@keyframes rwdcur206158 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 18 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 18 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 18 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 18 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESUlEQVRYhe2Wf0icdRzHX4+sKFpo7gyazJlucMybWliEuA2c0+Vq+2NjDIxcrf+sqbRYFCpuEAwn4iDoj2rnuAgWB9Nlh04lfzBr/rNzd1o6h13cDTt99KJQ3LM+/fH4PN15d57bv/mG4/k+3+/n+bzf3/fn++NgAxv4v2J0dNT6SB+oqpo/MTFRHG+8twEJf5+bmyt8TG2RCM5+LwAzMzNrkmuTyGoR4VDnXXHH1iQ3BKxFHuxDBOuaItR5l8QSkZRIRJrlDSX8fXauU2bnOgUg2Beb7Drpsjo29bnXlVixCQWsJvf6h7FsORSRbLRff/Y79Ocd8gGwbDmkeP3DGCIeScCP7k8l7fOPOHBNn+XFtqPi9Q+b49qk3r+vTuNWow2AW4029tVpAPjINkm9/mEuth0VgEFPfYSYmLYYAlKfTib328vQMK7804Eog9BsOwpATaGTfodOmssyGs+ziT8Y5UluINhZ4mqb7sSHHieyB8ZzmlEXQ+yxnTN5E5YgWNWkBx5GUZp0wTWFTuZ/12efyzLlJHGEIcpJIpdlujU3bpY4XnlbdyvzC2YP7wCgwebkm+5q04WYAq643o9bszOVTlP9eM0zlJNEBxYAOrBQThKXN+0y18GZSqcyX3URgMns5qh8mxI5AHDgGrJ/+1nOvtSpd+zUsAA3sbCbITPuyEq7nSLeYwp4AsEqet+f66HSUUyOFJMjA3fqhPM5UtaBlHVEbrkm+zFxXTgoglXaKRJA2ikSwSquCwelyX7MjFfnXWLkNOz3+/0Z6xLB+ZVfGBxdp2XQUy+apskw+bIySxGsMky+aJomq3N5p5ojBBiIW4J3u/brjbJeLt19hxeqdsmW1PKIXdPiOAH2HSgnp2iniJ/5myF7NkOOE2aMOu+S++oY6mIIgIrSVuXevXtvZ2VlXYE1dsFbZZcUQ4i6GOK+Osac+oMUkyPb01MAeK1gFwAF2giHmaVAGwHAdXI8itwXCNGHV/GRLQY5rHEOGHB0nTYt+7qsFztLuFkixXMqIq7IdpUhz3FA32oAjR79zPAFQlSUtirG4ZTBVPQ5EAwGraqq5sdywnAjHAu2r+KKtrNkEhvkxv0QTu52u/eaAtLS0n558GD5r3hJDREO9P8RLaRQ37oXXyAUV1hFaavy6osfvHKddMnjKdwrwsIRsQY2b342OoKwHQHs5rZ5yADcdH+MLxBiyHPctD4c3+2sHjGEv4k/wsm8vLyBhEdxMTliZ4kSMqPGvmz8lbEJb0RfuLjPOCSgu/UJnVFlDAQCL6/7Ou5hmloWaCGFHqYpIZOfPBOcqx4gY2sy8N+iM8pkfNeHN+Zif/jwobauo1hPOA0Q5YQvECJjazINNiclZNKzEpeIHGDbtm2jCbch6GUw2rUscId8epjmVHcJv5XejYhNRLoa6w40hNSyAOh1NdwIn/WjkMM6b8PI5LobK0Th7Q08Fv4FXucEb0/dNtQAAAAASUVORK5CYII=) 18 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhe2VX0wUVxTGf7MS07SOukWahpKFVE1UtkVjH1pj1oTgqmmrDxqTdonY+NjGfyGxaS0EqrUN/gkkpk1sG6jw1jUapQaKWrA1JtgIy6CtIJVV5IFdhBBRm8mcPgwzzrjDCr7WL5nMmbnn3O87556TC8/xHP9XxGKxRdMK6O/vz9Y0bcFk6+fKEef34OBg3rRV9fSkEgwlzghAPB5PS673IE+KcGL43lnPNV86QRY5QCAQ6BWyKrzI31xl2quKUysBYMV5iXAJmDlTnfukQ9a89xTLVhgqHz+xXxLJRgEYOv+Y7N7txzGneU0AEslGGT+xXxSGyl/2r1PwgEtAbm7uFS8nC4lko7QveEBm5tZKA9Umj7Wa79Z6893FUgxUyczcWtm+4AGW4Gnht87PhYrFsvqkmeXBuo3SGtsrrbG9YqCKUTdLDFTRdV0OEJR4ZJYcICi6rouBKqPkiIFqxxys2yjD987KRa3MJSZtD8Q++IhfOxcDsNsfJXR8H+1Xr3O4LgwlCncigi/Dz1rGyWlQWMs4vgw/bcxDZZTDdWHar14ndHwfu/1RBoevpXCkFQAw9HGV6bgeRalCAdi5Ikry/Bg5DQo+xoiTzWkKiJONjzFCJGhkNptLOgDQ874jsd4covJglIbmHXYVMrxIfzr7yaRnVloSVXb2mMdyJyKcaljJBn6310+xkjYG6GIJBfxFaUlU2UKnAPTMPwT4p1cBgNUnka+v7nGJeunPWeQ0eDY2IRKs4HG5X6FXucS4p6+ngNp1F6gsOMnIozGyvt2DzwcXbn9jr2csRDmatZZY6TLPTWOly2ivXU6AmwqY81+Dnxr8bGsuIhKuVgYGBgJpsy4kXwrJF76ceByob9ouF7UymRhFOcVK+wHEOaLWXt03D0kh+eI8/7Sob9ou9U3bpZB80XoPSnL4F3GuGajSURoSA1VukO96W/+t7LtvHpKLWpmZENDX17dlWiLaur6wRRROkNw5ViwGqlTVbhJd16WjNCS6rktV7SYxUEXIqjBQbXIr8zjzXRXw7qInRFj2j2vOUctDdO6Tx33+0HbZfpevXOPtt5YA5qi1EOfusQ38887rxO+OEglXKxa51RswhSkoXlOjFK+psQPm8IhuZtDIbJefRQ5Qy0OKCNCam0nWmS4i4WrFuh+c5JqmbZrSGFpCyhjnKAUAHGEuZdUh4ndHXX4jwR9sOxKuVu6v3ruwj1elgBfo5GHKvlMSYE1EJS/yBh10sdReu9T5qS2iPBhNiW1aXtbTzQzqWcT7DLiOPBgM/uwSkEwmc7zIzZLmpWz+fcXfXLvR7frnFPcV7wqY1fqMxpR+SyQSH075CFq4xS5GOMJcWrhFEXlc1m5QuaONQPYcACq0jQDUs8gVd55uz2Y3DOPfp05BIflSRJ4twJlhbrN5wQSy51AejGL5OTEZuYWnCrBEWLYlooVbbGsuoj/c6/JNl/EzC3AK2cUIYJ6r1RfOrKdDDpNcx5PB3NysxgSR036OZ8J/zQkqwbnzKXsAAAAASUVORK5CYII=) 18 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 18 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhe2WX2hTVxzHP9fuwYehqYpC08X2pdpCo4PCHFOhJKGzDw70ofHBh9UXYUwXETa6Yf+AwphLHL4I26TQsu5hRRhatUlpMzstow9ruiazbiW5khYGprllrn0xvz3cntvcJmmzsZeB3xDOued8z+/3Pb/f75x74SVe4v8GY2lYjKVh+a+5m0LXdf/k5OS2UgaHcNnGX7x44VAiNrK7Jf/h1q2B6vWExew9WTVY1dTUtDSTflSW4IqKiiyA4pcSsqXY4HrnALW1tcFvwh8IgA93WWFVvIFIQEqJsAnYtat623pCpeNtDUA5B+hOnLQZ854dlXvBSc4F/7DGjKVh6U6ctOwM/XS3qEibgCNHjsQ32pH/+TVS6SypdBaATBTJRBHtxnlO/LmbxAUvQ7gkTZ0AFtf/PLSR2TWkUqnjqj8+0ylcbpRjt7GFTS4iA5GAdLUgXS2mgLEeRObMdgiX+HCLD7cMRAIiF7FF5WGiu7xTMT7TKfG5oHC5seiCrhZEOCxjPaYImVsTcWkaKVYnvyavFQiwUpBOp13FHC2+91nBmMwh5zpgMTq+xnu6Nn+o0UWALCoVuRtfyjP2CUBn/SDfjlywRFgCnE6nrvr5BVdU1FOofM38A8SiZhvtN9sDbOUAW5lixeSfvQrAk5rPC2xteAwVjt1Grk5/bImKRU0RyuHRT3LEomYL8KRnlilWaEXXAHbyWHvIX+W4MqGK6Md4l3DFLa13kNY79mIM9rVJsK9NvuMtyeVytlbNKa6xNGwVZn74AbSNRACEr6wOdMQs7kAkIHudDt7cf4lB7XDB2pMyjqZpFt+HW64n23m/5iZnRrz4PUFrrmQK2iMe2iMefB2QOPUuWeN+QV2E+v3ofdVoeT+9r5pQv9/iGEvDcj3ZTmbZAMDvCWrxeNwq+JICTnlDmhKSWTZYyMTJGvfFh1v2Oh0AHGpqAOCEPCDV5+SEPADg7umE5XwhEyezbKDPG4SJaWnqpKGhwSr4kilQUPc4wE3vCL2sMMUKjsQZG29iMm4J6qwfBMwrG0CfN/B7gpo6lk5mC1MQDodrJiYe7S8WCRWNfGTrv7Y9K+cAvavHT583d75vx+lK9brOdz46OrrDEuDz+ZIiZEpFQonox9QYwsGlL46izxslhfk9Qa321badC6+/s5h/L+TDVgN79uwuZLB2LAEa+ZlpDlpzD6c+skSo0Odj7I3Lz5RwdS8oNDc3Zza9iHy4pZcVvNQUzH3V/Zj47IxtLF/cpxwXMKP1Id8XpNEwjLqybkKACEkCZAnhIEISLzVM/DJLz/kfcFVtB9aKTqVJrQsTK1rsIpJ7pRznpsEkQEEk9HkDV9V2OusH8VJDZJW3mXMAh8Px26bHEOyfYAGyTHOQCEnaIx507+827mZO16NsohISwPwaCuGwopG/63/iHKCsFNiNr74jTEf5/Zf4V/gbPqQlDAtX8bgAAAAASUVORK5CYII=) 18 15, auto;}
}
div.testarea{
animation:rwdcur206158 3.2s linear infinite forwards;
}
