@keyframes rwdcur57913 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbUlEQVRYhb3WT2xcVxUG8N+bGduTiTN2LDc4bkitKDXBqUIKTZsWFhQF1IYFi1khIbGr6AKxacUeCbGIEEJdVCwQYsGKDlVBFSClYhNIUiCyEpQmqRsc4yR2MrLHk8lkPJ55j8W7k0ycqLhOxZGeRnP/fOc73znn3ssjWFI2eeeid5Oy/KPgbNpW7ngjeUuyHDu2WYzMoxCI85ow8B8TSdme/zuBrkVr+jGxmb25zWwKOZ+oVw1DZ5sqzm4Ga0MKLCf3cpyUFfAspnI3jQUCtaik8nH7HonA9sjry7FjSdleHMBT2JNdsePq9cdk64oPc7498vqnQgCG3/Zm8+DdiC6gGRdVrl0dEPdrJmUTSTlNyUadfyICkJ/2ZuN530drdb9vDpxztLA1tu09r9x5xjEcWT3rL8O/825S1v9pE6igVjjpDRR15D76906TL117/1Z9SN91ezDR/6EWDmLXRkA33AVRSS0pqzaf8tNMQ3Hggq9MPHt9JnfIc2snVs7lrvri2m7tzoiF/LRTKGyaQLd6Mw2FeIuGKB1vXDNeOOmoiM6oS9GqQYiLKqvbHR/4wJG+KzS+rNYeUl2ONbMNhbhPK+nXJi3ojyWwnDj2z1cnXoMtW2MvPD/3AMH2Tmf7XvAFOP69idcGDsy+CLeqfjF43CuFv/pO7/oPLo6rLPZptSLLyex9JKL14EnZaOOwn3eGVJOMeOCyfQMXHYkLKlEsNz/zmeHP7lqUZLX0a2SO2t75k8V4q0pu0dTJU7s9/erc7/vmTcVbVaKmYrQmHxfduLPf+0N5P/hfKZgsnPI2lnACP9HnSKZhyVaTj08uVpKWweiAvPlQ6Vnt2zNDU9vGVxa+9N258/3TLuF0tuKQAYchu+RM36w/r3d2XxckZWMoYgfmo5IWfmPNW2hrkGk4E0XyMthJ/Ae3MjXj28ZWKpm6hf5L3sM7GEC/VeetqmAwfA8nEPp2AlWc6VEnj0uYlvhRa6+8NRVnSaaJWgY/nNlJVhvDrSd9HV/DV3EYN6T3xDsB5z6LkrJcVNJOyorSY3aXtIUymMeL6Mfk2hNG+674GX5om4NuIyYeMp9ZMR/S1uqMmspWnA0B/S04b2AhKpntJZDDvqQsF5hOhIhhHJ/DCr7VGVXsu+IEDmHGLe3OiJHskj2Zll2oo4Z8tmKu85gD2Zt+FQi00OTBCysT8lIIkddDFP8KYAU80Rk2mq04HuZXpHfBr5MtapB2OCLfwAguZW/6ce1lj+N8kL6C0aRstPcJlwtfPhVT7F5dzOM51LJV50MU8DQOypjI1TFKUleNOvaJ0FHHR2gX/+i30oIeCTRvBF/5pGwpKml0nWeCg3nsDo7m8MsAsD+ADOIltIzjyXR3dNqwCKuEaBsBdzAoWgjB9aagQEogEybrIU/TAaAZAGYwi2fweVzGXmNhV0PauNW7wOeCqo2wYlRaxLXw2+xR/27xxe4VylJY0A6kuvAF0heQQf0WpZ1elFZF7B+BaBwwbwS8Rghy/dO92SVwITBbb62opJGUtQPIDZzGZXVjMkYM4jpum5UW2zWcClKPBMftnv9xj/Mq4S4IVdklEQfn3aIT1uzDnqBEMaz/tjTnfw8E5gPwYHDeTXErqBmjFpXuEknzEJU00UzKMr2T62yuR8pMIHBNel6cDVH2St5+CEZrPf4Dt+FGLCmb4u5DdBIL0uhJa2jJgzmP0VhPYMMvoqQs494RXcNwIDEmVaLbTcNRyUJSFktV6o43H6buhgiEo3pHAOumoSE9uuvSAitIW7QFUUnbw9Nwn230UTrc47wQiI8EhwthrHvwLGwQExtPQbdDulXdHWtJ5a9Ko52NSuqfhMB/AalpBfhBzTKMAAAAAElFTkSuQmCC) 16 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRklEQVRYha3X74tcdxXH8dedmZ2d3UxmJ7sxjEtIY1yWaKrF2Gx/EEOrtmoVLK4oPhJ8osEHokbwHxDREpAKPikorZVScLQRqUKDNCAtND/6IGtS03S73YZ1jcnsZDI7u52dmeuD+504WTfJbpoDl4F7zz3nfT7f8z33O7xPW4g98X5jbNjiskxcNnp1wVPx78ULnduHyNzmezuQ05aC9FX52wVIbfSFuCyDPHZnKrZB5rJSXN54rNsCQAej2JlqKIjomzOO0QB35wF6Gy2a1MEcslHToJj3PuxUeLytq0Rcprri8B0B2BL50apGm8LfOoOqJ05uFw9oSPpiK/Jx2eeXPqk89CdH7ghAXDZW/KOT9Yue7pG5lH3L/ny+I530wm7ci9HlexwcOOk5nLlV7PQ6kqfwCWzNzjpee8zB/jf9a/keP+ibtydK9SlcWdrdHLMlXfH61c+a3PSqH2M+mjR3q/jraZo8plHFhcKLplDKTptQYiRdcfnisE25Sh1Tm496JvTJuuymSxCXbcUExpDFWHPM0437fS91VUk/0ZdF+U9V/po77bHqV3y98YDfxmXb1wuwpgLdrl/8j62pRQWppKI4ozn4qgPZN2mPmE7P2gHaMosHPFMsOwSNCZkriy51BjVSy3JxWivu0yJp6JsCLMSeOHlw5yHIFzruu2+2R5Lk5+rn/Kqw2Xfh6Hd2HsrtmXkE2kd9OlW1ffA1X+uNeezlu7RaUYg/cx1EtBogLsvVH/bL1pBabsZYqmY4O2e/ZUQ6tdpQqpC/ovZFT0ZN2cKQg+2XvButyEdLigsLw3KfqfyhvcWl3FkTnZz60h4nbqTAWgC78SBexE/xOjL6HFZCk/aK6VdeuGvXx3/+zi+K/b7fetlbjXeGdg3suvJGe8Rs/1m/w898TMlpLUziz2s151oAUMDd+Ea4fRwP4Fs4hebSPhcHXvPVpb1eGDjl8faI6XRFFX9HDY8aMeGyqQAwj0Y0mSjRtbV2QQY57JTM/Xr4/Q2+3S4axRExp6dGDZzy+PnpD4ozmmi1h30pxHjeZZP4oWQL50JhaysQKs9hODh+VDJeW6hgZmWnw30zKpLZ8Jf3PuLh/jMerT/k1/ljjuER7NDngBXPYhZHuG4gVaJJjd5qxWVFDKIYrgYuhOcFVJvjfpI9Z1TG/XKoG49WnIN0XQHngu+4Fc+2hz2YrpgPBXStg0xclukuRSYuy4eKukuSknxUqgGi1Njnm4PHzeAhO7AJ80p9M8nnuDOoEQAEtQrpin82P+QL2bc93wPQ7Cm81U2Y63FYDpRdpzzyg8c9h3HMiiTzYDMRg43GJv3n7A3+1SB7FZeyb3tK0pCdkLxplWV6EnYBqgGsKRm/tUA7g70WA3IKW0gvEq0YDKrVwjLMhLg1XFyVowtzDaDeE1J4qRKc5iSNWApwU+ZtNa8pa1zMvy/mfWD/4omBCiHWuaBcU9JLHf+buB0s986DTDSpGZevdXYmJKoFqBbOS3bGPwLYMLZpKsraVhxalj1vItyf66kcRJMa3VPSugZR1+KynGQJBJh7gxo1bMcIDohMiD2Jl3AJb/TKHU2q3ygHNz8PNMPzlK78yXpuk6z33SiJzeNdiVpFPR3u+i24pt3wPBDkaoQgnR7fVgDKSTp+DvskatVXJV++FcBNT0Q9EN2jWU5S5bCkHzqSXdOSzPozXeDVM/+2AFbB1OKyQkg8iz2SCis4i/O9I3bdcTfiHFQoSuTeFa6aZKdcQGujEBsCCBDXJmS41eK6pP/3yb2ZbfivWQjekDRcbVXyDcf8L7Mt8QfTybtaAAAAAElFTkSuQmCC) 16 12, auto;}
}
div.testarea{
animation:rwdcur57913 2.6666666666667s linear infinite forwards;
}
