@keyframes rwdcur27575 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFzUlEQVRYhb2XXUxTZxjH/z0tpx+UjhZajhUEXQXKpCmDIQbmCCJEhvgFMcZl0Zhopt64b8OWhW3ZLraLOecN28XmhsYwxa1xI4Zp3ZhBECKlUShCC44iFTn9oD2n7fnYhW5L3FfaRJ67k/c8v/ye97znOeeRIMloajpoWr58TTnPS+HxDA5dvNg+mgxHlkzSnj3vbTeZNp0gSYaSSqVISdEuUJRm78mTH3+fKEuaaMLmzftX1Nbu+lqvD68wGBjk5Mih1SqUVmvNSoWCOHvjRh+bCI9IVEChUKz3eBwmkgxDp9NAq1UjK0uGYJCuWLPm2cZEeQk/grQ0pWf37o0oKlqOoSEnSDIFoiiByzWOlBRZ7LELyGT06MTEXe/cnNcYizHQatMRjcbB81hwOi/1J8qTJJoAAF980dMlioGtublZSEtTIxAAaFr4edeup59LlJXwGQAAlr17Ra1WIh6PAgAKCiwwGuX2ZFhJCdy5c/u6VpsDnpeC49SIRiWCzXbxypIJ3Lw5NjozE5mOxQBB0MHtXrxx+fI3Py+ZgM12en54ePgUQWjBcWoMD0/2Dg4OcksmAABe75RNpTIKgYBHcDg6bcly/nwNN2zYpquq2vJCNBqLud0jF8+cOT75X4nz8y4Hz7POaPQO4vGx/93+hoYWKienwOr1BkmpVHSeP/+ALwGAQ4fe3GowlLRlZKRbaPo+CgtXL0gkGsfs7M2fxsZuXZqaGnHZbKfnH4V++um5V6VSQXvoUHPro2tVVc+nV1bWFVVUlFTl5lo29vT0We7dcxkWFiTIzS3xjI3Zj3R0vHVecvjw0cLS0vpfNBouMy8vC5FIDEZjDuJxFVg2DJJUCE7nhNfpvH5qdHT8O59vYMhut7MA8PLL7+RHozGcOPGhCwBKS/fLampKyteuXb8jI2PZ9vR02Yrx8QGCpgMIBPzgOBYcx4OirHA6JT63+8u1kra29q35+U91GQwEjEYDFAo5MjL0iEQiCAYXEQxG4fNFEI/TYFkRfv/96/fvz3UPDvZ/dfbsl7cB4MCB18tqa5t2UlRRFUmmlhNEgOB5/8M+EX3YKTlwXBSCIEFDQw0+/9yBvj77LhlJpqo4To5wOAie5xGJRAAsgKZphMOLEAQRCgUJudwIgOAAQRBFmgCUqj+2WxTlhMczAZYVNDrdKiiVy2E260FRQDwO9PcPgWF48DwPgABBABSlgyAQMpnb7RwymSp8gUDQcPduAIuLATBMFHK5AlKpEiyrgNfrm5yaGv52ZmbiAjDa29nZKTyo/DUTz4tce/t7/QD6q6tb2szm8orCwvpNori6kaIU+SkpwMKCCIYJIRZjwfMcLl++hQsXXD6aHrkuAYAPPvisUaN58qPKyorCUCiM6ek7fkB50+e79aPHM9k7O3vD2dnZ+bdDePy47UO1OpvZu7fk3UfXWlr26Vpbj1rM5ifX2+3TlSMjo2V+/6yO51Mhl6cNORzdb58798kPf36M6urqDLW128q1Wkr9669X+sLhmek/Kv2nKC3drGptfX9w1SqL32qVVAL413sBYMuWg9kq1bIypVKRee/e+Hmbrf1vBSUULS1vVNntIr+4KDLNzUerkuUk3QkLCp7bJpeDSE2FYt26vTuXVKC+vkVnNhc3cw+7f3Hx6q3V1dXUkgnk5xevych4YkUo9OA6Lw/ZJpO1aMkEKCrvab+fhiA8GAX0eqCsrC7hv6GkBfT6go3x+CQYxgkASE8HiopKapZEoL5+n87nm7cIQgCC8NcI0NNztbCx8UXjYxfQ65dZGGY+W6WSQ6nUAQAEAXC5BjL1ekPZYxfIzc3KtFpLoNGkQq3WIhQCaBrYsWM7MjOzyccu4Pd7L+XlFfeGQnIEgwy6u3/EtWu30Nz8zPTc3GzCc0HCs+HAQC/D86I7EtE3hMPSVJbNhFS60tvV1fXKsWNHribKS2owAYCmppfyDQazhSSVskDA0dvRcfy3ZDi/A3LYh33PLxjeAAAAAElFTkSuQmCC) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF30lEQVRYhb2Xa0xbZRjH/+f0nF7O2skK1NKycpGVSytZYDAcjEUzrSvb3NDqWHQxMXFGTfxg1Bjdhxn1i1n8gmbTxcRLRrROFuq8ZSYFMU5oXbNRLhk7UigrlK6c3ijtudQPi4sas6VN4Pn8PL/n9z553yd5CRQYNtszNRUVllZRBDiO/ePs2d7JQjhUIUUOx4v7jcadp0wmnZ7nAUl6OKLVVh39+OOXv8mXJcu3oKfn2ZK2tp7TJhO5RacTQNNxyGQCY7N1tXBc4tzExGgsHx6Zr0BJSe3+TIZrYpgM5HISen0plMpVeL2/Vms0mh358vIWKCqSreZyyyAIEjIZoFIxAAj4/T7kcqvCmguEQuELmzYZr6fTGfC8BJpWgKJI6HS10Xh81bPmAqdPvxvOZoURUZRDkiSQJAFAwo4d1rFz507OrLkAAGQyocHi4lpIEgFJ4nHXXRuRSi27C2EVJLCwMO8pLtZBLi8CTSuh0eikwcHzg+smwLLe8cXF1CxNGyGXb8D0NOf77bfvh9ZNoL+/PxoIsN+WlppgMGwGy7LDXq837xdQsAAA+Hzf9uVyCYnjJOnKld9dhXJurWK7/Wm9Xr/1oURijhWEpfH+/s+itysMBkd9oZB/bGWlHDMzP91x/Hb783qV6p4mhillOG74O5fro5VbAr29Zw9s3Fh/PBC41ri4CBiNO4I221Mejpv9ZXZ2bmRubmrS5eqL/BPodruT3d3Tn6tUyU1+vz/734aHDx8u2r79YMPjj3d1XL4cfdDjGW+MRCI6pbIUVVVHhiRJ/s75870/Ua+++n5dc/O+U4HAqK6+nkJtrRlabUn5ykqmXK83H2hs7EIkkg7u2vX8V+Pjwz+y7I9Dbrd7FQCmpi4NKBSKW02bm5upnTufbjWb7Y9WVVV3WywwKRQgk8kIamqA8nIGJJmDydTeubgYq7bbo+3EyZM/HKmt3fqpShWGwaADSRIwGnW4cSOJpaUwkkkJPM+gosKAQCCOUGjJc+2a/wef77tPz5w5NQ0AR4++sa2lpeMJkpQ69PrOVppWk5WVQE3NTbGpqSAWF8PIZtPIZKrQ1WXAyAhw4sR7PVQikZY0GgaSRILnechkBABAEAQkkynE4yJ4XsD0NIloNCXE4wkplyPIXE7D3LpIVBFJEBpUV1s2KhQ0VldnIZffDeDmdFKpNHheBEEQkKQYOM6Aq1cBmiYF6tKl4aHOzkdmeZ4xXbzoBQDMz9/A8nICsVgccvk9iMUEdmJi6GuW9ZynqJlhp9Mp3Tz5mzUrK5zwwQevjAAYcTgcxy2Wx9oqKqx7kkl6r8lUZgaAaDQDr3cCGg0NjhtHKFSLyUk2HI/PeKgzZ07M1tc3vtDS0vXe/Ly8LhSaRixGLtC0wre8HBoMBkcvhkJjY06n81+XEAA2b259RqHIpIHetwDA6XQmnU7nBQAXbDbHO9nsS43d3e2du3db269eTW1jWb82HBaRzXpYjrv0usvVO0P8DevpeUlXUmJ+IBKZC6dSgbGBgb7w7Z7Vvn37mP373/aq1UtcT8/udgDS7fKt1kPldXWWrZlMWE0QqaGBgU+u3y7/jnHw4BsdfX0B8eefg+knnzzWUSin4E1oMlkOUlSULC01KrdvdzyxrgI2m0NbXV35mEy2AqUSaGq694Dd7tCvm4DZXGc1GGACMpDJUtiyBeUNDZ0N6yZgMBialpeDkMslkGQW6TRgtVp2rZuA0djwoFa7CWVlBigUFKLRKADNA+si4HA4tJKUadRqiyCKAkSRB03n8Oefc3V79x4xrLmAWl1pFcXV8rKyu6FWM1CpKFCUBJLMlrS1PdS65gJKpcbEMCX48stz4HkBFEVBFNPYs2cXtFqmKF9e3n9Dgsi4Ozvvm1SrVXWJRBpXrkwiEhFhtW5zj41d/jpfXt5/w9HRX+IMUzNXVbXz/kBgSb2wICKdlhZcrs9f6+095s+XR9w55f/j0KHnKjdsMLcVFxcJ1697fF988eF0IZy/AKT5gE6lPcmjAAAAAElFTkSuQmCC) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF5klEQVRYhb2XbWxTVRjH//f2tl3btWtHad3aDWe7dgyddY45sZnLhCUdDBRpFs0+GF5ciFGiEj+oCSYSE18TNRqjxgghhgSHCggmhKWYBaWsgFs3RtcX0q7b2nXry727fbu99YPKB6JoG9n5eM/9//LLufc85zkEyhxbtgwaVap7NuZyC7Pp9PzkiRNHvOVwiHJC/f2vbDebn/i4WFyslUoZLC5mY9Ho+K7Dh987USpLUGrAZtut37Zt59HKyqU6g0GClhYTlMpqqVJpbFAoqB/cbhdbCo8sVUCnUxpbW9fdbTBoYDQaYTab0NZmgVQq7Whu7hkolUeVGli7tkPf0iIEYLn5LBotYGkpCKEQsTsuEI/7nJcuRRIi0bJSIqlAdXUtEokoikWC9XiczjsucPBg2tvaGh2lqORGubwCAoEIgAAqlf4yTQdK3gkl/wPAG3wk4v1RKKwCwySRTC5Bp9Ogrk48fOzYMX4FBACv1zNaKAhBECSWl3nQNMufP3/hfDmssgQ8Hv9UMJgIkqQMNE1iYsJ79cyZz35eMYGTJz+PTU5e+YZhKDDMDMbHr424XC5uxQQAIJtNn5TLdTzHFfhAwH2yXM7NXWCzbdevX2/bmkpBFItNnz5y5B3P7YLT07+Ozc+3u3meQTp9/V+Xv7d3V31NjaFVLM5mJifH3Q7H8Rngz7NgYGBvb2Nj54cNDTXGeDyBhgbTEscJxiIR37mJiavDbveVMYfjGHMr9NVX392v1a5W7dv3zGu3zlmtTyvb2x9qbmqy2NRqnTWRWLxXoZCrFQoVTp92+kOhc88PDX10mrDbd5ra2rrOGY16vcGgQzabQ0VFPRQKCVKpOK5fD/KRSNQdCEx9Pz09e5amXaMOhyMDAHv2PGcCgC+++MQDAA8++CxlsRjbrdbuJ7VazXa1urKeZWNkNBpELpdBPp+FSCSDx5NAMqma8XgOPULs33/wcYul/TulUgiNRgmSFEAslgMogufzYFkWmUwexaIQqRSHWCw2Ggot/ORyDR86deprLwDs3PlKW0dHZ79eb+4UixVtVVUESRA0FhbmwLI0BAIhCIIAx2XAshmIxVUYHWURDo89RZlMZqlUqsJdd8lgNt8DhmEQCs2BIAiQJAGJpAISSRUyGQKFQprjuDwfiYRJkpRI/1rufJ4nFxfDEIkIUiIRI5eTwWBogVZbA59vCsnkEgQCCvk8IBQKYTDUIxTyIhBIg5qfD7obGloT9fVrlBwHJBI0fL4QKKoKBCEAwxS5QGDOGQzeOBOLhR0VFcELf1W8wcEXjIUCz3355XtOAE673S6Sy82ddXUGm0azdktjY5VJp3sAIyNBRCIBLC9nQBAcrl27AZ9vYXZ5OXKVAIADB97fajZ3vm0yrWtaWJjB3FyK4Tj5WCw2eSYSmXDMzv524e/K7KefDr1JEGp+795HD9w6t2vXi9V2e3/Lpk0PPeZwRLovX77UxLKL1cAq0HTRHwicf3lo6P3vb3ZEPT09ms7OrRsoqlozPu4ayeWCU7er7TabTbR79+u/aLX3cVar4mEAtzkH3iD7+vz61avNXTKZUhQO/3Lq+PEj8//8/n8YO3a8aB0e9hTD4WJ68+a3rOVyyq6ERqPhCaWyFrW1qKitbelfUYGenh5pc/OGLZWVMgBAR0dXV19fn/RfYv+fgNnc1drY2GBk/qyNOp2sSafb0LFiAhbL+u50ukDOzPxhoNeDGhzc3VcOq+SWzG63kzy/6lGaTqBYZADcD6US4Dh1WzkCZbTl6y3ZLN2Zzy8im/UDAPJ54OJFX3Nv78v1d1xg3bp2K8+nKZmMA0XlwPNAPJ5HY+Oa6u5u64ZSeSV/glyOZWtq1kCrBeLxAvx+HhRFQ62uRmUlUXJXVPLVTCyWz+h07ZtTqdnVJElienoCTqcfY2Px4PDwtwc9HlfyjgpMTY0uy2TwZjKqTSxbrMzlViGfl8V8vrP7jx79YKRUXlm3YwAYGHiphSSrmsTiVeTS0mXn0NBX/nI4vwOfFobgsSaf9wAAAABJRU5ErkJggg==) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/0lEQVRYhb2XbVATdx7Hv7vZ3SQbQiAJEEIekIfwaIuAT5QqWkuPio5YM62+qLTTGfuiM3cvbrzznLmjOo5v2jd0nGlvrmNRr1wnLQqM4+l5NNjSVokUFUJ4aISQKiYIMdmQkGx270XH60zvRieZwu/l7n4/89n/7H7/8yeQ4uzZ05ovl+dWZWSYdV7vkL2396+uVDhUKqGDB3+7Oyen6qO0NIUOUCEjo2RerdYd6ug41pUsS5JsYP/+/dr8/J1/M5moYrNZiUTCj1jsEatWV9TE44++mJ0dDyXDS3oFLJZt+9RqptpgYBGLxWE256GhwYLKyrwiiWS8dmCgp2dFBSIRKcVxIYRCclCUiKysTNy96wbL5iEe1zDJ8shkA3NzritSaVpAp1sDqVQJmpaCZVkMD08uOZ2jt1dcoKBAOqXRaBzRqATLy0sQRR4ymRxpaaohYHxqxQXa2tqER4+mL6rVGgA0EokYAoEoJiaG+mw2m7DiAgBw9+6Mg2UVSE/XgKYphEKiMDo63J8KKyUBt/uWa2pqxkPTKjCMAjMzPw4PDn5+bdUEens758fHb3yalSWDXl+E6enw1zdv3uRXTQAARkdHemlaKoTDEKamnL2pcv7bA83Nr+t1uvIdsZjfx3FzI11df/c+Kej1zt4OBLgRURRw//75py6/1foHk1JpadBqtdrJyS8+OX/+zAIAEABw5Ej73szMinfn5qYro9EH0OuN83p97kgk4v/3nTvOPpdrasJu75z/JbSjo+v30SibeejQb47+8t6BA3/MaGl5sby5eXtTX5+n3uVyVQYCQS1Np4MgFI7+/nNHr1798Ap14sSpqvr61tPz87fSLRYzFhdVWF7mtQDXYDTmNVgsG95lmIx7bvc7n166dKHb5xscstvtUQBwuQZ7gJ/Lr6amhqqqatxgsax/5fnnd+/dtEli4nmQBLGMNWtUWFpKQKVKQ3NzXW0kEv5YEILPUVKpsTIcXkiXSMIwGnNhsZigVmsRDHKIRJZAkiSZn6821NTUHV67du3h2Vm/4+WXHf+8fv1Sx8mTJycA4M03D9fW1W15NZFY3sIw8lqGYUi9/qd9jqYBnU5EIEBBoVBCFFUAgJaWRoPT+WUdRRAJmExqeDw0SJKAKAIEQYIkCXDcEsLhELxeIJHQIJF4yAeD00I8HiQZRs4+fnNRTCM5TkRxcQ2p0+UhHvfj3r0JCIIKEgmBUIhDJBIBSSYQDD6A212BixevQyZT8JTb7bgWDm/zKBS5Jo9nBgCBUCgGjuPh9wPp6XqEQnH32Ng3n09MDFzkedfXjxvvwIHWIokkwZ8+/ecbAG5YrVamunrflnXrnmtSKrXNUqnaIpEAKlUMk5MOSKUUVKocdHZeht8v9y0sTDioU6dOeDIztW8cP/679+12uspm68bmzXKfSqUZmp0d7Pd6e7+7f39kxGaz/c9HaDRWHZTLJQJw9i8AYLPZYjab7SqAqy+9ZD2xd+/BZ3bu3PnCs88atv/wA1FKkryaZTOwuNjvfvjQfuTKlbPTxGNYd3d3dmZm4e729rO+WGzG0dPzj3tP+q2ampqYpqY/fcuyPv6tt+5sBtqesA+0kTt2LBqKigrqRNHHTU+POS5f7pp7Ev+ps2/fsfozZ6bECxeuRVpbj9Snykm5CXNzDS3AQzAMLauoeObVVRVobGxkzeaCZqk0DJrORllZdcOuXbvYpyd/JYGSkvrqnBxFEUFEYDTmY/16S+mGDfs3rZpAQUHZdpYlSKUyCyUlJAQBlNlcsmtVBKxWK6nRmLYyTBSFhSUAgHAY4HmqdlUENm7cU1VWVrAlO1uD7Ox0AIBOBzBMrPzo0fdMKy5gNBaW19ZqqfLyEqh+qnUoFADHBdUGQ/WOFRcYG/t2DgC++moQ0ejP10tLyyEIgixZXtIHk6GhO06PB67i4tLSRAJwOr3w+aKQydS3PZ5/nUuWl/TZcHz8+5AosrMWy9ZtAwNDacPD4/B6A96+vp7D7e3HbyXLI57+yP+f1157O18mK9zE8wvReJy7/dlnH7hT4fwHH79kHP7JsiMAAAAASUVORK5CYII=) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGCklEQVRYhb2Xa0xbZRjH/z2c056etpR2UBhtWbWlgDDKBiKbcWFs2dychE3r4jVTM7LFeInGD4vRoIkhupjFRD+waDIz5xLrNgXn2JyKQMhW1o0AY4WVUmiBllJ7oTfanjM/qFuy6OJpdM/H57zvL//z/J/3JkCWsXPns+Vyuao8lRJwgcD02NmzFkc2HEE2k/bsObDdZLq/I5GIaxYXM5BKc70Ox+BLX33VfpIvK4fvhM2bzSUbNz53XKnM6MTiG9DpClFRoZcWFzc+6PU6T7jd18J8eCRfAQZDQ4tEkmOgKAIUJYTJVA+VSgaRCBq7fUvTwMDJI3x4BF8BKpUms7TkB8NIkE4vIx5fRDSagtU6g0QiV8mXx1vAwoJzQKW6J/PAAw+BYVSQywtRWCjE3BwV93od5/53AXb7uF0kIi4oFADDiBEIuDA8HEQqRV5OpUbG+PJ4N6HLNZQxmdbJPZ74w0AIEgmDWIxEODzb0d7+Wi9fHu8mBIC5uRmrXF7MCYVpIhIJwenk4jZbT2c2LN4WAMDExLWhYDA0yrIUotEkXC7PRCRinbhrAs6dOxpXqwu/ra/firw8A4LBzCmLxZK6awIAwOm8fFYuB5dMRuMLCxd574B/xc0e2LSpWVVRUbtWKtXoPJ7xn7/88sM7lrSvz3Z59+6E1e2OQSh03rH7a2tryaqqx+qFwsIGlo3G5+audHd3H3EBf54F+/e/9fiaNc3tJtNqg98/h1iM/i0aTQ+HQtM/jY1Zf56cHBzu6bFEbwefOnXpdbv9N8WBA1vevv1ba2sruXfv6/XV1WXburu9jX6/f73HM0EUFakRDrPOgYHTL3/3XfsP5LFjp2oqKrZ9vmaNKBcAWFaPzs5flStX5jVqtdrGsrLSdz2e7aNG445vnc7LPzocH19yuZD8owpd3y8t3bK+traWLC/fUq9SVW6TSG40isXF65NJEGp1PuTyAtC0FzQdhsFQdG80aupIp3c9KDh+vO8ZpVJ/VKfjYDSqAQBLSzcgk/39QTk4iEtDQ5PdNtvpLzo6XnW0tbURs7NUtVarb87PV2/NzaUbVqzIJfT6XAQCPgQCIZCkCMkki+VlPwSCHBQVlaC39yqGhwefJIeGbHjiCSN8Pi9isTAikQgACfLyGKjVJcjPpwAAoRDgdiMzOwsukYgRBEExANDW1sa1tr6XUSiU4spKI6nTKVMiEUmzbAzh8CKSyRiAZaxaVQm73QuOS2NkxI6FhSQoSpghfT73pZERx0J1dZGqtHQVrl1zIJ3WgiAScLuDOH9+mvN4/BNTU1c63e7AaZo+1G+xgAOAp556xZBOc5nDh98ZBXAAAA4ePNlQV7fxEYbhGkUiYx1F5dAUJUJxsRrT03lIJlOgaQoMc2NmamrKSh458pGdoqQvzs5WHhwbmy+fn/dDq+VCNC0a83onzoyPX+kZGXENnz9/OHK7HTrd/S2ZjJQBPnnvr9ybb+66AOACABw61NUgk618pKBgVVN//0x1OJwj1WrXwWZzOa9f736jq8syc9PoTZuaVXV1zc9xXF7q+vX+ToqanbFYLNw/rCyYzWaiqWnfL7EYSV+8+Mm6O40F2oidOxNVGo2+WShcjlitv3zd13fS+8/j/0Xs3v3+2mPHrqQ7On6K7djRujZbTtY7oUxWvl0gACmVKhiNpunpbDlZnYaNjXvoggLq0ZwcH6LRJFIpfwP++Jk72PAfClAqS+9TKPJrWNaF559/EkploKaggKr64IN9w3dFgF7fsF2hYIQcx0IgAFpaVjCRSGULAN4CePeA2WwmFIqajQIBDZIsvJmfny/YajabefN4V0CtXl9TVSXeIJMZQdNlN/P19aXVo6NlBgC8Lia8FZeVra4zmUQkRTkgkdzKh0KEtKJi8y6+PN4CkslQpqSEQDDoQzp9K6/TASzrz/Dl8bbgzJlzAxs2POYVCMRFS0sJ9PeLwbJAIOCZGRzs+povj/e1fHLStphKZcblck2T2+2QXr3aA5/PudDb2/XSN998epEvL6vXMQCYzS8YGUZvSKeD5PJyyHXixGe8lyAA/A6YIYJ/oIv+rwAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF30lEQVRYhb2Xa0xbZRjH/+f0nF7O2skK1NKycpGVSytZYDAcjEUzrSvb3NDqWHQxMXFGTfxg1Bjdhxn1i1n8gmbTxcRLRrROFuq8ZSYFMU5oXbNRLhk7UigrlK6c3ijtudQPi4sas6VN4Pn8PL/n9z553yd5CRQYNtszNRUVllZRBDiO/ePs2d7JQjhUIUUOx4v7jcadp0wmnZ7nAUl6OKLVVh39+OOXv8mXJcu3oKfn2ZK2tp7TJhO5RacTQNNxyGQCY7N1tXBc4tzExGgsHx6Zr0BJSe3+TIZrYpgM5HISen0plMpVeL2/Vms0mh358vIWKCqSreZyyyAIEjIZoFIxAAj4/T7kcqvCmguEQuELmzYZr6fTGfC8BJpWgKJI6HS10Xh81bPmAqdPvxvOZoURUZRDkiSQJAFAwo4d1rFz507OrLkAAGQyocHi4lpIEgFJ4nHXXRuRSi27C2EVJLCwMO8pLtZBLi8CTSuh0eikwcHzg+smwLLe8cXF1CxNGyGXb8D0NOf77bfvh9ZNoL+/PxoIsN+WlppgMGwGy7LDXq837xdQsAAA+Hzf9uVyCYnjJOnKld9dhXJurWK7/Wm9Xr/1oURijhWEpfH+/s+itysMBkd9oZB/bGWlHDMzP91x/Hb783qV6p4mhillOG74O5fro5VbAr29Zw9s3Fh/PBC41ri4CBiNO4I221Mejpv9ZXZ2bmRubmrS5eqL/BPodruT3d3Tn6tUyU1+vz/734aHDx8u2r79YMPjj3d1XL4cfdDjGW+MRCI6pbIUVVVHhiRJ/s75870/Ua+++n5dc/O+U4HAqK6+nkJtrRlabUn5ykqmXK83H2hs7EIkkg7u2vX8V+Pjwz+y7I9Dbrd7FQCmpi4NKBSKW02bm5upnTufbjWb7Y9WVVV3WywwKRQgk8kIamqA8nIGJJmDydTeubgYq7bbo+3EyZM/HKmt3fqpShWGwaADSRIwGnW4cSOJpaUwkkkJPM+gosKAQCCOUGjJc+2a/wef77tPz5w5NQ0AR4++sa2lpeMJkpQ69PrOVppWk5WVQE3NTbGpqSAWF8PIZtPIZKrQ1WXAyAhw4sR7PVQikZY0GgaSRILnechkBABAEAQkkynE4yJ4XsD0NIloNCXE4wkplyPIXE7D3LpIVBFJEBpUV1s2KhQ0VldnIZffDeDmdFKpNHheBEEQkKQYOM6Aq1cBmiYF6tKl4aHOzkdmeZ4xXbzoBQDMz9/A8nICsVgccvk9iMUEdmJi6GuW9ZynqJlhp9Mp3Tz5mzUrK5zwwQevjAAYcTgcxy2Wx9oqKqx7kkl6r8lUZgaAaDQDr3cCGg0NjhtHKFSLyUk2HI/PeKgzZ07M1tc3vtDS0vXe/Ly8LhSaRixGLtC0wre8HBoMBkcvhkJjY06n81+XEAA2b259RqHIpIHetwDA6XQmnU7nBQAXbDbHO9nsS43d3e2du3db269eTW1jWb82HBaRzXpYjrv0usvVO0P8DevpeUlXUmJ+IBKZC6dSgbGBgb7w7Z7Vvn37mP373/aq1UtcT8/udgDS7fKt1kPldXWWrZlMWE0QqaGBgU+u3y7/jnHw4BsdfX0B8eefg+knnzzWUSin4E1oMlkOUlSULC01KrdvdzyxrgI2m0NbXV35mEy2AqUSaGq694Dd7tCvm4DZXGc1GGACMpDJUtiyBeUNDZ0N6yZgMBialpeDkMslkGQW6TRgtVp2rZuA0djwoFa7CWVlBigUFKLRKADNA+si4HA4tJKUadRqiyCKAkSRB03n8Oefc3V79x4xrLmAWl1pFcXV8rKyu6FWM1CpKFCUBJLMlrS1PdS65gJKpcbEMCX48stz4HkBFEVBFNPYs2cXtFqmKF9e3n9Dgsi4Ozvvm1SrVXWJRBpXrkwiEhFhtW5zj41d/jpfXt5/w9HRX+IMUzNXVbXz/kBgSb2wICKdlhZcrs9f6+095s+XR9w55f/j0KHnKjdsMLcVFxcJ1697fF988eF0IZy/AKT5gE6lPcmjAAAAAElFTkSuQmCC) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF3klEQVRYhb2Xa0xbZRjH/+f0nF7O2skK1NKycpGVSytZYDAcjEUzrSvb3NDqWHQxMXFGTfxg1Bjdhxn1i1n8gmbTxcRLRrROFuq8ZSYFMU5oXbNRLhk7UigrlK6c3ijtudQPi4sas6VN4Pn8PL/n9z553yd5CRQYNtszNRUVllZRBDiO/ePs2d7JQjhUIUUOx4v7jcadp0wmnZ7nAUl6OKLVVh39+OOXv8mXJcu3oKfn2ZK2tp7TJhO5RacTQNNxyGQCY7N1tXBc4tzExGgsHx6Zr0BJSe3+TIZrYpgM5HISen0plMpVeL2/Vms0mh358vIWKCqSreZyyyAIEjIZoFIxAAj4/T7kcqvCmguEQuELmzYZr6fTGfC8BJpWgKJI6HS10Xh81bPmAqdPvxvOZoURUZRDkiSQJAFAwo4d1rFz507OrLkAAGQyocHi4lpIEgFJ4nHXXRuRSi27C2EVJLCwMO8pLtZBLi8CTSuh0eikwcHzg+smwLLe8cXF1CxNGyGXb8D0NOf77bfvh9ZNoL+/PxoIsN+WlppgMGwGy7LDXq837xdQsAAA+Hzf9uVyCYnjJOnKld9dhXJurWK7/Wm9Xr/1oURijhWEpfH+/s+itysMBkd9oZB/bGWlHDMzP91x/Hb783qV6p4mhillOG74O5fro5VbAr29Zw9s3Fh/PBC41ri4CBiNO4I221Mejpv9ZXZ2bmRubmrS5eqL/BPodruT3d3Tn6tUyU1+vz/734aHDx8u2r79YMPjj3d1XL4cfdDjGW+MRCI6pbIUVVVHhiRJ/s75870/Ua+++n5dc/O+U4HAqK6+nkJtrRlabUl5Op0p1+vNBxobuxCJpIO7dj3/1fj48I8s++OQ2+1eBYCpqUsDCoXiVtPm5mZq586nW81m+6NVVdXdFgtMCgXIZDKCmhqgvJwBSeZgMrV3Li7Gqu32aDtx8uQPR2prt36qUoVhMOhAkgSMRh1u3EhiaSmMZFICzzOoqDAgEIgjFFryXLvm/8Hn++7TM2dOTQPA0aNvbGtp6XiCJKUOvb6zlabVZGUlUFNzU2xqKojFxTCy2TQymSp0dRkwMgKcOPFeD5VIpCWNhoEkkeB5HjIZAQAQBAHJZArxuAieFzA9TSIaTQnxeELK5Qgyl9Mwty4SVUQShAbV1ZaNCgWN1dVZyOV3A7g5nVQqDZ4XQRAEJCkGjjPg6lWApkmBunRpeKiz85FZnmdMFy96AQDz8zewvJxALBaHXH4PYjGBnZgY+pplPecpambY6XRKN0/+Zs3KCid88MErIwBGHA7HcYvlsbaKCuueZJLeazKVmQEgGs3A652ARkOD48YRCtVicpINx+MzHurMmROz9fWNL7S0dL03Py+vC4WmEYuRCzSt8C0vhwaDwdGLodDYmNPp/NclBIDNm1ufUSgyaaD3LQBwOp1Jp9N5AcAFm83xTjb7UmN3d3vn7t3W9qtXU9tY1q8Nh0Vksx6W4y697nL1zhB/w3p6XtKVlJgfiETmwqlUYGxgoC98u2e1b98+Zv/+t71q9RLX07O7HYB0u3yr9VB5XZ1layYTVhNEamhg4JPrt8u/Yxw8+EZHX19A/PnnYPrJJ491FMopeBOaTJaDFBUlS0uNyu3bHU+sq4DN5tBWV1c+JpOtQKkEmpruPWC3O/TrJmA211kNBpiADGSyFLZsQXlDQ2fDugkYDIam5eUg5HIJJJlFOg1YrZZd6yZgNDY8qNVuQlmZAQoFhWg0CkDzwLoIOBwOrSRlGrXaIoiiAFHkQdM5/PnnXN3evUcMay6gVldaRXG1vKzsbqjVDFQqChQlgSSzJW1tD7WuuYBSqTExTAm+/PIceF4ARVEQxTT27NkFrZYpypeX99+QIDLuzs77JtVqVV0ikcaVK5OIRERYrdvcY2OXv86Xl/ffcHT0lzjD1MxVVe28PxBYUi8siEinpQWX6/PXenuP+fPlEXdO+f84dOi5yg0bzG3FxUXC9ese3xdffDhdCOcvtuqAUK6fUoYAAAAASUVORK5CYII=) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGA0lEQVRYhb2Xb0wb9xnHv3fn853tOwwm9nAh2KHmTzB1GCaMUMIYSCll6ZrSMJIu1aJOe7VKedGmUdUXZVO1So20vU6qaUFZqTonCFhKqrYQhGlimrQUhwDhT+ziGMfgmD82ts++s/uiSqt2TTZbgufdPfc8n9/nd/fo/hDIMA4dOm7kOH0lw+g4v3/CcenSuflMOFQmTa+88te2/ftbLnAc/0eS1LYVFFQdLiw0uJ3OkektF2hu/o2uqKjuvFpN7NJo5KDpMPT6LD4vr2pfNBr8t8s1FUqHJ0tXwGJpaMvKQll2tgwEAeTmFiA39zHs2lVcuLbWUjM0ZOtNh0emK6BQ6EiABkXxEAQBFEVhc3MNCwsBLC9HstPlpS3g9391Vas1iBUVDWAYNVQqHiyrwvJyJLK0tHR1ywUkKTizb1+lw2QCksk4CAJIJlkIgnw2mZx3b7nAuXPnYqOjQxe/PUpBFOMIBuMQhK8v2Wy2eLq8tIcQAByOsc85bkdSLqfIRCKBQCCSHBu7fiUTVtpXAAD8/nFnKLQxT9MMCEKJxUX/V9ev3xzZNoH+/v6wUkn0VFRYoNE8Bq/XP/LFF2fFbRMAgNHRkf+wLJcUhFhsYeHGB5lyvpuB5uajut27y6q02vwd4+P2q729XXce1Tg1NeX0+YKTHo+fvHdv+ctH1VqtVllpaVOFRmM+QJIR8dYt+78GB99fBgACAF5++a3Der317bq6n5ui0Q14PK5gTk6e0+fzDs7NXRuanJyfHR5+P/BjcHf3J696PPdzTp068saPz7300mtcW9tTlpqapqcHBqYaI5Hl6kDAx5Ikg3CYmJqeHj3Z1/e3Adk775yt3LPn+X+UlHBZRqMct2+LEEVWwzCJxtzcosby8tI/19cnlhobO7rHxsb6otFrXw4PD8cA4MaNof5QSPjBTisqnq0xGvXP7d27t9VkMpRpNCCLi9VYX+fA82HwPAuzeW95Tw91JpG49yTx3nuOYzz/s/OCMIcnniiGTEYBoKBQKKBQMFCplJDLv10gGAR8PtyYmLj+0ciIrevMmdPznZ2d5OzspsVq/eXv5PJEA8ty1SqVRBYVGcAwJBKJOILBEAAKgrAKkpTh4MFmdHd/hr6+vqMyp/MzFBUVw2DIwfr6GlKpFGhaiUBgBaKYgkqlAUnqEA7fhSRJ4sZGLBmJBEiSVCoBoLOzM9nR8apIUXGxqqoqqdfr4xSVYv3+RaysLCMeFyCKKQAEJEmCJCUwODiOa9c8oCguTrS2thXW1x+2m80FhXq9GqFQFDyvQyhEQC6nwDBKeDyhO7dufXJhbm7uw1jMPWqz2ZIA8MILx02JhCTabOfdD27D6dNdtfv3N/86K0v3W5WKLrl71wNB2MTSkguSFAVNc1hZicPrZTYWFi78QjYw0LNoNlf/aXNz9+mZmViZx+OG0UivsWzulN8/fnlmZnJ0bm5+8vLlf/7XEO7cWdFGEAQLnP/Lg9zJk793AHC0t//h78eOvWhRKPKaTaaypmCQtUSj97m8PCNcLucdj+fyGxcvnp0hHjQePXpCV15eezgeTyRv3rz6EU3fX3yw05+KxsZG9tCh1+0EcT954sTsPqDzobVAJ/nMM4GSvDxDPUEEA9PTtx12e8+9h9f/H9HR8WZVV9dUoqvr4+iRI6/XZ8rJ+Emo0Tz+LElKMoVCzpaV1XRsq8CBAy8qtVpzG0X5wXEF0OuZeqvVmtGbNSOBnTvLS3S6VAnDkKirexwGg6WspeVU7bYJGAzVB3U6hVwmU0OtBpqa8tnS0srnt0Wgvb2d5Pndv0qlRKhUZgAATQMkSdS0t7enzUu7ISensrKkhG7Izo7BaGS+y7Msbdmxo9q05QK1tfXVra06mcmUD57/Pr++nuKys/fUbbmAQsGLAODzrSMn5/u8Wm2EJAnclgu8++5bn66uws0w2QiHAbcbuHIFWF31LrpcH/any0v739Dlml7f3KS9+flPNjgc45zdPgSv1704MWE/0d399li6POJ/l/x0tLQcN2q1hlpRjMai0a+dvb0fPPIT7mHxDdOSY/Gt4kGTAAAAAElFTkSuQmCC) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27575 5.3333333333333s linear infinite forwards;
}
