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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWklEQVRYhcWXT2vcRhjGf2//kA+QQyEBk5SQ9SHgHBKQL4t7MBX5AuvmtCKn1BTUm1vIJT20h0L3UupeUl3SSl8gbKJDRS423osDDtihTURht/QDpMQQeHvQjjTSSuvV5tAHBs2OZuZ55nnfmVnB/wxZtKOqqog09nccRwE+GQz43ffz9v39/bkc780SoXofNRPWCakjriOvvq/DjDq9j64/cmqV2y6oqq6vr+fEBmtpWhozmL5rcuKDakMTOYCISNUBG2tpSpIkAGxsbADgTx0ZDAZaN++MgLNiJiLiOI7u7e0BxeoN+e7urhmvRsQ8zOTAPIRhqKqqvu/jeR6rq6u55cPh0CYv1aFwoooZB+ah1+vVPoki1lwXQIMgqHXQhKaKVg6IiHiel5N7nkcURfTkNQA2eRiG9bkSBEoQ5O9aCQD45e+XRFEECNufv8yE9e5IT143kiZJwofP/8UmNmgVgjAMNbJ+37gHf2aGIL07+er7l5m7920sfBLaq0uSJN9mW1tbpTlscvfbkOFXW4wnEP8cZI2Hh9lzMJBWAlRVTfxd182JRwfd0mp/7D2dGZsLODyE69eh3895Fw6BiIhxwSa/cbMg9D6G7ahbEjKeQHzXL8iNA8vCnISjg66qoqOdoqhmZXTQ1dFBVzfPoXlIfD/Lft8vObZwCGxyEZGHDzp69dpHALw4+geAqy9O+PoH6P/UIf7mJHfg4gUIXiH4vprYLyXAiDAX0sMHHQVyMkMIGWkVwatZvtYOVP8T1G05I8IWMp7AkzdKdXxrBxYhj0+LeTfPZX3iU8QO4TsLWIS8CvsqNyJaH8Ucoxyjts2LkNuktpj2Ahpw8cJiR3A1B1rdBRwXBPEz2Fwrkmx7ejMTZX3qMt4WcbTSWcKBdLY+nljklpD+ZfRopaOGqAnLhSAFXCQ+zcoff9V3+/797HyoCjla6Wj8dhkBLkIKXKIUjirGk6IYEbaQ+C18OTlpdxuWMES5NK2nmbDfbmeCrqxkzTe/K58Ft8538uGGfHkBkDmQgn6aGWGye56QOiy3C1aLSavb6rNfs3ejHbQpN1pDpzCHEMcow+YcGO2gxomzcKYD5gJSVdWOIo+nC3abrf0icaa1/XcXYCye92Vsw3EcTSvfh/PwH+DdvPnCTSojAAAAAElFTkSuQmCC) 4 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhcWXz4rbVhTGf6ck5BEKCaRpKbEhgckiAc/GTBdD9QaeZDVqVslQUHbTQjfJIt3Vm9LpJtUmrfQCxUWLiGxmGG+mkIAd2kQZGIc+QAoDgdOFfOWrf7blWfQDoSvdq/t95zv33GvD/wxZdqCqqojUju90OgrwRb/PM8/L3h8cHMzl+KhMhOpD1ExYJaSKuIq82F+Fkjp9iK7/3qlUbrugqrq+vp4RG6wlSe6b/rSvzolzxRd15AAiIkUHbKwlCXEcA7CxsQGAN3Wk3+9r1bwlAYtyJiLS6XR0f38fmEVvyPf29sz3akTMQ2kNzEMQBKqq6nkeruvSbrczyweDgU2ea8PMiSJKDsxDr9ervBOGrDkOgPq+X+mgSU0RjRwQEXFdNyN3XZcwDOnJewBs8iAIqteK7yu+n/U1EgDwy7vXhGEICDv3X6fCenelJ+9rSeM45vzLf7GJDRqlIAgCDa3nm9/B36khSO9uFv32p8ytfRtL74R2dHEcZ2W2tbWVm8Mmdx4HDL7Z4mQC0c9++vLoKL33+9JIgKqqyb/jOBnx8LCbi/bH3vPSt5mAoyO4cQO2tzPepVMgImJcsMlv3poRup/BTtjNCTmZQHTPm5EbB1aF2QmHh11VRYe7s0s1vYaHXR0ednXzApqlxPPS1e95OceWToFNLiLy9ElLr17/GIBXL/4B4OqrMd/+ANs/tYgejTMHLl0E/w2C56nJ/UoCjAhzID190lIgIzOEkJIW4b8p8zV2oPiboKrkjAhbyMkEotMzCiiijtwm2ryQjqkiP5OAZcgNXlxuZWOvH4/PtgYYpcSba/k8V5Eb4uhD+rx5riyi8VlQh0sX866YdvQBHkzG8mAyFkNsO9LoLDDRA0R/5l3YmZ7MhPPPgWtvR7z8pA2ki7qZA0m5fTKxyMm3TfT2FCIi196Osj2lmQM2uYNE08evjtHPL8+6TRn6p+OFa6yZAw5CAlwhl44iolOkruwgdcHcVyvDAcqVaTtJhf12JxVknLj1/XIVtvpGNEJJQL9MjTDBNBWyWhW0Z5MWXbz9a9o33EX/Om40ez10CkbMrkH9GhjuosaJRVjogDmAVFW1pcgf04Cdemu/jjvT1sHZBdgrduFspH9Gk8L/w3n4D2Tms5Js0cK8AAAAAElFTkSuQmCC) 4 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRYhcWXTYscVRSGnyNKfoCLQAKDiqQHDEwWCdRsmnExWPgHenQ1ZVY6CBVwMQpu4kJ39kYcN7E20ao/EFp6YeFmhunNCCN0B03agWnxB0QIKMdF9b1166u7q134QlEf9+N973vOPbcb/mfIqh1VVUWksb/neQrwZr/Pj2Fov5+cnCzkeKFKhOp91ExYJ6SOuI683F6Hijq9j24/8mqVuy6oqm5vb1tig63ptDCmP29rcuLF8ocmcgARkbIDLramU9I0BWBnZweAcO5Iv9/XunkrApbFTETE8zw9Pj4G8tUb8qOjIzNejYhFqOTAIsRxrKqqYRgSBAGbm5vW8sFg4JIXniF3ooyKA4vQ6/Vq7yQJW74PoFEU1TpoQlNGKwdERIIgsORBEJAkCT15BoBLHsdxfa5EkRJFtq2VAIBv/3hCkiSAcPDBk0xY76705FkjaZqmvPTLX7jEBq1CEMexJs777U/ht8wQpHfXrn7/VRbufRcrV0J3dWma2m22t7dXmMMl9z+PGXy8x+UMht9E2cezs+ze70srAaqqJv6+71vi0Wm3sNqvej9VxloBZ2dw6xbs71velUMgImJccMlv38kJg9fgIOkWhFzOYPh+mJMbB9aFqYSj066qoqPD/FLNrtFpV0enXd29gtqQhGGW/WFYcGzlELjkIiIPH3T0xs2rADw+/xOAG48nfPIl7H/dYfjZxDpw/RpETxHCUE3s1xJgRJgD6eGDjgKWzBBCRlpG9LTK19qB8m+Cui1nRLhCLmcwfI49SSFzsrUDq5AbIoDdK1mf4XPkfKOjb/w+xpDDGiFoQ+7ifKOjNy8mFQdal2LGKGPUtXkZeRNUVdsLaMD1a8tL8PlGx7abELQ6CxjnBMOfYXcrT7KD+clMkvf56J9OYfjw7yI5tD0Np9Xny5lDTvG5TH5vNinWABFp54BL7iPD+et7F+jrG3mzyY97THj75cyFMrlBOwE+wgDlFbJwbNYnnZuMw9mkrovFetvQiADrxvfvZrE3Ttz5YrW51y9EY5Qp6FtZzpnEaitkvV3gWF+upu98l7WNDtFfL1rN3gydwxQhxiiD5j0/OkSNE8uw1AFzAKmqakeRH+YL9put/TD15k8n/12APTRWPLg8z9Np6f/hIvwLK7SwzQ7nYn4AAAAASUVORK5CYII=) 4 2, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcWXv47cVBTGf4eA8gApkBIpCghltoi0KRLJ24yWYoXFC8xCtU6qsEIy3YJEEwookJgmYmmCm4D9AmjCFFg0u9pptkiknQgSa6UZxAMEgYR0KOxrX/8Zz3hS8EnWXPten++73zn33jH8z5BVB6qqisjC8Y7jKMC7wyG/+H7+/Pj4uJXjtToRqvdRE7BJSBNxE3m1vwk1dXof3frJaVRuu6CqurW1lRMbbCZJ6Z1h1rfIiderDxaRA4iIVB2wsZkkxHEMwPb2NgB+5shwONSmuDUBy3ImIuI4jh4dHQHF7A354eGheV+NiDbUaqANYRiqqqrv+3iex8bGRm75aDSyyUttKJyoouZAGwaDQeMvUcSm6wJoEASNDprUVNHJARERz/Nycs/ziKKIgbwEwCYPw7C5VoJACYK8r5MAgO//eE4URYCw/9HzVNjgrgzk5ULSOI554+lf2MQGnVIQhqFG1v2tz+H31BBkcDef/d5btK59GyvvhPbs4jjOl9nu7m4phk3ufhky+nSX2RzG3wXpw9PT9Hc4lE4CVFVN/l3XzYknJ/3SbB8Mfq29mws4PYWbN2FvL+ddOQUiIsYFm/zW7YLQexv2o35JyGwO43t+QW4cWBdmJ5yc9FUVnRwUl2p6TU76Ojnp685FNE+J76fV7/slx1ZOgU0uIvLoYU+v33gTgGdP/gTg+rMpn30De9/2GH8xzR24chmCFwi+ryb3awkwIsyB9OhhT4GczBBCSlpF8KLO19mB6n+CpiVnRNhCZnP4+e9iqInT2YFVyMf/FHF3LqZjmshfScAq5Dbs+rGfd96KOUM5Q22bl5E3Ea8vYAGuXF6+BYuIPLnaW38ZclYm2Nksimw/O5kfZIdFU8UDGAE3zqcCXR1I6u3ZvCC3hbS5Mf63aHc6DUvkLjLObu+co+9crQ+r2m3wyXyau9PNARchAa5RS4eN2Ty9vr4wrfXZs4d1l+EI5VrWTlJhP36YCjJO3P4KMXsAwPuXekB59usLgNSBBPS9lMMssyYhbWG61YCxfaMIWl3fH/yQ9k0O0N/OO0VfDM1gNiHOUEaLa2BygBonlmGpA+YAUlXVniKPswm7i639OHay1vGrC8hPrZYvYxuO42hS+T5sw3+ZaKZXDe35KQAAAABJRU5ErkJggg==) 4 2, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 2, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 2, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur61068 4s linear infinite forwards;
}
