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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHPElEQVRYhe2WW2xc1RWGv71nzng8HnvG48SOHTs3JzRO7TihJbSGABWNoFJaUVBLX1rekFBFEU+FlyAqXlKkNgVVCF6gqBJqo4AgUlBLqOrKSUqTxiEXJzj4gj2+zdjjGc94LueyVx9m7NpJuPaiPnRJMzrae5/1/+ff/95rqQMHDkgkEmEpXNd96dixY4/19vYW+S+EPxwO8+DejuWBEyPZh3fv3v2r3t7egf8ksIiglEKvHIybGP39/U8dOnRo4Nz7F1rPvX9h/xcGgJjAljQEbjSvlALAvzRwMaXpjKXYvXv308DPdnV3xYH45wUe6X8jahWtg5npmZ3Wyb//2uncumWsa9c+L58dmNKlx3p6vr9qa/25XO57v++7cjiTyTw4EIn8zrbtlz4v6FJkz5/ambILzzfe3HMHkxNka2N7Qh3dOtLYioi53X++bwuw72MTnO1//44vCn7lz0eyeacgpcWMuK4jrl0QO58Vx7XF8VxxXVuS7xyR9KnjMtL7+hNL76kvCnht5HNJz6qq1SiNQqOUQkRWrBDELiGAXUrb4frWKmC1Cf+VmL18erhUWAARVGYe1deHymbLTn/7bZTSqEAVrrgsjA+fTA1d1Kmhi/8u+PKxGjn15h9spyRuclq8P70rbiolrueK7TriuEWxnYJMfXhWAJbAP7MCAkGBm+QG78j27VtRamfQ4ZzxHEw0wvzGCCZcjRiDuCUWJq9SWkgZLzHVBxBr7wRWHMNPAA4BPUAU6AJeBkZXzktddIMCs+7wm69NR+ttR/D7g3WXEx+efyBS33B7cmL4rzV5+fF4sj+/64EfJVbm/1QTCuyQvbc9lL/n7oyzobmbWP2wTI6+GHv4idHKPKVnnr4vG9Zfn66VkFUTMcHGTUfDa9efW9P11dmKYnuAIDCoYPJzERg+efSbgcT0C7qldWs0k4OxUbIh3+xiy7ZftrZt+8Xw0On7avy+F4KNG6NBCaKyabKpSVKWL+5Y1Xd3f+O7Y8DXKukmFQx+ZgIzx49ucaeHTq9p3R7Te/ai33oL/cSTeC88R3xtwF0YOjtZt6Fr3bruvQEVCKNnZlDFPMynKQU8pi68l1g/W3wo+NhPByoKjClYfRNeC2p/NBi1i7kd6dlEqDCTeHyNFYlaJ84gLZthzx7k2/shUENTe6e/lIxvaNxxC6qqGiUG1VCPSthQXU3V4CAt6UJjvjb8SBAevfbLr1NgcfwS7rFjL+cC/nulvXWdJw7ZiXFu6rwDXx7o3oU4NvrwYaSrExwXe9MGdFMTWvlRyqBQiOOiJscRD8xCisyJ45NW87ZXRqy58Q07eo41bOseuyGBmf5T93Pi3SOxjk7cu+5FGx8U0+hALcrvL589BSIegkI8g9IKMChl4VVKqxJAPBBNYTZO7rUXqa1Zi33rraQLCaNK8mTzl+58paq5IbFqC3LzY882/uCH6EgzltGgPQhFKxzVMlWlfOVHEYhXDL2uGV/AKiugQKExShOI1tOw7sv4RoYJNLdTHenSyUsnDs6mBovAc6sIOMU5qiINeFrQVOSs/Asg6AqHChO7gJjyXa9sGyxrhZ7lcW0F4f77kUIeqY2gcFjTvpOr772zeWnl8q2m8KPFAD4QUwZX5cZBK1CsLCxAKISKRFB1dVBTs9xgKADlQyvKuSw/UleHVgaFRleHCQRD31n86LJeRSBQFTs/H/8AEQcXjRKvfI3KNcDLjBXU10MsVn5eiitXIB6vLFFlCKVx8SEilJITRCNNv6nZ2GFWEWho2fpUdmzkSvqD08bNTJPP58piKsB1YX4eip/Sp4rAzAwkk8sENGCMxssmyY5fYnZs+PXaho6f/1P5FZEZuhzLZOL7vamh51Wsqa71lm8hyodOzkI+D0pDW2vli9Wy7AIoDKAQzwXtQ6EwShABLR4TF/9CKTH120S46ZHbeu7JLWGuqmyR9o7U2vWbX42eGRyMbt4OS8azfIABn152wsqGY8monoDRfgSD4IDxQBxcfGgrSDo7d3gl+HUEAGwnyExXd67aCmG0ryz7YgH8VUhzC2IEMYKp+KP8MxUxDcpzEQ88fIAPgw+FwZ2bomXbrdft2nUEIq2t1KyJHs0kpzCeDbkc4rjgFMAuUEyNMj0xCHjL3hNRYAzKeCTHL5HPjCKui1Eu2s2TvvI3LB0cDdW3Hb8W74b9QH1L+x/j8cuJYF20UdU2o4tFqApRKKSZvtCH3wpjGtswgSr8gFEC+HGLC6QHz7FoBfBVX0VbAUrZuQWnKK+3be96tq6tLX8t1sdWw/nBCz8pLGYeR9mNPisYKnkuJpMaqGpsn3XyySMGfbBpa2cwEAzhKYVZTDMycAbLH3qmtrXjjYmBUxRnJli/qSO3sWffDQvRJxJITs7hR/wBM3Nz0S7ZM4NXBzbu+IoJ1GljRbeYuQ/67pqdyz4argntrFaGgi1uTV3twUAg9mpoU7v5uLz/j/+5+AfPwWYqARTsdgAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHeklEQVRYhe2WWWxc5RXHf9+9M3fGM+Nt7Dh4SxzHJnGIg80SikkgaYVaKCCh0PKA2tBKLaoqhCohFZBId1WUF2ifiorapgsiaRKoGkoprXAaBNmI4xjHSZzYOPE29sx4Fs/MXeY7fRgS4qSBNoKqDz3SfTn33vP/f/+zfWrLli1SWVnJOfM877lXXnnlkd7e3gL/BfNFIhHuX99x3vHmSObr3d3dz/b29g5+ksAiglIK40LnWR3l8OHD33nmmWcG+44cbeo7cvSuT4qAUgoA3znHQMJgdTRBd3f394Dvd13beRY4+58GHjm8q2rxjt6/ZTbdOeVOzXxbW+Y6quseKOYyg5OG/UhPzxfPp1bA58tms1/YtndoeyqVun+wsvJFx3Geu9JTZfrfWpNw8j/zbXnquioFufGdnwss6TSs8RmkYcU6X/psK3D7++BtQNOCAO8cPnLrlYIPvbEjk3PzYs+nxPNc8TxbHM8W186Lfv550Tu2y3j/HpkZOSojvTsfE/iUwAZ1pYAXWy47U/QHyg2UgcJAKYWIAKD6+1GTkxQ33ob4/TjZGSdc3VQPNBkfHvbft9ljB07b+TSIoNT7wEqVii0aBcfB3PUyxVQC2fbiGK0ttyZPDfR/XPiICCNvvfwXx7XF82xxXUc8zxOv6ImTTIjXd0ic+ZRMv/u2CKxOnBoA4GNRIDM8jFIKywzs10UXLZrUWD9au0ixiP+OO0lXGNiFrHZT8b0KBqLLVwNwxTUg0ACEgNH06UkqW+s9mewLTc2kH3cFny9YcUwX7U2V1TXrEiNDB6WhdfPcoYO6a9OXYxfG+VACUlLoqvnf/9pIXL3salPcO3ymb9rXd2Bb9KuP/hjQwAvOD75rTaxZ1jSbjy0NlpUTqWr8c3m0vr+284bZjzrIRxFoS//kyXvyDTUP66tXtESiUYrxGPbY6dnaZ1/A3Pt2JPXEN3/hrm5/0GxZETFbViBFh9TEMNlU+qzrL/tM18Z7T1wxgezTP+xJLwrujnavrzI7uhAFauw9sHP4VnUx+9jmOe/mDZHoqrU+6peigkGUEkQLdvwMI4f3TjQsWbmx9pqbLkvCd7HDee9ElVPIrpqbjYXG8/mHauobKnzLO8E0MQApCyOY2FNnyO7ZUdV8KoY0ZpFlFoYSQFAKrEVLqW+NNeSmZ78FfOMjCcja62sTjz705OmTffdELNVSFBc7MUHk+hsQv1UCB1R5BDU/j6qopjHagfHum0g2jxTyqFAYEYVSHgYG5XWt+La/dF/swNvH3psdyLW23fhaTfu1Y/8yBYlXX35wPjb6y0V33Y1UNmA4gjozjGppR+ULGI4DNVEYPgmnR9ArV6LicYjPoKprKUajqGXLKM0gDZjkk5OM7dtNtK0LXyBEZvKkVrY8Xr/itl8F6mtiCwiM7t46sjja1GLduB4RBcUCamIakknUoXegpQU+vRF0ETIZCJdDbAqUgvpGxHNRiSTi96Oi1WgMtJvFczX+oB9OjKArQsRixzEClY80ru75KVwwiAoqq80b1lJUGgyN8lvIkiWofA5Z1YF0dYFhgs+C6hqwLKShCWloAsOATBZsG7JZcGwADF8AqyyEoUGNj2NMTFIXXETxzb/fImAtIKDwYUhJOuwC7D+Iis9CTw+q52ZUbU3pw6Eh2LcPRDB8PpTrlv6PRMAwUIEABMowFICJ6j8CQ8dhfQ+0tWH4AxjlFevkvnurFhCwAtH+5NgxRDt4RUFl01AonN9ouC4kk+A4YJqlwvU8sKzS+0AAmpvhqqs+KDClQBSg8KwydDiMnU8RLq/dqf6wa3ZBDaSP9a0pvPX6brOtraGsodXAA6ttJRgKAwVT02A7Jbmbmxf2kufB3BzU1l7SZojGEwM3O00+MU56amrn4ua1D4Sb6woLFKjo6OoP3Pb5a+cj4a/k//i7nPPaLtAeIiCOC9MxmJxETAMR/YEy55RIzQGCoBEERNBoioCJS3x0gOTw4G8n8W8+B76AAEDl8o7EosZlW5PtK15Sd98Dhq8k0XwGqYxAVSVSVXVe3vMXjmAAWd5KUUCLQqSI4JY6Rlw8TAx/kLlMfPstPZ/NXoh5yTp23CAFM1QXrIiiDRNEoCwMhh+ZmITsPKIFrUsqlB6NGj6FOnQQ5XlIEYqYgInGRKHx4pM0tN90SYYuIVDZ1ERVwP9X9aOnkNlpALQWODOKmk/jDh1iavwEUOT9m3VpbjgOyrGZOTNALjWKeB5aeRhejrmh/fiN4Giouvn1i/Eu2QUAtfOyP1cRzFknj4ZYuwEV8CPtyym+epzkXBKXeXRdM9oK4AO0EnBdvMVVqD9tY25pM7quCcNvYWfiabcgO5tXdj5d0dycuxjrstswvW/PE1m/+hqGW2f6gyHHtgkdODAh19w4kQvLbzTGU4vbVgetYIgioBMxzh7dx+J/HHrDaO/8+fH60InC9DiNLR3ZpT23X3YbXpbAzEQcH+Kz9PR1Bcd2pk+cHFy66nptVRjaX9Wq48f3bpiNZx6OhENrymdilpfIGEZX55PhfYNb/V/arC8X9//2P2f/BF0njY7iI5ErAAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH+ElEQVRYhe2Wa2xcxRXHfzN7d727Xu+u144d20ns2IkTh9ixCRAaXqEFoSKE2lJeagVClSpVqESAWhWpAlFVJSmiTYv4UBAIaKu+RCht5bS0imKwISGBhITYiZ3Eefi93o334d29r5l+2NixHVxAVat+6JGO7mjuPfP/zzn/M3PF448/riORCDPmOM7znZ2dW7u6ugr8F8wIhULcfV3L7ETPYOabHR0dP+vq6ur9TwJrrRFCIOdODqkYBw8efGLHjh29hz48suzI7j332LDdhpM2mDYMWrArCSv+XQJCCACMmYmPkpL1sSQdHR1PAj+o2dDqxOBJCc1z4hqAhjLYPwatS2Fi4cKDB1+PGrb/qUA+3xzo3P3i5C3XhkW06mtuLtM7Ks2tmzffNa+0RjabvfP33cf+kEql7u6NRH5nWdbzADF4SkIzjzwCW7fC2Bhs2gT19cgzZ6oqYDvwwNzFMoffbUta+Wer26+5XvT1Uli9ektl23XSG1kCmcy10T/95moN1wlIf2xaPjj44fUzYxviLmh3fFy78bh2b7pJu6Dd3bu1C9qG8bmxx/a8lsnZeW1Op7Tj2NrJZ7WdmNC2Y2nbdbR79rRO/+IZnTzUrQe7dn7vE2s0S+C557Tb0FAE37GjSOhjCOSycde2C9p2LO04jnZdVzuOM8dtbWfT2rJNnT0/ZM7EyUuhZ+0vADz4IDgOvPQS3HorbNs2875z7seTfftPmfk0aI0QGigK7aJLhD+AY+VJnzv1TvLkRzJ58qPF0cegyoYBF/RCt+H4GFTN/V5rzeC7b/zNsk3tOKa2C3nt7t2rHdfRlmNr2yloy87r1M5fag21M+CLZmApTIzAlQq2KTiloHDhuW0ENs3tgMyJEwgh8HlK3lOujdKK1PBR3OYmtFJoxyQ9MoCZTqrsksg7AkZiTeuLWfoXJfjUVnjlt76S+++RjB6SY/H0Y7bGMPzhPuWad0TKK66NjwzulRV135h6/4Bqv+O+ea07j4AunguVQFKANTMfP34kms+cv9yj7S8aHmPcyky8vPyGOydnYqzvP/bVTMy/cSxMUC+pzoWidbvKYjWHK1uvmPwk8gsJtAExICvgAMDJfZ2fl9OpZ0vC5etC0XLsQoZsfGTEMWLPLq9btcP6yY9esNrWfkU2rgl6ljXhlvpJjZwgm0oP2d7AF9pv/HL/ZyHQDkSBnID3Co8+dHuuKvjr4JfuDXkaW9BSFGVo5hg5tt8xD3VPhCsbq2Kfu9kQ0g/hMMIj0EpjJs4xeLB7pHbF2hsrL9u0KImFIuxVP316LHfgreBQz19vylVGnoz8Y1/IG08jpMSDQAgPlISpXnuVEZ2mtoJSg/IKiIaRHoFAIwX4ltRT09hcm0tMPvypMjB97ijJydHvTieS3wr5RIOrbTIjQ6zefBuycgVyfBwSCehoRwPYNs7xY3i8PljTglA2Il9Ah8oQronKWbh2juEDe/oDTZc/PXyyh8ZVV75ZsXrD2bkEZi+j3Nmxewqp0e0NmzajI7V49/Tg3nYzsqQM4TEQhQLkc2gUCIkumHjDYRAa8jmU6yISCUQoDIkpZN7Cnk5gqunmUp15YWXL1aRHB9TpPTsfq1lzw8slNRUTswQ0yLHTvc/UXbYRryqDt/bCilo8JWWIvfsQ738AV2yEtg0IaRTTFiyF6SwICYEgUgpEdw96ZSNCSDTgLS2j4fq78Pp9aAxCS1fI+NGe7ZPJ/gLw87kZkI55Hm8oisJFtK1D5HKQLyAyGcThw+hsFta2XJSNV6Jr6op1FAK0hmAQTBMqYuighSjx4PMYCKFxtUAYBpVNbQzs+/vKeSUQ4AxUVFoiFkWFKxG46PIYQinYsAG9ehUoDRUV8wUkxPzxli2zopIhL0opEAqNQAqF0hIZCOHzB2+fPtP3aGl9i5rVgBGqOnR+arghHC7HwYNXu2ghoWbpBaDPfmgKIdDI4g5tB6PnbXLNdUQj1a+U1reoeSKsqF31xOTZ/rUqn28uXdogbW+QgPShbQsRiX46xOFhkBJqaooElEKkpnB8AVyVYbouROrsqZ3Vy6/68UzI7DkQbmk/XLG89RrTNB+I7+1MJ46+DWYestNoXbztiq4uuJ7FLY5UUQNnBtFo0Bo1lUSl03jioyRPHSZ5ZuBXo3jvL11eVbiEAECkqSW5pG7lq2ZJ2R+jTesgUg61tcXFL/gMsBDi4lgrdDaL6/fjbuhAaxeNDR4J2sH1eCmZmqbsrZ6j12y+JTsX02CBWbYfx/LUBjx+lO3giU9ATQ1aeIq7VQoEaKEuBk1NQTqN0Bpxbghx4gTOfV9HhstxAwGE4cXY1Ucw71uzEO+S/4HIsmVEQoFdqfgonDuDONqLSmUAG1yLQvI0Y8P9gMtME2ghQSmEdjHffxt2vQGZDEo4SOEwdXw/hZZ1Z2nd+J2FeJdkAKC8tunNoaG+icDKUBVtrRApAxSFzCRjR7oxvCFU1XKUrwQDUOEg+Lw4dppzq6sJNNyK27cP6fVhZhJpu6B3Ll/b+rR/y/pLrudFe+t8/5GH8tOphxFWlcfrD5qug0ole0uqmibtXPw1hdxevWq93zd5HvHGn7EeuJfB3gN4jeAPy5a1vD7c+y6F8WHqGlqy9ZtvXvQ2XJRAfCSBgTZ8avzygmVa4/0DvfXrNipfWCpvtFEljndvmUxkvh32yHa/R6gchlMaLtvu88VeDTY0qcXW/b/9z9k/AZrQ6XppG9AuAAAAAElFTkSuQmCC) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur168425 2.6666666666667s linear infinite forwards;
}
