@keyframes rwdcur76508 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEo0lEQVRYha1Xb0xTVxT/3cIYbg6NI2AWdUFmZgw4GE5wy3QLIS6TzGQhOLOJMidd+A+1gG44ZTMopUAGsmkgc5GAkKqzA1YiDBmh8kcGbJoYE4cCH5APqGwyUqBnH27fo33vldJmv+Qk7517zu+ce889993H4AEYFZGSnlgOc5fL25ME6O9JT9wU4XbGGEtUnL2INT+4xbl041u7Fg8sRUjTkrhdG5kj5IHf7Ff2c8d2STCtIwexwZDWQ3djhgkA0vMv0+SmUVJXXiFXfu6hwZdEAdC5509qSRxwSTa+ZYSOZptIiWPJWFEFEsSZzf13RggACjUt1L5viADgW22bzH4pXDJsKAFtKOEOE2HDomNDZjeVKAQRcDmth3KzmsTxh+GjJOWTQiVVbDsO8p8C/Kf4e8BgEDMe6iMAiC+LYpsnVwEA6jNuOBBW5naQ1WrF6dJdrE7TRUZ1HwUOrGUA5/Kf4twuZ59QAkooAR2zm8lFzQ2nji0HHffF+bzfZLbde26TwCsdk61AsB+X5M5QAMBX2Sb6SL+NfZ93XXRuVPeLzzurwxkAGFO47sCp7WLbGVJ44k+WW0ReKRx6tKaBZ/hJPNeX5vxKq+d88YxVhbiyKAbwOn9YHskupfcSrFY8XD6DF+a9sE/3NhPGAMD06e90+8Un0OjeZc74AQCmepBUks4ZHZaqzLbxmg/xWRoyemRLKZRJsJHiUmq3LI6pHgTzBZBUHr3Kd2/b/iEZWa22iwBAb9cN5dp2AoAGu8QMafx5eMcDAoA7MfdkccwXQCq/eUAq+Xt7AABm/3Ex8NXkmwQAT73mAQAaXTQrVNfRiaRaSrMts4ot5BtnK0VQx8sMADZeC2ZKsVQrpwGpVByPYwCQr98p1mp35RYGACtmfMQgj+YsmLFaxPeny2YBAKaDC2UoPtxKAJCaZyClWCq/GUAq96L54XN/Oz/t7Hv+2VkvAIBO20ZF1ftZYdUB9o3mGgGA9yzP973qCDHxzZP+AICvr0TK4vjNSOpLRYyoiNHFdLPiRhLar04rPxeETWhM5aX6LrfdwSbpfDMJ/PZ6hza0FC4cFD5H+Fjl4VZaN7UKsedeZwDQrO6n989GsLpsM817W+Fj4Zeq+LIo1qjup9izfPY1mk56zuKDMd9/kK6LZkrcipg+CZo+CWpPGOQ7O0s+W6VWs9f9eKSTACAno8n2PRkjgddpYAGPC0CPCyB+4exRldvhoLua0ueUsDajUxzTZjaSwCu1kx3Fc1YuocGvibqfknupRttFn53ewQyZ3VSRw4/l3WfeYMDCkfvz5zfFAL523ZK7MlbklUKxFuPHFjJVGYcRMBjEAOCLjCbaOhcgBpaiIuc6vfTvMgjH8UTYGFk/WCOOry5w4w46chQkiL1eb+vr9o+HqFDTQgAw+tYDxVI447DHohn9lefo+PwvowgcWruoT2viAK0PDHfQrT/lPI7LJbmjlWdf/IoRxfpQfLm3DxUn4tndmGH6Y9MEQnwiZf4bdYvHWFJNbmncuM/ZIUTvmt/tO/tg1uLJhJW6x+nRT0NvmnISW8vd5/Po51Spnz2FRwlY5v+/BP4DOSmATJO5DWIAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYha1Xb2hTVxT/3UYZYzAYTGQw3dd9EOkYdllVJi0Uh1TRTmQylVps1dI2bdLMwhgbfnB0XalTUaEIZeKHDnRTm7QxMaZJk9fE2JJ2m27Qdd1wMgYrHRZ0jWcf7rvv/0vygj84kNx7zu/87jn33vceQxlglCOrcWIbmVOuVeUIoH//KifMEo4V448hy9UreP2QI87SnWdPFU5sxIaekriLOyVbzYmrz7HmvgCdGlrGYM0L+Ph0PTvvHaNjDdfN8dXnCuYoLGB0jy556HYXVuVdqPnqXcu4CY9EmwfczBiH7Vdt81TYJh92E5YeAksPEQ35gO1XWV3vFvbKIuGk5yYBwHzNCH3RMUIA8KA+RLfzfyoJ/2lrgIjHsNtZ+zC4joSNnBjXBaePTxYlu9csqT4artIF9LsI/S4lYLwjRbmDceX/Tw0RAoCpxiQBwFnvGInfADDzoeo76k+Qka8g1nwGEmaci3sk3VjUlzT5LNQEyehfiNOEqn5QVT93zLakaOZAwhQU9unH0m0ZAgCpTd+e6YOqn5ZXC9NN+MbLMimAty/y3f77e0FaF3ufAUCmRaJNfW4W9ieJEaH2y82sIs9jHr30ROGJeySqHHAzK15b+IZBvmGQcSWCMNDDe3vHmzLNh/x8tXeP6mPTrRnKHknRHW+KBL8u8MwoyGgA8PPOW7wNjfpyR+S+Z1rTyvjl7igBwISHj8Xk3v+wj49/3nGDbHN9nwQZTZvwtHdMWVn2CF/5Be8tUwWEoLDfvDEFLHNlZ0FGA4ABb7Dgjr3cHVHmE51q2ePtXEDIn6CpQ7xlC9sCvJoWuSrWugCjAcCuHL8kpxqTFO1SSUWi1/IvKmLmVz9Wfm/9upoBQF3vFvbW0FYGAN9UPgNgzrPWBWBpBmQ0u1WPygIm29X+x7p4vy/5wnxvHJMo3cxbdV5un0DRXJRjRDlGAPBp2zUCgPt7eKmNyQc1+0DcA5HuCR1htonH/LKD+2r5LfH0HkhYtilB6aP64yY2odUxTMnCAj1xindJpnktt60AAFjOgJYzeqfxTjVh8ERCLjVPGPdIdFO+H6aa1BPwW21Ax2HFa4nFJGhRcxRzH8V1QTF5Q062JC3HtZjdH6O7x3l7jLy2+HscJEysUMz9WjtiIogYHkjaatlxFsWjKEiYGJvZq5776cMJ6uvkYqYP85b8+EFY9T2QICHciqskLIRAwoDSXkQyLfrNZ+Swgu0r2fo6sJU8sJIH5oKgV+vfUeYe7OLV6O24QfPbeCU+af+O8Iw/FueCoLkgSMSvr7N/9yz6Vnz/uln9mzut45z4liwAAGavOeyfjA27i/M7/jKa/rawmMq9zjidf5oBSF+xFlG13zlfWR+nK/lyop6jgKf/PT8B/wP8k75ZOAprVwAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYha2Xa0wcVRTHf2NprN98NH5p088aSTQxabQh1rZfmho1UYux2oXdkdJHltcuG0gaX+kHxLJFaaBEtioobdYYikgLKWoD2wWWYkmL2takIGpifESCtcYGOH6YvbM7uzP7IP0nJ5m595z/edx7z9zRWAG0kIjduOiali9XwUoCkFV/r8TMFnlHTPfPttmb2LU+L87clcPTmR2norgwJ+47smr0RoXeqHDnAqYUF2oVQ3P82f8SPednoLhQGxyfwaKj7LIgc5SnBywEkXO/sWpJeLypxNZurKpdHmsu11Lt2LHd0Y9zBcLHhBuzcGOW6NAvsGO7VtTo0tbMDxOu+kIAZku3Sk9lvwBcdT8ts0v3mw7/OulF2RM+lt/y0VErSobrPrEYx/a3ZCX7Zk9TQieJy07XvgILM4a8+o72RMPL2mjl+3JJdwnAxlav9r3+vABcdLsFYNB3RtQzwOr/LphUkWsPJ/hywhuPiikpGKvqsIxF/cfTdOZKt0qafgbOdATXCcF1AjBZ3iSX9d1pRhH/B5axCW+bAIx7Wy3jU25X4j2JNzM6CoSOAoviT67N5vtE+REBiAa65HzthwJwYf9RARiu+zQ9+wy8aVgbRtaGkdRMFOFIfbcAjPrSSx8JdBrB7G22VudAq0yWHZZR33FR/BbDhwaQVAG45nnGWIakzQUQ9RtZTxw4ao5/XXtKAGJVITGCNQL8Vn9RAE5U9omjry1RJFWSHQ74Bs3MJssOC8BZX39aBVRA0UCXY5ltfe2cRlIF4LTvTMb1+rL2M3N+vDpkPkcrjA0ZCXTKRU+JAMy5nhTA1lfB+rvtHTz4exAwzvq/9xSxKahrkUCnFDW6NIC7lhKf5H9W32c+b3pvnwag9ADG7/UD57D19fYCkipOWUcCHxtrHc8SYKzGOJJD/l5jb+xrltieYLxB9Vm4svoKiSYh0QSgy9sjAFc8z4md87O+zxNHM94H1LFUmNR1Afih5ClJ5bdF+y1EyaSuS2zvESthfBPaHcNYRbsAjNR3y1hNKG0+mdsxAIC2m0jbTavSaHWiqUTqTsRL3RI/ch0yUn/S+DbEMwb40b3NwmHHa4uWeaRlPqF4yfOKtQ/UGMGMlwdtx5Mxre8S1SVTeR3x7h+IEpWhmpsp3ZZGoBqTQnK1nDizIvgrokSNXXbvNJ+nyjzSV200o6kyjwB8p7+Q0NV3iwrcjisnNM4hSiC3i4j6UDlx2MHxShbYgLa8CMuL0HAd+crvNeeuljwrAL2VfTIb73IfVZwSlhcBQ7/hOqLsAxuc755Zr86HrqRHf/ABe7t8dHMOAOCt6TzXL47XCrPz5/1n9PpU5mDefCQ/zvx/zYCDMfsgDm3Mn29FP6dLiyuxup0B3Lp9AfwP2QGlOH2YFbMAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbUlEQVRYha1XW0xcVRRdB8goTUTT2BKT/uiHNQ2JUyHa2Kg1BKlptCEKxDaKSATbMjB0eJV5MtD6AEeQSjswLa2J1NSqsREFAUvbMMPwEEhpbGxqU+wHEhNrrdUMdLYfd+77zp0Z0pXsn332Xnudxz7nXoYVgOUTafnpC8YS5UpZiQAy/L2SNE0krBil1zVnL6BrXUKc8QdXzOkXVuLjjLi4Ywft86sLv/u0dl4isXEJcPfLCR1bGQAEbSZam3YJD9cOshMVX1HuozZ0X9iPOm8e08tLTEDrSZGkuoBdaCqk5TursNHVoyt6oT2LZq5ZsNXzGlNy6OXJcchHgkXBfOsWAoABi49mm14nABiuOaSOj4NLDY+N4LERACx+YhQSx2xmGq7pikoUdJior6pXGP+9bSMp+ZRIUnlchYSbl4GblwEAa/fMsAn72wQAm5rb2Or7gwCAgLVSRni27jCFw2Fs+2gHG7VbaMJZRunmaW7ZeT5XYRyr4MkmeLKpr6pHCA7YLVETpxtLZGPnGupVsRcPFBLPG1uAz0jwGWmhPYsAoH/vpwQAI/Xi/k45y1REU649Kl/AxvmmG0uI51XGyE/myXVcQMF1BgA/1nbTvYafkZQUxiZ3G9eCDhM95e5g4/YKCiOM/5YykJx8Bc/sb2H8GAD85HqL/vpnM55vKWHR+Dn0p5LS3is9LVM6XOMlbpbcWQg6KtWzjWwTH6PEmL1cVQf9qYRUP0hpf3asJwCYdRepyEbtNZGWE9vqTM1hTphNFBa0mQgArrU8RwBw5f0cVZ1UPwgPzYGUdrz8VKTHxYM46dxNAHCuvlPwnShzUm9pk9imDrPuIdOqlZT+AKC0ooOvMgDI/bBY2Kusxk4GAIaUXwTC0PI9CIXFAkt3UgEAU5LOGKruJgD4vPwUadVKWpMGKO1qK9cu8y3PEiDv+eTkJXBbcJSKjjSwN312Nmg5TgDAGDeW6TwiCH/wvgAAIHe9VVVnTZpiifKJUT4x8jdUaC4l336ByDmQgj+Ek65yAoAzdZ2ymAOl3xHPL/XL2vCVEITBLw3c2FB1O61edRFPuLsYt7xllOn0Mr9tL4WRghSEAHC35JSzjDIbvQwAzlstZEgO4da/G5DdsotpcWsi7zYo7zZopvmNyGyrNC4ddatJfeet+wgA+io/496TNiPxvFEL89h+A7T9BoQXToqzdR0y34RTffuJIsRz8625l3jemAJe/gPEG+8bd+ymUSu372MOM43UemVE/JU76XpHcg+I17UWpy5eWgDxJn2O+yqPkd6sR2q9FHSYhPHFNiNJueIqzmPbPIg3qX+o2hu5JXfSgIW7DX/zbNYkj8Yhhe5n0ou/yhOPffM40qtmdXOmm4qpYWePzPf9I9HrxPxOy72kVr+l9TR2ZVXj67lmFB8sYFc/yKHFWxvg2NGuyh94TL9GXB+KL8wluH8R/JARmz/hP6OcGX0xg8bEOBP/NQOQPa4tYvjJxPlW9HMaXl5J1t0UELp7Av4HKd5lMPNnDAYAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEy0lEQVRYhb1XfUxbVRT/XWC4zQlkTrao2RwGjYrYrswyjOhkbFPn10JY4uKmIFbH14ABLmqc8QvD2rEBy8ARE03mqKTIpKQIbHyEQoEOyFiySIDJ/IOhGVAZkgI9/vF4r7y+10LJ9JecpL33nN8599xzTnsZlgE1I5JbtxBj3nL5LSeACfp7OWay8Dri+/CH7Ol5/IkHveJcsvIK9Hl07IoZhC2Je3GlALPUsS1K3s4b3Xn4eHS+0UQIskEQWxSDLYpZDKk0NBBLAGBIO0WDtx6nSo2B+H2RzUaTx8y5j06hdxr2xLMr5n00O7Uayh3feTzR4EgE/VYUjd1f6Jgrh8fDivDCWRLEDa4PP08AUJuXRb3NbxEANBRmS/WXwCVFnI4QpyMA6B9VCIbtFYepoUDGyTwsP6eS8WiGsD94U0mufK6Q1kDiMUKgDQi0AQBCg3tYZ3USAUBkXAFbG34LAND2U7qIsOlMLjkcDrz89QnWWp5FnUYNhazv5tLO8yUeW0IWjusIx3Vk/NR5kjZ9llvD7vpE0V7z9x9KdK927iOe13VPmoGgKSBoCo990AIAMH2WSdvitayx1ElsrdEIn5U7yhgAWI3JBADRB/KEYmszcGv2iTUCryvElamfdxLPkVw8mUMrN8zCZ4UDkXsLGMDds/r1QtZRmUYOODB9cw1875nDs/vzGb8HAJfrEmii715sz8hn7vi5AEwpkrRUGXbitdJXBaWGU9kUk5bPrKYkUu3+llkq00n9xklR8G36LNoWrxV0XDnbK1MocpUkAQDMCeQqQ2OPEgD0Nh6UBNd6nuuCBp2zGy4VcZ8tFc7CtBhSCQCGfn+OAGCgP1biB+YE8kPAtCQm6ydpAJIx0rpOWOuqPkQRe06zudu+AICYzHz2Y56GaIawPYVLM/k4D67ey13F5k1NDAAeDq1j6HtTpgiDJuAqcUXJDAB2faQVGCP2nGYA4B/oDNg+Ngv7tEP4PnOby7H1V2dn1GuPEABUpGhJzpcPAibhKgNDMQQA14ejCRD3vO9dMwCABm02HfymjL395VlW9xXXpsyP21PtLBMCX6fg5obq81KJHwRMitPBSE2M1GTWp8n2Pd9+beXSacjPiq5qrqgvleSKdKreqyGeX+RTxGLf6tz072QAUH/mCK3dZMOWF0u5fq/VkGpXCTOXZ5Jjzg9+/nYA3JS01mhI9VIJA4CWc1nkv9qOyRsrEZOaz+S45TEVQZiKoJ6mA9xpKzIkp7WakjyutfxwlADAmMtd3dCognhe9455jKsI4yrhF24hmsrEae38JdktYct5Z91U5xwmnnfxAP7aQoLMo+PCIWo9x917u+EwNRbniIj4kdtV875zDlQ5x7UcJw/5uxhRCor9PoTQ4B4GAMaP0ylYPYutrxTL2jUW59CqB/4BP46HRhW02bFAdUO3F39KhhUkyALUn+D6urd5P9XmcZU/cOMZ+dS64VgIzxENPiUyHLwbCFnf69Gm++I7pHzosngxxL2N5z+lIb0MdgIvIWMEXAunqncvUP/4I6RPKeSqfCCWLJXphGvhpLzfioU2npwDS30X9D3p1ZtAQNiVRfm9fhmhJ8xzMIq+/+ZlJELHE/JBPH31/3mcYnZ5N3LnArDfuQD+BavtfkcomvxZAAAAAElFTkSuQmCC) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhb1XfUxbVRT/3cGIJgvBuU10BM3YCIYtsszMSSalkkgVE8GPKfNjQTEbY5M6SOsiWfgDoxRoSLZMkk03GchGYFgsUAqUFlnHxxhMgbGhyyQuogHFurBlwo5/PHrb19f3oMT5S05y3z3n/M6595533n0MS0AFI/I3/w4xFihX8FISmKS/l+LmFwFnrMMvflfvhgERAXEu2ngXhhQD++IrbFwU94JGz8EpCXywqxbq7UYGAJ3ncynh6VImZ2tFvGKMZUrKOFjod7jgFivimRXxLIgFcZvxlT+KglkRz7x94mBR3DnZBMJRQxNwYQIulNS2YRAaBgBn8/fR+JpRbvfwVBQfF0/FksmYQ4PQsEFomNs/HDUBHR+A4+QRAYV/buBjh03Pxyd+SvZLbjv3IclxecP/DoS7BEEmP7/8B8ZYc1+WQOJFlRHVwgDA4cwju0XHNb89+PP8KJN5+BaTwKYCwmoXsNqFDucBqhpJ5aS3Q24CAFRJRezbi+8SADRc2kUAcCvkJhI1Bmb58gBVj75M6TFnPcU3z4dNBYs4ilQjIdUoMjx95RX+XDP8ekDn+cl0NMnxAv52YF0osC4UJmMONw7tepSrd8SeYda+bGrp3831lp4sCXH992+RtXsffRx2lXnzKuNIDeGIULHFU7EEAPY2neKKHV1Sve8u1R3KJl9+Nxia/LynL2j4+XU6PqJbK/5C8pbPFRuKvVFHiSkG1t6zn5KeOiwUpk1PDAzjay9j7fUYqOfUEr9ghN1V4kWC6jMeuKV3LyVvPcqfWytzKeSxIKi2G1hiioEBwMz9woeqqX83qbYUeSVtApwqyWIZhsySyerlx7BmOhLjq64iI6qF1V96m9KeOMUAoKNbS+ptZazzOz0lPCMEsH2jo2dTDQv3fj+xghF2W2KXHmESkbmDA4B6W5kw/sdjsuw+oZYdzjxSxZcwADAPvEcvbv6CnRpLocipDbgRdh07V0hjMbiqpDUQ+qYogeaB9+n5zceY5cIe0jxZznUd3Vq6++tyJKUV8zlfGxH8xRJlQxXEqIIc7Xo6OZZC9kYd2Zs8Vd7RrSUAsFblLdgLLBf2UKvzA3HFz/PLe905QW6pL8gRGVaPvCpxtJ/LVUzE1qjzvNJe3MqpzxwnzHg+HK092VT7Q7rEqaV3L59r6M8gW694tW21nl1qKNGSL688pssJ0+UEAIXT6wNquzUjOzwt23fHvHiVMXmUuHjhzPBrZK0UVtXcJ7Rh00AGAYD5Yia3rRt6g4+rRlKpozOP5DjlMXGYuACovPISd7RbddR2PkdaD+3Cebf27BfrfLgWj/Eycou/fg+ILyPuggO8js6LQy6M/J0wUsswOwfMzkH1yEPAtVIyG7Xk/kgBQMRkNDe/ET2MukPC6vP/yAKulZLbH5Fa2S65cPscLZJmH6NnAPD15TTa+Xi90KLNelKvXyn1n7ddegIAMPRpoJdKARsPLsgf8J8RBguVk4nLvzd/RiL0ytztthb8Pz+nmFW+Q9z7BO7M/mcJ/AsVkz+516UVMQAAAABJRU5ErkJggg==) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhb1XbWxTVRh+TicmZrIs/tFEE4IhkSiQSVCTqonItjBAE+eSyQZKMHPfm2ysnf4wJCYGDXYIbhHdJsN92CndR+u2rttuSz/CaCfKBpnRMDQSNWokEDF0lNcfp+f23t7bdl3QJ3mTno/3eZ9z33Pec8qwDDgYkV7/DmIsXa47liPgd7q2HDddpK34Hfysu3qBN/FAWpxLnlyHuaSB43EE65bEnXJSEQKawDWTg3hmy3saX725X8KYNEbSwacxpiL0YisDgI4LhXSffxW2l7Uw69lXKINWoGhjO0vllxbWoJ+EAYD9dA3Z3q4hAJD8Zt10TPhM1LqQR4k4loxMtJMw0dc3Wyr/lpxNNBSqIAA4PltM4z37NQEmhnifHldqrLQQVloIACbdJtnx2A/bkpJ0zhfK447TdSQJXwVfaqw5QMLGbfvpqzN1uo4iWM9cCQHAYLBcnnf40rNqHwVnagH5FkK+Wu0HP26R25+fe1k15gqoP//A16+p2t3nSmh0up70eAHAoBGwOgtYnaVaRf2qSTY0U04et5le2nCC2YPV8lie8RADAI+bb8zsq9kyVdvFrbRrQy/7ZyQi8ybHwX7CQb5jx318ZSfmi1SqHTOVcnvKZyLJ2UTSqWYCAMd0LQFA77el+p9awS/AYB3TTi5Wn9vhUBU9v6lN7hv3N1L+k++r5rgCDZRntDDHdC3teOKoPDY1aaLFOyP45Z5L2DNXpqMq4KN4s82UEQCM9LyuEeeJrnbCFsu9NKqtC53fvcA5oumyt+7TxEHARwZkEeLtFuN8f+X8BoDXgAkfP1K3bvCx3MJDrLedb7jNBe8ygBciIWDvQwMMALY91soA4LnqFqYXy4DsG4g3UVZLH+ljALBzfQ/LfYrX/khmbLG0SOjtjO36jL/5z9FAA3XP7iQA6DpfzI/r2d2kF8uArDDibfhDfvZPBnkquhQFJtfIhUijZiqt/ISV7P2YSS6eArorAwBQYLSwXeu5+Htn7gcA3B3J1MRBVlidN0YOYuSg7vPFJPnN5BpsUuV2LFqUJO8bmpy7vOq5AzPlmjmCP74/hvAgyRYHcReIr+KeNJHkMpPLHwtsj94PAh0X+JdzeOspGbca122E6zayHuDn/dj322Pn3qN/CwKAI8RvyqlTzSRECrQu5JHgTR4cAK5YCVes5PQ20mdxBWU4VKVqe3zNqrayAGnugyhvagF/9JFsChxeiN0HohSLHa68BZWwByvJ+UUjJeJMjF+7SdiUx0wD07EN1ZUgmIAyZZLbREqupQUX+Ok4CRvv1z44nNZG+ayPBKtpaiRWhPqi/UqORGGSv9UudqjTYOjBw5cfRfw9AACjgToqMB5hJ9+qpRf35KgHH3w1YZzUj8X5j7Tq11awoVAFLRrCKNrYyUY+baA/N13G7hWbtf5rK5b/KpYx15Zm/qJYV5WSP/3n8jdHk4vJqf1v/hmpcKZFX8Tj+/6fP6e4GVmW2+0TEL552wT8C2mAlw2uzkzVAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhb1XTWxUVRT+XmkCC9OFi65Ao6uasCDthIU2ARISq1hDMYI/aawiIv2BmaGt6AoTY7DoVBFJhULoDzO205b+OJ1GihTsTKcd2o7JAJNASFAWk8YFwaSaWvxcvLnvzXvvzpufqF9ykplzz/nOd++799z3FBSAhELK/GVUlHy5igsRsMTfC0mTIm/FXtyXzl7gDazPizPn4M8Rty1sRjM25sSdNciJsKXwl3hWmpdPbE4C9mDCQNiHKgUARrsOMrz1Zxx78qoCAB/d28bnwpuw4/V2xS4vLwGV6NdIprFb8c02MFmyBNczflvRX9zcxdLlUtQ6OhQzh12eAU+hk8ICfpdhNuMDbgLAp7erNb/4PdZrjA2OuJjOlbOAtfBwLTwc97nZkHRoiZcut2QlmbyixzQlN3Os10XBl1v1x49SsxSO33qFw6cOEgBOx+oyEp1b3EsAGDnRxLbETj1OwpkZ5R6i3MPu6H4teLCtSZrojTTywly9dGz0G6fm74keoODNLqCmk6jpZPuNPQSAoGTZfbNWQTLfD1OtBABPfDcFr31xZz/h1HfuxHfqhhNLCwCBa0cIAINhN4d/auFouJUXQ6rI/pC+Cc8uvk0ACHjTNqaJHwAUtE9YVI2VBlH95leWY9Nz/X3WOjqU8/P7WFdxRpGNdc3v51sV31pyAz4XdySft8y5CBtKYLZQZQwAcPROlUFcraNDGYg4WVdxRrn8Y6s2Frz6AWsdHcrQdLOl+Cd3XiQATFcuWOpgQwmASJwWk2Ag4tSWXvjO9ezlye53tP8j06ooEWuBpFYx1q+TxprxR/GfAAAW/a35HhUV4bG0mNXiVQDAypq/5CTSWg8TNNuHv26xdDsB/5zaDy4FWgyPAAD6Zg5Z4sUjaL63xVIHDxPGeIUJKkxw/IJbuoTe6+qZ71p4zzJ+fn4fAaB79oA0N+B1UfDLxlWsxKkZgGCfy1LwYkQVNzRzmIMRNwcjbvpTMx+a0Y9c16IqKOhL+UzcmbEcI5ZjbLtVoy71ZLMlQbYCvZKZi5PyWeJlCl774gDwIEo8iLI/rbOJe8AMb6SR3miDdGzstL4fvHONFLzZBfwWoWYpnIi/xuGvVRFnF97NSCJWZuTkIa2VZ+K0RzJEYfVL5XobzuE6Hp/SG1RD0sF0rtyKC/xyhZqlF0idkI/v6l1S/A74TMcwA0c67F+T7k4aEo+vnEJL2ZBtTtvNXWxdV290Pr09/3dCDYmg9bKanUBo2yKOPXFNAYDD9yu5daoC1Y4qa37ZC4W/FWuIf5/n80th40tZ+fP+MkJs2F7Mpp3/zZeRAXN+uYjNr/4/H6dYfVRQ2r8nYCXDdVsA/gEX52vpLdSw/gAAAABJRU5ErkJggg==) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhb1XW0wcVRj+DpGHpmlD7KuXiFFRKFpCNEEfTGsTYl+UGAjFqg9SoMBCgZ1Zltp2K5cKy0JFaBuJIUWblETTaNJQWst9U269Ae3WS6EGEx9MaDH2gaifD8MMc3aGWXZT/ZL/4Zzz/9/3z3+uIxADmCxo1y9mKaLleiSWBP64b6sfE6LOeGEjHNUf+zM6znU7z+CtqD47BWfXxR3RKYg9FuGzA0+g8fU6S6ydbwa6HTUcB3tRKBFm4oQAgKybJ5k2F8KBXS3i/avHGE+gM61MRIqLCj2oom4AUHK5ka3flBAA1NF62+lQRhq4c66La3HYIc6usxM+LmETlrAJ2fALAFjcuAHlWZ8JAPhn+T4KJwMEgJzp4/T1aQKNr1WLC099IABAvVjFbPiFztMJ3/rXUAB+BuAnACgDh43AN3/qdCTJCn1ujLsu+6kMHGI4X0QU4TB1q+6romvcPlAX2z3TQQAomGg2/LbPd0sxZs6ICeQgwBwEJMcdd7802u/daJfGqoINUnvvlVapvftGO8vGmmjHC9isgUVsxiI2S1/x/ZPvioKpZqqDB3kqtVgUm77Wn1GtzfngQQJAwtKiwZV5p4unU4vFM7/eNXgdkY4epqOHAFA1on3ZO6ETcjmnVqdEGamju1+lZ+gIAaB0rIkAkHe9zbbUZn4d4mn0Wpx/Rqa0b/dNtrAjfb/RVzlaz+ZXvZJPRbCegQyvKB1rYtsrbmNMufQR/47fgPlHE3AtOdGa1RYEGW75Uy0EAO+5cktyniFtO9VcXN3bar9q8Xv7trZIiye0qhz9br9FZwuCRDxmGG4fXjlGAMid1VZ43nQblZUpUfu9hljR6b2SsO6zFuy0gIQFWswBSvATY7z0q3wWmpJwr1SiItjI3Gltt+TMamtoz9U2q07CAoHEJYZb7bcuAkD+hLZtskLHLUmZy65XxTNUa/Hz9VYQgHZy2mhJzmIbKbaRObPtVEfr6bnglhxc440EgOrhOouQe1i+HwqmWi0+On94/ypeXKZhYcibbpOqogzUUO330j161PAtnGyS4rJuniQAlA030IlbRuoDIvUB/WeKCAC7flw9/9XBtS+UkpXLyTNUSz1JHTvnuqjzOosDwNZ7xNZ7rByuZ951+djdN9kitT0jH0tt8wEUfh/ovJETSPmdhpmwY+6U0daPYn2Fm29BM4om/PSer+RanA5J/Ebd1EEfC8ZWj1+7HWGGecqUgUM0c61PXEfyL9TtQJ/1RVNzvtLY68UTTVQuKYZP7vSnDOeITlzHC3dotu3z3axc4znmWrmWO74uZXick0Tkx+LzISvBrSRROBngclwcvkgrF0fOVXD28UScyX7DGn8rKfZXsYGkmdhKGEqJyB/9c/m5a87J3H7pv/kzkvDsuH0SP7z8//ycgn/FFPYQE1h+aAn8Cyo4mAfd1CzXAAAAAElFTkSuQmCC) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhb2XW2wUZRTHfx9tKgIxgnipQAiQSGJILNIIwYAQJF54MBgDD0RNQVigly1dthcC0hJMxIWl25YWsIb4orERSKvIkl5orbRdoNJGTPBBUUCshEApBnEpe3yYndnLzE63DfpPTrL7fef8z/+7nDMzihFAFiixGlftoobLlToSAbdvWeYfEYat+MokbLNP/n14nEk7nx9jnzges+4kxz2kUwdvmBLPp94ybji+OkbZTfpZJQOMQ7f51Kv51KvcQLksvVgnAL4jefLsjRY5fNQh+nx0jJ9VtjuXUF0d643AFexXK3/4RMYMBjk0e4PtijL7jsuynkbKXvWqeA67uBjU4hbdEvksunRUANwnXPJ2b632u3mryT8ZLhO87BAvOwQg41qTEZjftVfczcUJiXIDFbL92CZjfvafxyWeLx6mO1BAqVwhxBVCAPQ88bJae6ZSAMrnbVI3JswAwNnpjSEsaiuVUChE2bK9ynXKK44zVXLuydcUgM5XQOnQu5CFV7LwSknUSlydexMGrjm3P2au+NtdJt+VP34qOu+QApZTK8uplcw+bfu2+AsEoLg1soWO7n0momyrsc5y0UXqvPE+MTdzEVpptbJCARS2lMjg6McJjUqhfJ5TgXbOlXPzVN5pn4RCMO7uTe6njMWzwK30OYDV39fIY7d+xbN4l0rED0AGfom3+oZ1MUrdzVsEYG13tQA4Az7TSvRj0n3ikdPlM+XJwC9Mo0PibebNFgF4t/egicx9ak+45IqMOffJrWFhkbuSG9C2/6XfjgjA0p+/MOWZRoek3uYRk9rtzZ+RC6T3/WSMbTxbJdWZOSrl/t8AeJbsUo7PXSJyD8/inQpASaSoKufmK4C2qW8qgMYZK9VEzpsWNOo6jxJvuW9VKYAPX9ljnFV1Zo4CuJs21ggeDPYTCv5j/H/4nvZ7TXeNkWhzU6EA7P4yR6xywfgBibclFw8LwMJL2vZF13z2marwEUQ6W3GjSwA2f7fbtMLVPVqZzrzZYsrD+IFYfzVVRE0VyevYY3mR9PJzd5rrWb+EOWc1n6KTZTE+33y1TnT+mJwxLFOCkcnLaUrbwlIZmDCRg89rR+DorpEDczaogg6vpIZCBFNTAK1LOrr3yYE52QrA1e6RYNpDjP7rGp4lO5UVtzWm3BGm3JF3erSmscmiC1qVWvRYSftHAvD+MWf4eeIXnTdxYh2T+4XJ/cYTLhpFbR/EjOn3wQrO9sgxln6dLzpvEgKui2FhbDxdKe5T2gXL7/JJYeu2WCHhlrv+bKQdO6KblQWnPSb1iW7Rj+OSY06xW3Vh6zbJDVQY8xnX/BLNlVxyQ8QlMSwKm5u0Driq92Nxn9DK78XLDdbkCTiSx9O/SLQ9F37BsEPWuYMSH2fnb/tSytXpCgmiW2/GNEi/IPUN78kz/e1SUZej9fmLdeIM+IT0C3Lo9YVEx3B1uu27YHIviunmHp4U/pg1JP+wv4x4qsdeTF/Gf/NlFCvitLWIvhf+n49TZHBEYQ9OAMEHJuBfodOiV4X54aIAAAAASUVORK5CYII=) 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,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) 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:rwdcur76508 2.6666666666667s linear infinite forwards;
}
