@keyframes rwdcur194853 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhc2VXYhVVRTHf+djmg8v6Ex3jK6jKM23k+EwqIE9iGkKoaYRmgyaJVFEUBE9BEE9RB8PPQRBEUIfYvVSvdhLDwmlZUUOOc2DRhEpmeMQozNzz9l7r9XDOefOdRqLc22sBYu72eesvX73v9ZeB3LYpk2bwrt37NiYJ+afLMjzcnt7e9jU1DSyvK9vWXdX15GRkZHy1QL4eV5WVdFkudfz/eGtW7Zsu6YAIiLOWpy1iHMlhQ83b978/vr164vXBMA5h7FWrLXYaZB7VHXktrVrd845gDgn1hgxxmCsxUyDFEX10OpVqz7u7+8v5TnTy8cLGzdsmAIaRBXnHM5abNWvivzhRJ4YGho6MCcA69atmwCaRGQaIINwDtW0TVU/FdX9w8PDP//deblKAGCzHjAGYwxxHF/mJt23zt2uqt/39vY+0tHRccU8uQGcc+LS+htjuGveJB91/8Z7XaPcEpaJowiTglhrCyLyahiGR3p6ejpnOy/XIAJYtGjRkyLSaFOA1zrPcmPDBRbWT9BW73HoVx8ngqSelmSJ53n7W1tbTXNz81djY2NSswIiIi6tv7UWD1d55qshiiLiKErKUV0Saxuccy8GQXCsq6trRc0KlEqlx0Wk4KwlNgY35bF0nuPspM8LwwEj467yz2dzoOT7/v3FYrGupaXlaO5bMDAwcMY5V4qjiKlymampKcrlMlEU4VyiRhAE+L5PEAQVD7N1GFb2PM97PswLAIiqIqqVOmeT0VqL73mICEEQVJ5nvnqeo7necWQ8zCCHc/cAIFRJWi23iFTmQQZkqq7rnW1l3rx1jJc6J/FMTBzH3+QHSL+IV6hvQjhDlbQJ6W2JaQhjdi0b4/DqS59HUXQ6N4CmJWBG0syeWwkXdsH5XfD0zQmIcw5jDEsXuGT2etCz4OLB0dFRqaUENgWZVYG97dBSD8V6uK8jCXDO0TlfKBW86uF/FGqYA6QKZAlnyj9pp1+cqFpv6/Cp8zUhh3E8TgLkvgWqKtWJq0EAnj0Bjy1P8rx8cjpuZasH4lLpOO4dQGoCoKoHHl5m+fZ35fAv0woc+inxmdYxX0EkU+Botp8fQDUpAbB1ccxT/Zc4NVHHZ2eu4/XvDCfOub+E+MCSRgsOEED4omYAzZpQFV+UwFq6C9DdV8ee5Y0MnRc++dHyytcxF+MkZvtN0BySRDoE5cvaAUTuUJF9qvoQwkIsTagFJzQGPmuu91lThEf7Qo6ftXxwCgaKleQg/OC9xXh2Xu5vQWaL29r8B0qm8MyKc6vwGcRjOz6FyqlJs6ECExEUggrAG947PHjVADNN99MEbAEGgY0oYQaR1j2D2uO9y9v/OsBlMPtYiLITZRBhoAKS3IAO7yCn5xTgMphBOhEGgXuBgneQG+Y65+wgu0F30/6fJP9f258yBOLwOsiMQgAAAABJRU5ErkJggg==) 12 0, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhc2VTWwVVRTHf3fulLaPR/iqECuoxL6+tlQSGlJqhEXDhyUqIBgDkgZDJASjblyww7jEhS5caQyJH8WoMcYNhoQFjVhN0WijpYuiEhMkrRVJS+HNzL3nupiZ9rWiZh4WPcnNnNzMPeeXc/7nXshgXV1d/uO7d2/NcuafTGf5uaGhwc/lckOrW1tXNRWLvUNDQ6VbBfCy/OycExe7TynPG9yxffvO2wogImKNwRqDWFvv4ONt27a9v2nTprrbAmCtJTJGjDGYaZAnnHNDGzds2DPnAGKtmCiSKIqIjCGaBqkT595b397+SVtbW32WmCobL2zdsuUGUCPOYa3FGoMp+zqRq1bkhYGBgeNzAtDZ2TkJ5ERkGiCFsBbnEpk6d1qcOzg4OHjx7+JlagGASTUQRURRRBiGM1aU7BtrNzvnvmtpaXm2UCj8ZZ7MANZasUn/oyjisfnXObJ8nAZKhEFAGARECYgxJi8ir/m+39vc3Nx4s3iZW9DR0fGbE1kSGcP+hZM8d88FFJaR0gIePLuAklMopfA8D8/z0FqjtcbzvJJS6kVjzCvDw8Om4gqIiNik//fPv4HCArC8ZoKmqhJBUoUwDKcqkVSjxlp7TGv9RbFYXFMxgHPOiAhiLadGfQKpBmDwajWfjYUEQUCQamKWRhKQdcC5YrH4UqFQmOdXACDOOUSED8fgfN9iirkb9PwUEYQRAFprrLVT5dda42uNaI34PiIyT2t9VCnlZwYAYoAEon/ScWZECIJ4HD2lEBG01ojIjLV+vmVxtaV33E91MZi5BYDgHC5ZIjLDT++D9LqOysb1kRUl3nzgCi83XkdFIWEYfpUdIHkRXRlEulLbuEw4ttbw8J3TEMYYWpaE1Pghe1dd4eT6a2eDILiQXQNJC5iVNLX2OvioE5ZWw+Em4VCfcOJi3I57FxEPvoLmRRM9Y2MTUkkLTAJy0wp03RUnB6jVsLk+fkUbFwr1eVV+8/RBBWNIUoE04ezyn74Mv4exX7Jw5nLs7yx4VHkuJodxFN8DVDSG5YnLQQD6RmFvLzy6MvZP/BifW3uHArFJ6ehXx5GKACjTwDOrDF+POk7+PFMLpy7Fq9wKCx2IpBXoS/ezAyQXkQN2rAw50naN4ckqzlyax+vfRHw7Yv90xAPurjVgAQGEzysGcKkIncMThzaGpjw0tVaxf3UtA78Kn/5gePVcyESihV33wWKf+KRFcHxZOYDIQ07kgHPuMMIyDDmcASvUao+OpR4ddfB8q0//L4YPhmFd3VRyEM6rtxhP42V+jlNbuWKF93R9lD+6ZqQdj24Uu/DIT0WNxYYTmAwgr6cA3lDvcOiWAWabO0gO2A50A1tx+ClE0vcUar96l7f/dYAZMAdYhmMPjm6EdVMg8QQUVA8X5hRgBkw3jQjdwJNAXvWwfK5z3hxkH7h9NPwnyf/X9gfkT9+3pvGiSAAAAABJRU5ErkJggg==) 12 0, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPklEQVRYhc2WXYhVVRTHf+dj7sxcr+jYjMI4mtLcuc44GY2DGhkm5hfEaBphyWBIIkX0ItGbED0VQQ89GSFYSdSL1IPRB5FQfksNNQ6kQgMpWMNFRse59+y91+rhnjNfqXGujbVgcw6Hvdb67fVfe90LKWzTpk3h09u3b0jj808WpNnc2toaZrPZgaWdnYuXFArHBgYGSncL4KfZrKqildfnPd/v39LTs/WeAoiIOGtx1iLONSsc2bx58yfr1q1rvCcAzjmMtWKtxY6DPKOqA4+tXr1j2gHEObHGiDEGYy1mHKRRVD9euWLFZ11dXc1pYnrpeGHD+vWjQJ2o4pzDWYud8FSRa05kX19f38FpAVi7du0IkBWRcYAEwjlU4zZV/UZU9/T39/92p3ipJACwSQ8YgzGGKIomLRN/t849oao/d3R0vJzP52+bJzWAc05crL8xhsgYylFEuVwmitejtSXeaLnOUzNLORF5NwzDY+3t7W23ipdqEAHMnz//VRGptwlAfOooirDG0JZxHFo+xEOzi6xpvMGV4SznR/2FnuftaWpqMg0NDaeKxaJUXQERERfrPwYRn7xcLrM8V2JGOFo5nWdYNrNUkcTaOufcm0EQnCgUCsuqBlBVKyLIRIAJMhz53TA4kgFg2NTy+WWd1B/W2m7gTKFQeD2fz2fCKgBEVZGpVYginHMMGnj8q5AtLTWcKob8WjYEgRAGARIESBgiIpkgCPZ7nhemBgAqADGEiJBMRmstvudx+aZw4FKA7ytBIGP7Vs5wNNQ6jg2HBEGA7/v9qSUABFU0XiIy6T2ZBwmQmXBdn2wp8f4jRd5qu4lnIqIoOpseIP5FTJLen1H2LhLyM3SccEpVYu3pmBNRF0Y8u7jI0ZU3vi+XyxfTN2EsAao8WCd8uWaEt7tv8u1Gy6qmKaWKQZxzGGNYNNtVZq8H7bOvHx4aGpJqJLAxCD3zHHMylSs3rx62Lry1g3OOtllCc86bOPyPQxXXkLgCqsrZax5GKn1ccnBq6PZOW/M+Nb5WyGEYj18AqrqG8ZOjRY9953Ksbhrl6yuGI4NyW7+HmzwQVwFQTnsHkaoAmNADLy22nPsDdp30iKI7O+VnKYgkFTiefE8PEA8iBbYsiHit6wYXRmr47nKGAz8afrrq/ubiAwvrLThAAOGHqgE0aUJVfFECa1mSgyWdNexaWk/fn8IXlyzvnIm4Hldl2wPQEFLxdAjKyeoBRDaqyG5VfRFhLpYsasEJ9YHPqvt8VjXCK50hp69YPr0A3Y1jyUE47x1iOImX+h9RYgtaWvwXmk1u/7KrK/DpxWMbPrmxqJVmQwVGypALxgDe8z5k710DTDXdQxboAXqBDShhAhHrnkDt8j7ig38dYBLMbuai7EDpRegeA6ncgLx3mIvTCjAJppc2hF7gOSDnHWbedOe8NchO0J20/ifJ/9f2F5Ok4tiyYNGzAAAAAElFTkSuQmCC) 12 0, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIUlEQVRYhc2VXYhVVRTHf+djama8pU43g4uG5tyZueNgNAyjgT2IOo0QahphyWBY0gfaQ0G9+RhUUA/1UoTQh0S9RD4UQQ8JZWFFXWwcSoteDMxBZdTm7rP3XquHe869M5MmZ3SsBZuzOWevvX57/ddeB3LY8PBw/MC2bUN5fK5kUZ7FnZ2dcXt7+9iKvr5lPd3dh8bGxmpXCxDmWayqovXpI0EYjm7etGnLdQUQEfHO4Z1DvC8pfLRx48YP1q1bV7wuAN57rHPinMM1QR5U1bF71qzZPucA4r04a8Vai3UO2wQpiur7qwYHP+7v7y/l2TPIxwtDGzZMAq2iivce7xxuylNFznmRZ6vV6v45AVi7du1FoF1EmgAZhPeopmWq+rmo7h4dHf393/bLJQGAy2rAWqy1JEkybdj0vfN+vaoe7e3t3VMuly8bJzeA9158qr+1lsRaTJJgjCExhvVtkxzsG+fginGG5pmCiLwWx/GhSqXSdU0ARMR573EZQHpyYwzGGPbecY5yYZzOwmn2Lj2LtRbv/RpVrVYqlefK5XJ8tQDiU/0bEOnpjTEE2OZidU1JnGv13r8YRdHX3d3dK7MluVoxQKlUekZECt45khk1YK3F2IDumwPO2RZe/7mV6nlQ1cYASmEYPlosFls6OjoO574FAwMDJ733pcQYJms1JicnqdVqGGPw3tdPFUWEYUgURY0RZ/M4brwLguCF+ArxLmWiqogqIoKIkHVG5xxhECAiRFHU+J6NVfM8C2/0HJqIM8jR3DUACFNSKiLT5lk/yIDslOt63+Iab919hpe6/iKwCUmSfJcfIP0jTtV1ir51whlZSYuQ3o6E1jjhoWVn+GTVhS+NMSdyA2gqQZaFrYuU6rDlt/uFfXfOSFUK4r3HWsvSBb7eewOoLDh/YHx8XGYjgUtBUFX2dCUsvylhyTzhiZ5LO3jv6ZovlArB1OZ/GGbRB0gzkKXcNzM/bT7TtpRDWkKtk8MEAT/NCkBVJX2iqrx8LObo2RZ+mYBXRi/vd9etAYikqeNIsB8BmPU1RJWnljm+/1MZ/CwiSTwiclmn8nxtAqTpnx2Aal0CYPOShOf7L3D8YgtfnLyBN36w/HjK/8MlBG5vc+ABAYSvZg2gWRGqEooSOUdPAXr6Wti5oo3qaeHTXx2vfptwPqn7bF0OC2Pqnh5B+Wb2ACL3qsguVX0SYRGOdtSBF9qikNW3hKwuwtN9MUf+cHx4HAaKjeAgHAveZiLbL/e/ILMlixeHj5VsYd/KU4OEjBCwlZBCY9d6saECFw0UogbAm8G7PH7VADNNd9MObAJGgCGUOINIdc+gdgbv8c41B5gGs4tFKNtRRhAGGiD1G1AODnBiTgGmwYzQhTACPAwUggPcNtcxLw2yA3QHnf9J8P+1/Q36o96R5H/9dgAAAABJRU5ErkJggg==) 12 0, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhc2WXYhVVRSAv3P2GR1vF9KZyeCm0dBcZ+44SA2iFvYw+NMIoqYRlgyGJlJEDxX1JgS91EsP9VKEkCUxRUUEFhSYUBY2EkNN86CBjiQ4/iDqzbln771WD/ecO+OMJueOYy1YnANnr7W+vdbaax/IIL29vdHjW7aszWJzMzFZFre1tUW5XG54cVdXa0d7+6Hh4eGx6QKEWRarqmj19ekgDIc2btiw6bYCiIh45/DOId4XFL5Yt25d/6pVq1puC4D3HuucOOdw4yBPqOrwIytXbp1xAPFenLVircU6hx0HaRHVj5cvW/Zld3d3IYvPIBsvrF2z5irQKKp47/HO4SY8VeSiF3lpcHBw74wA9PT0lIGciIwDpBDeo5q0qep3orpraGjoxL/5y1QCAJf2gLVYa4njuKaRjXksf5WSiXHer1bV3zo7O58vFos3jJMZwHsvPqm/tZbYWipxjK1U6F98ltfaj7NvyQjr82M45/Ii8nYURYdKpdKiWwIgIs57j0sBkt13zxqjLX8egNnhVVY3l4njGGst3vuVqjpYKpVeKRaL0XQBxCf1r0FUKgxciBkda6yu0ZCj5wWbAFhrcc41eu/fMMb81N7eviT1l2kUAxQKhRdFJO+dI56QgcuVmIEz4DWi/8Rs3jkZoqpTFCiEYbizpaWloamp6XB0s4CTRVVFVZHJWYhjDo56Do6CMRCGijGmppExiDFIFCEis4wxe4IgiDIDAFWABEJESCejc44wCBARjDG176kuv8Mzb7bn0KUIYwxhGA5l7gFAmJBSEbnmPZ0HKZCdcFzXLxjj/Ycu8OaivwlsTBzHA9kBkhvxBvWtEk7KStKEdDbFNEYxT7Ze4MDyKz9UKpXjmQE0KQGTgr5cUj7rgZ3FCalKQLz3WGu5b66vzt4ASnMv7z937pzU0wMuAantfHer8nq3xwTQew+MlOHb0+MG3ns6m0MKeZNYA3AY6pgDJBlId6+qPDBPMcmtkotg6XX+DjYVQxpCrZLDJQJ+rwtAVSUNnOrnI3Axrn4/eQU+PTHV7sG7AhBJUseRYC8CUPcxRJXnWh1HR5UDI0rPNyEPzxe+OgWnylONinfqOECS/voAkkGkwMaFMa92X+FYuYHv/5rFu79aTpX9FJMQuHeOAw8IIPxYN4CmTahKKIpxjo48dHQ1sH3xHAbPCl//6Xjrl5jLSVk23w/zIqqWHkH5uX4AkUdVZIeqPoswH0cOdeCFOSZkRXPIihZ4oSviyGnHJ8eSpqwGB+GP4AMupf4y/xGlsnDBgvCZgs3vWXJmGSF9BGwmJF/zWm02VKBcgbypAbwXfMjuaQNMFt1FDtgA9AFrUaIUIql7CrU9+Ih9txzgGpgdzEfZitKHsLQGUj0BxWA/x2cU4BqYPhYh9AFPAflgP3fPdMzrg2wD3UbbfxL8fy3/AO/x7rmX229BAAAAAElFTkSuQmCC) 12 0, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
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}
div.testarea{
animation:rwdcur194853 0.66666666666667s linear infinite forwards;
}
