinite forwards;
}
