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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6ElEQVRYhbWXa2gcVRTHf3d2dvaRzWaz5rVJm6TpM4VqmrTSh4ovYlptqVUorYhaQddXQdCighTE+qUgKFiDWKuIVWzRaqttoUJbX6BpNBKbmNe2TcymeWyS3c0mO7sz1w8TrUipHzp7YGAG5vL/zTn/Ofdcsf9m7/i6eXmHS73qH8AEcApIAkOiOZolxyG+3VAgA25ndq5POVngcrQCXwFDgA7EAV00R2dyBaAkdEn56kfV4WnZmNCNVUAlyADgBTTAJ8OhQK4A1PkBlWCeB8fyrcrA2QO3lHlJFrodvwFtWOUA0GQ4FMTKSFY0R20DEHJHSCIUyBikShoZ6TpmFrrFSb/m6AH5AYhhwA1ksTxiAnG7/KEgAZcAn4pXZAgu2aj0TRq3j88Y5SCunxVXuVwSBfDLcEixByALCAEScPvJHznGkoVr1T+njHsik3otUAkUzYL4geDsvdsWgNP9KVj0BLJuJ7KoGgKrUZfdSUn9A+rPw8bT7aPpFYAPSP0DbT1rtgD8MpJG1q7ErFyEUbGAzKr7MfxFFAaLaLj7Ge2nYWNXZFK/DajDysDfEKodAGpkMovpK4BIJ2JqkmzxXNJF5XBdiALNTb3q0bqP79nhVDLvzMl3ArRgGdEeE/o1gZmawtTcmKqGzGYwFIXpwhJ0p4uKxUtZuOZBNZkhHJnUb5hdl8RqVNccakOJGxE9j+ErxAyGID6Gs7+HtoFLHH3zOfI1QWOlh0K3Qzncm9r+bL22B+vrbemOqscpMD0+mIrTdWmUsdOHWHnvdhbU1LCs2GdurnG+6nc5PgbitUGXjpX+pGiOmnYAKFX5Ko7us4x1/krfoVf007+3jLamJNJfiLv6JuVcTL8RGAViWJ1wQjRHbUk/gBh5qEQW5atcHNdNjyoOHOxKDsYqbt257fmX6e/rYd9Lj8Q+jBghbKr5f0MZSGbQ0wbFHkdrsUf9fv28vM/HO07pE2OjlFbMIVFaFwQ250IcQBmaMuKJjPzUoypvA59V+50DQZf5deuxL2E6RcO6jQCP2yEmwyFVhkPu2UsFUJuq85ZjOXr0X7Xdvdd3dJP0pOn9rh3gvA3iXqz9BKvvC78Mh7KqaI72XeH9FtWI7420HW6c6p96A3jvGsXdl8UJgtgEVAER8T8LFTt+NxkO+bm8dzwMbAHiIHuuCmBXHGnMX3Ji0Pliee3qpicD3UG/MokQYhhEa04BZDjkH0ll15yJz9lfv3VHWcFMHH/nN6jpFkBgTmWP27KjXSVWXEiYT61s2lJW0naEwYFzSYeW1gryhYYiMEyxypap5koxOzHNMbTSpcWJKO7YD9R4J0y/Y7o9lgyYuncto7ormzMArIlpUDWns4Yrj5QoxpTSNKQsT7gqlOniBUTi5kCuAc6NJEY/6koBNXcgFE8g5l1e5mlYT89YnAsTsX05MaEMh8CaI9EN6f1kuPLHxm2PlUsEppRkVRcHml/veWF+dENOMjB7bjABNIdQC6c73++4NMa0t4C0t4Du3h7q1N4PhBBKLkuQwpodtaZq74mOk18MmYqCKU36zhy9eFeV9xSg5Qxg9jypAzgVoVel29/t7uykvaOTskzXW4oQM8BMrhuRguUFn2FK/2u95QcNI6PvWjxynxACIJnTRiSao6YMh2YA06EIvZau3U6nyArhAys7w38Ba6Xz2fH7ngoAAAAASUVORK5CYII=) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE70lEQVRYhb2Xa2wUVRTHf3dmdrq73W63Lba7BQuUttAoNsorKi8xQIwkxgfxEYIxEbIQjFGiJhiMfDD6QWMiBIsajWJMBIyRhxC1SqFBgQYKEQsF2rJ9LKWlpe20ne7OzPXDLEZMgIi7/pP7YWbuPed3z5xzz4xYWCi6FpZkrXhlet4hrpUD9IrqOJmUWF2hyVG85uSg9eS1EBIQCcAELFEddzIBoEwr0nnrxde8lQW+7V809i9I3ddBFALFQBgIy2gkkBGAiF+jCJMH7ntEz/Nmbd3WNLgo5bQQGAOEgCBQmAkIrcCnwLQFZCeTTK6Yq9dseumzxt7Rdyrzs5KpOQmQzUATCAsw0gmghLIUiF8AISifOIHHlq7RjSTrErbzLPAgyHIQs0DcBRTLaMSbVoAOw4axpe5VbxdFI5eYUeLV9EhWGbfp8/Eoz4MMAkGQOhCQ0YiWNoChpAM9cfj6ZcTRXUjVA9ka6AKQkO8BWOlCCDO1Lm25oOXoCux6FfwOGAcQQ5WgShAq+AXYDmgKWI4v5VjDPSPSImXeOB/kK2BLGLTB7AarAvpGIWGD6YDjkHRYhlsdoXQ5B1Dwq264NQEq2CVzAbAKlsCABYYFmsDjEaWXhq2HcCOQSB+ArkDCAQF4y3ACBSRK50BnPSQdMB16BywOdwyz78LwEuAKaSxFBUeCIsBQuRycTEPdHkaKyxktW0TbZRvbkfX5Xq16Vti/dHll8AGgPZ39QWlpG8GasIq20qepPbgjsfPk8Z7T3X0M3jGbes8MfmkfaQe2AnVALN3NSbk4bNPZ18+52o+tiUHxuiPF5h/27WEodwyT7l9I17C9IOnIYty+YN7M4I0koxFFRiOajEaUvwBMS9JSu8Xya87auwu9H4Sz1Q/3H6wxRzpiFHugrHBc8GxfYjGgier48H9wHALycSupVEYjY2Q0gmonrdWtA4knVtQNf7Wh3rD3tluGZtsVk/MCVcXllSSHEsTbTwUmhfS3N9Qbo7fgHCAXt3rCqRHAbXSa9mWrXfTPRWdNNp4+tHd5dkEhbQ0NxDrMhsV7BwduZfeAN+U8hNth/17Cxep1FnUahiFHWg7njA71vNcyYK9vHJDJ68y9od6cnhMAKoAJQAngAwZxv3gQt2L030hGI1Nww+1PQQBYqaGlratdx7kCaO1GMr+mnedyiqvmh9URbbw8fzE3S24JeNRzGY/A2acKpn97pfSbh9esK/FlZ5MbO43WeYaaX2s7ZwW7Hs8YQGr34c8bh9bfs2pj1FEUDm/dFBujO3rloyvD3WoWv29c/a5yU0u3rhIg2O0tn54XzKFn96fDywpb1y4KxV5o/nGHOdGr4cu5fW5GckBGIzpu+VGi9DsiYUJu2Hs+fmKqTxOhgqKQ7khJxGOQqSS8GlltSvblY/Ezp2beee88JXbC9wbSZtKUKo41/oGT7N+ekVcgquMm7oHjnVqQdTBxfHevmjAZO20O+dPm4Sgq/b/tjC0s8X+SyRyIAaYQ4mKpp7Mh0XwSRwgk0NfcyHi1bZtHFQMZAxDVcQtoBU4W+dXv+luOGJamY3oDDDUd6J1Z5D0qquNOJiMAbvt2hBA/d19p+8g+vp+uE0fo7W9/XwhRB//PUez+S0g5e9DSt5839CtVIWOGIkRMVMczD5CCUADvnhbjme9bRlo3N1k/XX32J1AF7hgHAJIgAAAAAElFTkSuQmCC) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur193156 1.3333333333333s linear infinite forwards;
}
