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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTElEQVRYhe2WW0xUVxiF17lwZmBgGGa4nuEyKFSqFa2t2FqKl4rE2guWKpbUNk2bpqlp2rSxjQ8++EBs42PTS1JTY6K0pi0S64NoJQYBEXAUUBmCIA7jMMPAXJjbmeGcvfuAJNZWGFL0yZWch7P/nbW+/Pn3zmYwD+1f87VpMjq5Q68yVAicKjc9PoP4ol5ISviqTpVy8MOmXV3z8QMAJpZNdRUNQpPtzM7ynC17i6oWF+RuMPJ8PAdWYMGyLDyDPmL5ZdDe3dVzNCMh8zsA9prGShKLNxdLeNvohf3bN1XvXfPl07nJ+UmsZ2ASviE/kowaMBwDdYqKMb6QqeU8wtK2q61x6QkZrX8M/jq1IAAykXe/9fzbn+RtMqYHnSHYmh3Dw2dtR8d6JvbZmh2HAqOhiCIpqVShOj6Bj9f6k/MOdfwwPuDtvxILAD9b8bOVXxUUJi95N39LTqZnwAdX98TJgCdYrVAluutMFQGAoDPUcuPYgPbmyeHDKYXJlWkrDNmFnUXbi1IG6i2eG965ANjZiq6w87W8XJMp5AzD2TVuDniC1TWNldJMOABoMhLI6s9XeH0j/qqx7ol236Afy/TFRQDKYunArAAM2CfVOiHReXUcPp/vOADpQXurT79K/OOBY97hSbjCTj2htPh/AdRVNPDj0lhi2C0JTVfOwR2ZqK9prJzVzBEcPXXK0gCzq1MNIC0WAJ7TmpyGKWnbWNjRdl9NDkQD0gnz77Iv6uUno155LrN2R4sUlANQqMJSkFm7OyMWFATAAVGTXXp/UaZTDoFTSQW6J8CzfFldRcNcfqVqLh46QR8A4IwRgKCntbeMUlqbk5j3j8EJy6HLAhfnyIjPgkKV1zHHzPAsX5WlMUITp3FQSntiBKBIKdDi8nlzGYDaQt2SjQBQ01gJnolr6p3oNucm55HMBPGNy2MdBx/UhY+e+vRAoa5o58bF5aTf02dmGKY5FgCGS8gZDbsGM5UogdvixXPla9qTBd2+a+7uvwBguWHlm9sW7djzTP7qkpAvjE7nxZMKVU4AaOIYDjKdWs+A3WbSLqo0peVjaOym+ecbP9Zed/fWxwagznZK7lvpRCaYgVi/dV2HpIT32AIjzQBQkbu1ZqupcveKtcXP+m0B4dbILUxGfJDpFLSCDqa0fGSsSpWvnO3u+nO4/tvTt0/VxRI+DaAyOiXv7XQiE1CFQplS4LZ48eLLpe2+qHePJ+JuAYB3it7fnKUxvldeurk0IS0+NcmoUVNK4R8JhjwDvvGWvgtto8E7h49YfjoTa/g0gCCORvzWTKpQEIWCyARKRIGrx42KHZs7XGHnFzMQHyz7WIvpG66YBZtPQABgEMA1AM2Hrn8/OZ9wAAAniKNyRKZTYZlGg1EqeSM06ApRn9VPhxqtNDMhqzVFpV87b+MYxU5DcGDuPWAEYBgGukVatBy/uJZn+W/S4zP/dU8sGAAAUHL3U+jdfwKGYZCcn4TWuvZSQpVavdqw4J1gAUCWFFAyPYSETJ8GSoCZwUzKTsSFIxfLANQuNMD0e4CnIAqBAgU2px2paQZMyTKMS1c1gWFYMAzAUIDTAJhYWAJOEEclSaLBYJD29w9QThCDR4/9Ru32O5RTGc9xauMrC5v4HwD3hvOCWMIJYq/VaqWXLnVSTmXsfZj5LADYbHYsXb4uBGCDHLV3ALCazb3Q63UApVZOEB9eFzhBPMcJYpATxJJ71ko4QeyzWCz0/Plmygli98PK55Wo/aX7F5WovYMTxCGHY6zIYEgBgDkfIwsuThBFThD7OEE8zAniykcO8FiP9aj0NxIvhNY+CsWtAAAAAElFTkSuQmCC) 0 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFa0lEQVRYhe2UW0wUZxiG3/lndliWZVlYDsugnISqVEWpEmspYq3ikaC9aKRpIlptY9qLHi5KTC9qaoyJFw1tY6Nt1dZutFolalVStQQVgQoRETkquCzLsicWZs87O9MLtPFUFip45ZvMzf99ed/n++eboTAObX35QyWAAgCzAKTcP+4GcBtA1b6Wb53j8QMAaqyNG2duXf5a4uL3s1fNWqTJUsdEJISzkgj4+YAwrHc6Lh+sqak1Xdn7c9uP58cDQI+laWVKUcmm/C3b52/KXhwWJVMJniDtNLgw1MNDcAskTM0qpi/NzEyjM+aZDCb+zlDnzQkDmK2Zu/6TBZ+Xpa9IzvFYPMTUYKmx3LCVm5tsH/F6Vznf6+zl+9xKmiHJqmRlfIo9M6PV2mI2e0ytYwFgRivOiM5S58Qt2MC9mjBnsHMIw/f4n9YcXrr5sbY9usKKPV6790BUqmpjYm78rOz2nHd8Qd+lDkerIxQACVHPX6jNm8/3uoi9zXHpKeEAgJLKYhQdWVZqbrJVyxQMWZmyNhcjyxpSowKIkjRn0GeL5Q1O8Dx/LJSZwzd40jvog1twxxCKmvfMAAASm6yNynN3TsPutYbcbodv8MzxU8fBElYewSjjdYUVoQGIOm1Aq0hc9LQiTdFiUAoKg147Oh0dIc3aBlsEi2cAkZGREKQAQegBQSgKIoBdyZGpeY8XtRGJ/unqLH9iRBIYwqwazUhXWEG0Cm7F6tRi1OlrvJGyqOGSymIxJAAkiTRW3cgnILtfUs9842HD+PCE7gSF1pkdm4PZmuwNDeXNKt7oGmUYal1EVATkdLg1IPobQoXfB6CgTleh+syVRYSiduUlFqx5UExVpV+weiymhe++grxtC/N4g/MQoSn5tZ2Nj3y+usIKeZO18RuNPHY5I2fErqH2tmlRmdVjAaBoVUq/s7tdG3ALsN6yo3Rz6c1oecyuirvHjugKK1RN1sYv17+97r301SlK3uCEodp0s66q/qg/6DtPCCGegCefJmRtauS0grgpsbjXo++6bLz0na7j0NdjA4iYOuDq64oPuAX4+QAsTTaUlZV19Lv6Pq41XT2rK6xQ9TkNPxa89XrRtLUprL19CLcOtKPf1o+A6EdseBxiktWISlcJPVWGnhvW67/tbtixfSzhIwDypH63pVsreAUEnAJ8Dj8MV/txYN9BQ63pypbr5rrzAFCev/9YRkZGfmxWTKxMyUARF06koASX2S06uobdLY23bxldfXvnxM49UlJZ7B8XgNfeoxV8QQieIPx8AB6rF301Jpw6etp8ofdcad1Azdn7ECu8Qc+yCEaZ5xbcRJACXgB6QRQa+pyGH/KTljjHsvmPArBcv4/Xa0VB/BfA5/DDY/dioMGCE0dPmusHrm35y/DnKQD4ZfnvCnfAJTCEYcMZhVhSWezWFVaQ8QY/ASCJwIPX4Hf64XOMPLY2B77fv7fH4NR/Wqn/48T/CRlNBABolgYkCYSmQGQUaBkNRs5ApmQQnRmFbR9sS2UIs7Mg6c2iSQEQvEFIkgQxKIGiKIBgBCSMhkzBICotEjs++2rGoM/2xUQDjPxQGAliUITIBtFrMUITp4EnUkBaVl41wmSQwmQELEMwJYzAOsEENMv1e71eyeVySe3tnRLNcq7Dvx6XDEajRCumXqTVaRN+7U8APBxOs1wuzXLNer1eqq3/W6LDpzRPZj4BAIPBiKzZi90AlgT9xnoA+sbGZmii1YAo6WmWWzO6zTOIZrmLDyZ/6CyXZrnWtrY2qaqqWqJZrmmy8pmg37j08cOg31hPs9xdk8k8Q6OJBgBhsgD+UzTLcTTLtdIsd4BmubnPHeCFXuh56R/Pon9rY6D2rQAAAABJRU5ErkJggg==) 0 8, auto;}
}
div.testarea{
animation:rwdcur201436 0.6s linear infinite forwards;
}
