@keyframes rwdcur110194 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERUlEQVRYhe2VS2xVVRSGv7XP6bm3T3pbbouU2FhaQjBEggMeglASTJxhTKBMNIyIiAPjA/EBmGCAKIHEaKIxjnCoTpTaKCgJ8goRC0UKgYZHC6UvCre3Pffcc/ZycFERaLk1JE76TVZyzt7//rPW2mvDBBP8zzj5LHpjnWFBrbiH/1D7sA3IWD83f+hWGNg1ktL5/Ue0KpmRiymUEiPHhkXxkNZQ1SdNpxNxVQMGdp6yVx+Kga27XVeVowUxmXu+JaLukKAZxZHcFhXA5BSyCRAPsh6hjREMq1rHk3avl+c/OBtdHreBrbtd4xi+ihVJU1tzRP1BIZoEqRqo+A1UFSfp4M2FbrVkLytFF6HIBwVsqeAOQbpcjyg0br1k/dEM3NMD2z9x3UyGPZMqpKl1f0TdUSEWg5FFQskhkAjitfHAXZx4++TQ8P5O184Jp0lRqh4KRqDwpiARiILny7R0KeW/DmjzaAbM3R9UWT+lRprafrfUHhcKbkHQVEFBmyK+AjBksoN97QN7v/w23F7vmicbl3uDz70Qp2SVg3hAmFvXW6eUpWTdhllmxXgMtEcRdvoMw0CDgoWw4wZuB8jt+hdcslUJ67Ruesa55vdzoPeXKLh+MCLmxQhnOgRThVtJZfgx8GswJYH5bPNMx82rBPua7flFy0wsUWkWjxRBplcpOqKICqqKSC7aXitup5aUdUm5PWWL/cOKPZAlHgixuR5mpWXwmpI8IUTVZueWU+H+vAwAPLvC/JLxaUxOkdouDwqvCM7wPxkYK0a+El6IGOhSqs4JUuaczIa65kCfzeZVAoDX14bWWl0dZOhumG3ofkqxsVz358o0dkSVyecELyN+Nm7XvH8mHL7fOaNmAOCn721qyXJzurhYVnqV4vSklNJOITUdhp4QMgnQSiFdqWRdISpQ1AdX5O+MRDXOR++1ZveMdsaYBgD27bXnFy41xYlKWTRcIoTdORPXkkrhTaiqLiaYLp3Xp9h2eVpq+hog7UNZP7i1bptm7Kp9/XbM8T3mKAbY8anriUhLSRlL249bqr4Bd/COBXEYmgf+CGR7lORVwYuJ1XIzb0NbcPxB+g80ALDtY7fK9eSM51Fx7seImhbBhPzrVtwZozrn83dOBGvz0b5vE97NxlfCHj+tqx2HcOo8Q//sXLNlHciUQZQQguTt25A0HTZtX8tHF/J8jgF+brEX5i827uRqWZIqBduleMNC6XrD9VmKdwUKfAmDMlZuOhOezVc3rwz8RbyQzambfPdog2GwUdA4ZPZY9CjEL0D4iPliU9v9B85DMfDmSyHW6ppswMW6ObfnQw8kjylmmukwgX11PHrjNgDw1sth31BKX3Q9guoFhoHHFbfQsbbYrN14Ohz12R2NvHvgTvY320sLl5owUSnLbpQiUu59/e4P/o7/opXXNRyNDVvcegllhqTl0LZdweCDd0wwwQT38icaTudo0fJweQAAAABJRU5ErkJggg==) 15 11, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMElEQVRYhe2WzWsTQRjGf+9MPjbbD2kai9oWCnoQWoRCjx68VEQE0av/Sm/9J7zq0R69iQhSlIIVRMHaIgih1FLTpDab3SS7O+NhqfE6W1IveS4DC/Psj+f9YGCkkf6z5DyXn9zXK4eR9Zodi9ZCqSSf3r9NAxcPlffnG3f8tSvL6kOjbTfT1G7Gsdms1Yobrj65AD7fGF9b/VlerxU0ACIAQrlcufvgkT8+VIA3t/ylKU+vH45b5m32zVoAy0mrp8bG9MpQAXRJz+0uJtSnYTIo4PuDBI5+hVSrlVUXv4IrQCCyoKqaXj0hahsWrgvHDQtkcSRptOTi55xAHz2ruorlQKMnhCiyeB54nuB5ghTCvaECFMtxa/EHzEaKfsVg0kEPeBXohvaji59zCaRlw5keGKCls9jPeqBSEXo9+83FzzmB+VjtiYWushwXU2CQAEKgNU4Azgk0fHNylCi+zymi9CyBbKEWNfvPntruUAH6HvXt24nRB6g0CwBrLSKCKLZc/ZwB7m11Gu8KE0aXRIVX/+0BMIZdV79cq/jagRyGM4agnQFYC/4YxH27fSEAzUuq3pm2BMEgAc8T0+3htANyA+zUkpPmJMT9QQJYmi+e2/qFAEwlstcg/lt7EUDcxu9cAO00DaPi2fxnp1I41z83wP7l5MspZjD/JSGO7U4eL+cxBKh76df+b0JjrA9CmhB0Al7n8cr9Jnz4WG7GKYV+AkrZ01cvcW7AkUYaCeAPq8fhmd9ZMAcAAAAASUVORK5CYII=) 15 11, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiElEQVRYhe2WXWxTZRzGn/ec9vT0tOvWln3QFjeMgwIGyscYH0GZ4BckBDcIAiLRkAhRrgwBY6JwIaB45YVA1BsjZLsghIQYWRC3hLAwtrrCNsaAzc11/VjZ2rU9/TjnvK8XBhwwRgeX7nfzT07ePM9z3vOcNy8wxRT/d0iuCxs/8ZSoRJsmmQg0ntpCqdRLZgsBryOiP5Ja4DAbYRR1uBNNLHFC5EZsKQgz5etylDuybU+k65kC9OxbzYX4xAVR0FZwIII4LOhEvQhKASmhg4UzgYCAowQ8OBDyn5zMFNS6rmJGldyjBsSK9VvDw5MO4P2i8vj8kGM3UTmEWBzFJA+EEIywFHy8HywvCbPJAHvKgrKREhBGkIGCeqEb6+BGJsNQ62rGnHW0LTbA1qzf9HiIJwZoP7h8lzvkPMkp4MY+v8b3o7H8Oqio4d5fpEFIiGc9zvzgjALjvqW++UsAIKFT8au1DdUxDxKKgtPll+FeZmgbjWTXVFdHHwrxkPh9bn3+6lulw9NPekk/FyIxMMYAAJSnaF/cjUWrdHCJ0s/Hvs1WfXVi9LvCpOU3phrrFGMWAGBSeJRGi3B52Q1YOAGbbi/H3Q7FI01Tfz930WQe66V71Lzp0AIdzaaPm2SOu1J6F29L8xHrHgJlQMaShT5JYO61gffTDaf35QdcnAlWo2Au7Ssx61PCv9tKCCpUF+pvx0EoB5/oR2FZFqoGVVXY0z+B96Bnw6x7znP9chLNVXdQXuyAq8mAYr8dgqYDYwyEkJxmpyGI1pV/wjmTC4YDdOX2GrlnrBc/XoCTDcFb7240mefEnCuiAQ2VvdNhC+eDZ9yDN8xlhvVx1M/2onwhyQ700eodm2Xvo17jdgAApIS0v7fE37I6UwZ9TA8AD7qQy0zzCs4WejHvFQZ/P/145xb50ng+E/6Gvs8q5hZreVeLhm0PiqOoCgb4OBSWASUaouYsKNGgGdKImzUs88+EVbWgztqKopoIhgL0xNZ35D1P8nishGNZcORap/eQ5yOLbDolpg04w/swUNEHOUNRELT+6HKIjlmwruM7JYQ4ikIdYFPzccnYDeMbQxiJ4DLPY+9EHjkdxZ1HF/4w+86Lu+Isg64CP1heBilDCotDbuQlTA+t7eJDaH6tBQ4n3x0J0VXbauTwcwfo2F9ZIOl1TS8EStwTtf4ekXFmcSNmLeKig3309fc2J1uepv3EEo5l3tdXozGa3jFijaUBYJgmEdbFEUICERoHIQRZoqLWdQXuJZzad1vbm4t5zgEAwHO4taXfMvSpIihQBYK6OR34ezcBcVBQMNRaWjH3TRWD/fTwB9vlX3LVzTkAAEgZ8ft2Z+/5Ik1CZW8Z7H8kYQ/m44J0E/b1w4iE2Hm9gC8no5nzfeA+7QeWTrPqDdemB4rLGGPwCYPoWuuDQSI9agbztmxMpiejN6kdAICXjzZHwiy5M5Y/mg0Ko2jx3IC9mIuqaVRN1vy5aDhWfuCno3Z2scmcOVVnWvusOhMeRBMREKLf6AuyzYM3ubb3Pxwd97YzxRRT5MI/vnkAhTLHsNIAAAAASUVORK5CYII=) 15 11, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1ElEQVRYhe2Wz29UVRTHP+e+1zevQztlMUBxSE2U2AKmIXFTxBBiWLFxDYEFC03q3q3GP6GVBYkh0bAwbFwYICb8JmqIYDFEEmMaFrSl05aB6Tjz+vrue/e4GEZdvmk6uLDf1b03N+d+zvecm3thS1v6jyXdbP74Q2NUxY8T9ofIwBtFr/rJufXZVwIw+ZHxnZOroS9HVZUgFMbLAW8vBtdI5MvSon6793I97RbA5N7oyXthwFEAEaH8mqH8veHAVTk29isXKfoL904Mfj47MdQbAIXPNPtn7hKYWPaxxoBCccHtHP/Z+/TPNY5vOsDkpDnYJxwRaVdsqCzsfOTTKvqEmeP8SMzXH7SYGwSxHN50AL9PTuDEqCoApe3bqMx73B+yAKzsSnFewFIA9UCObDoAwm3x27UHWK1ZorGQXe8Yfjs1xLG9Bd7dVqLSBOd0/O5oaSAvgJ/rfOWaF1C3VreLCI0XMdU3B9j3oIB90OLQnI9IhCqsJxKNzq428wLkcmB6OkscXOo4AEIcKs3HEWML6d/OiAgDjh/yHp4bAMAY/cZ47bGqYtcstbLgaXveWW9Idq8nAKnVW1LQOrQzfVZt0dgfAmDLsDIBDyuOOJQ7PQGYmnKRzfgJXjqQOOaHM56HwoUzlvm3ijRaJAQ87AYgVxN25BwXPcNx3Mte6EuZ63ccngkZ/LHJbmtm9vxRj7qJmdsBAFH9zhSIOjVvPE9Zej1g9HpGZd3QSt39buJ1DXD2rKtnmd7pdH19JaZ2wCMtCsuhEhe43VMAAD/gQucNVVWqg44nw8rd3ZmrGTfTc4A00SteQVNo3wbNLIuxMrwoT99/1Hzcc4CpaVfHcAXaDtSW1lgdC+kX6Tr7DQEArK1zE2k7EEcZT0cs1R3cfGUALtGvEqvzmVOcKstZGv1SSW9sJFZXf8J/6/RJMyJCqb9oCDyTfnEu+X2jsba0pf+3/gJCTypFEuXEhAAAAABJRU5ErkJggg==) 15 11, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLklEQVRYhe2WMWsUQRiGn2937ya5yy0JptAoaSJqcYWVCFrYCKaxESws7PwXdvkJthEsxEoQ/AWCTfSihRFJggkmxmBMvCR3e5e73Zv5LM6FtLtwZ+G91QzMvDzzzvcxAyON9I8lWTfceyCetRrEsUwWPO/SlPidZy/j5bwAXtYNxvDUWrpBoHtO7NsLV03txXz4eCgADx9JyRi5LwIgiAglW2J+w1vYrE7lgsgEEBTkWhxrSRVAUVXOdDyMeISeLNRuTFYHClA03G42IU3AGGEygh9l4d31LnueXhkogCdS7Z8cQKmEQlSP2CpZvpse+P50VoAg0+Ii6/27V0A4PFTK5wR/Tqjul2l3/PMDBUhi/TBegnYLRBTbg3bQY+b9OHNfY9bGbDcrQKYrODlhdaIinO6Cfd9ydiMGIGjZg4ECBAGrgS/R6S449h0iigInY7o7UIDFJ66jyo6IkCaQBEqzIKzMWtqh7AwUAMCMsZSOVZVeDCs3lcZl4448rWf1y1SEANaxlo5FhG6syC6EW4m79anxLatf5gTiji6XJyCtgaipYBImGi7K6pULoNNhvRKKS2ugFSnRFETThS9DAXi+6LZtj3qaQJJAPYQ3EveGAgCgsNpPoD//LQkXK97HoQEUiywDf98EOEI5aCd5rPIBOEetUOx3AUBslF8zrjY0gOMjXcLx0znFOWg1NdoMks95vDL/CVPduSuz1hL6PhR9Gq9f6XZer5FG+r/1B14o5V6RE6WHAAAAAElFTkSuQmCC) 15 11, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur110194 4s linear infinite forwards;
}
