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10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/klEQVRYhbVXW2gTWRj+ZiaZNDW1FktUTLRJxQRTq2gQtFrzaEXtk4sg+CAKQjdbUBcRHxZhDcL6suyji/XJItsibL2hYKmhDYtlQ/GSalpCQ01au0nbNDZNzpw5+6ATJ5OJ1b388DPnMud833+dhMMXiiiK7gMHDlx2u92HTCZTNcdx4DgOjDEwxpDP5xdHR0fvPnz48IdCoTD6pfcuK16v99S5c+dYV1cXS6fTTJH5+XkWDAbZ/Px8cS2VSrGuri529uxZ5vV6T/0rYJvNtsXv97P+/n6mJ+Pj4wwAGx8f193v7+9nfr+f2e32LV8N7vP5vgsEAiyfz7Pe3l4WDAbLACRJYtlslkmSVLYXDAZZb28vy+fzLBAIMJ/P910lLIN2oa2t7acTJ06cP3bsGAAgGo1CkqSyg4IgYMWKFbqXvn37FvF4HKIo4uLFi3A4HD+bzWb7gwcPvl/W8u7u7hJrKKW6Ll5OtOe6u7s/6wnYbLYtgUDgH4FpRZblMmWMsStXrlTOCb/fz/L5/FcDUUqZJEmMEMIIIaxQKOgqIYRls1nW0dHBSkIJfCi1zs7OIyMjI+jr68Pu3bvBcZwuUcYYZFkuUfUa+9gX1PuUUly7dg3pdBrNzc2IRCJvk8nknwDAA8D+/fuv+3w+WK1WbNy4ETzPlwErF0mSBEppiUqSVKKEkJK5LMuw2WxYtWoVWlpa0NLScl251yCKorupqQkAsHfvXl1gPeuUsVYVL2mlvb0dAEAphcvlgtFodBNCRoVDhw79cuHChSaz2bysqymlJc+vUTVxm82GN2/e1Eej0V6Dy+U6UldXp+tuPRJab1TyglaUnOI4DjU1NXA6nUcAwGAymarVL6qtq2QpYwyRSAR37tyBLMtQPkwAwPN8cc5xXDGfeJ6HyWRCe3s7rFYrDAZDNQAYOI5DJpPBzMwM7HZ7iQf0iORyOfT09OD8+fO6llaSo0ePYt++fUilUhBFsegpA8dxGBkZQWtrK9LpNKqqqirGOxqN4urVq7h3796ygLt27UJbWxs8Hg8cDgdqa2uRy+Wwbds23L59+xMBWZbh8XgQiURgNBqLpaVHQpIktLa2IpFIIBwOlwCuXLkSx48fx/bt29HY2Air1VoMBwAQQiAIAh49eoTVq1fj6dOnnwhYLBaYzeaS2laA1R5oaGiA3W7H4cOHMTY2huHhYVgsFmzevBnr16+HKIoAPlSQclZJPEXXrVsHjuOKe4alpaVFSmm1trloCaifAOB0OtHQ0FBSXkrT0RM1CY7jsLS0tAgAhtevX99NpVLf1NTUlHU4NQk9InotWK8U1SXI8zwymQxisdjvACDEYrEXTqfzW4/Ho9twFKu05JbTSmXMGMPjx49x69ato4yxvwyEkNGXL1+CUopQKIREIoGDBw9W7Pt6uaHtdkoeqK0fGBhAfX09mpubMTY2BkrpKPDxF9Hg4ODpYDB4PZ1OIx6PgxBSZrWWzOcs1IZAlmUkEgnwPI9nz54hHA6fLoZHGZw8eZJdunQJgiAUwSo9KxGplAdK4lFKcePGDfT19RVxBWUwPT39GyGkY8eOHSXWq8G1BNRz9b6etxhj6OnpwcDAgGdxcXGmjMDCwsIMpXTWaDS2NTY2Fg8r4dAS0SOmXVN7JxgMIhQKdU5MTNxVh0dQTyYnJ//I5XIWAHucTidkWcbNmzcxNTWFDRs2VATXrg8NDSEcDsPhcECWZQwNDWFwcPDaixcvftT2B0G7MDEx8Xh2dnZ2enq6ze12Y25uDrW1taivry8BKhQKeP/+fVk4CCHIZrMQBAF1dXW4f/8+hoeHO1+9elUGrksAABKJxB/xePy3qampjk2bNqGpqanMxYlEAmfOnMGePXsgiiIIIUW1WCyYm5vDkydPEAqFPMlk8q4eDqCqgkricrlObd269brdbofX60VVVRUIIVhYWEAsFsOaNWtgNBpBCEEmk8Hz58+RTCYRi8VOT05O/rrc/csSUEQQBPfOnTt/WLt27RGe56vVHxxKKQqFwuK7d+9+j0Qilxlj/92/4/9b/gYG4xzdsUc+twAAAABJRU5ErkJggg==) 15 15, auto;}
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27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGNElEQVRYhbVXXUxT2Rb+TkvPoRZUEmMlFkhLk1bB//KANVrjiyQGE5NJfCIxkWDCdEj0GuPTXJOxL9eXm/vgg2PwSR5GEh1MMRAkptE6qSEh0hbFWkBoi1go//Tss8+eh+upPe0BZu6dWclK90/3/r699rfWbjn8QeN53nn27NlbTqfznCAI2ziOA8dxYIyBMYZsNrs6Ojr69NmzZz+Kojj6R/fd0lwu1+Vr166xzs5ONjc3xxRbWFhggUCALSws5MbS6TTr7OxkV69eZS6X6/L/BWyxWPZ7vV42ODjItCwWizEALBaLac4PDg4yr9fLqqqq9v9pcI/H84PP52PZbJZ1d3ezQCBQBCBJElteXmaSJBXNBQIB1t3dzbLZLPP5fMzj8fywEVZJ4UBTU9O/Wlpa/nHx4kUAwNjYGCRJKlqo1+thMpk0N52ensbk5CR4nsfNmzdhtVr/bTQaq3p7e69vefKuri7VaSilmiHeygrXdXV1bRoJWCyW/T6f738CKzRZloucMcZu3769sSa8Xi/LZrN/GohSyiRJYoQQRghhoihqOiGELS8vs/b2dqa6SuC/qdbR0dE8PDyMnp4eNDY2guM4TaKMMciyrPL8Mfa1LuTPU0px584dzM3N4eDBg4hGo9PJZHIIAHQAcOrUqXsejwe7d+9GTU0NdDpdEbCykSRJoJSqXJIklRNCVH1ZlmGxWLBz50643W643e57yr4lPM876+vrAQAnTpzQBNY6ndIudCVKhXb+/HkAAKUUDocDBoPBSQgZ1Z87d+4/N27cqDcajVuGmlIKWZaRSCRgNBqL5jfzfOIWiwXv37/fNTY21l3icDiaKyoqNMOtRUKWZTx48ABmsxkXLlyAIAiaUSg0RVMcx6G8vBw2m60ZAHSCIGzL/6Jyr7IsF92t4iaTCR0dHWhra0MkEtnwe5t5SUnJNgDQcRyHxcVFxGIxiKKoEpaWyCiluQro9/vh8XgwMDBQJMJ8V8az2Sw+fvyITCaTi5SO4zgMDw/DbrdjZWVFU+GFfUEQVOG9e/cu1tbWitRfSGhlZQUnT57EyMjINwKyLKOurg7RaBQGg0EFmv+Z79u3b1cRCAaDCIfDqhQsPD0hBHq9Hn19fbDb7aCUfiNQVlaGmpoalQY2i8CRI0dw6dIlFYne3t4icEIIRFHMjcuyjMrKSgiC8I3A+vr6aiGoludHAABaW1vR2NiYI3D//n2kUikV4EaaIIRgfX19FQB07969e5pOpzc9uda9Go1GXL+ufl1fv369oQjz2+l0GvF4/FcA0Mfj8RGbzfZ9XV1dUcFRwJV2oZeXl2Pfvn3o6+sDAMzOzuLMmTOqWqJVkPr7+/Hw4cPvGGNfdISQ0XA4DEopgsEgHj9+XFT3C9Mwv9/Q0IC2tjYAQDgcRiQSUd290u7v78fQ0BBEUcSHDx9AKR0Fvr6GhJBpq9Xa/OXLF4yPj+PQoUMbXkkhEUopamtrkUqlEI/HIQgCDh8+rIomIQShUAgGgwGzs7Pw+/2t6XR6KEcglUoNmUymf7a0tKChoUG1WCstC4kwxmC32xEKhRAKhXD69Omc0pV5p9MJs9mMJ0+eIBgMnld0o1caMzMzvxBC2o8ePbohuFZKKm2e52G1WjEwMIC9e/eiurpaVdYZY3j06BFevHhRt7q6OltEYGlpaZZSOm8wGJpqa2tziwkhuXdhMz1QSrFjxw7s2rULPT09cLvd4DguRyAQCCAYDHZMTEw8zc8cfX5namrqt7W1tTIAx202W+7lS6VSqK6u3lSMildWVuLTp08YHx+H3W6HLMt49eoVXr58eWdkZOQnFJi+cGBiYqJ/fn5+fmZmpsnpdCKTyeROlg8kiqLq7ci/jtLSUvA8j4qKCvj9frx586YjEokUgWsSAIBEIvHb5OTkL6lUqt1ut6O+vr5ID4lEAleuXMHx48fB87yq8JSVlSGTyeD58+cIBoN1yWTyqRYOAGj/8swzh8Nx+cCBA/eqqqrgcrlQWloKQgiWlpYQj8dhNpthMBhACMHi4iLevn2LZDKJeDzeOjU19fNW+29JQDG9Xu88duzYj3v27GnW6XTbGGOqjBBFcfXz58+/RqPRW4yxv+7f8d9tvwOTz5W11PlcBgAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur180289 2.4s linear infinite forwards;
}
