@keyframes rwdcur254009 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2UlEQVRYhe2XW2hUVxSGvzh7OCecmeRkJJEk2GjQKMF4GRPTkAdvlAgVG0QECyPOQyRIFDGCD1ILVl8K8aHEooZgRbT19hKKUjEYtTZeHoKEmiiNlERjjU0ylzOdM84eTh/GGXKdjBAoFP/Hs/da/7//tffa+8BH/MfImM1kXu8+a9Omjfj97+jsvIcQdlpamlJyzJqA3t4/rGg0hqbpXLhwlZ6eJ9hsgkgkzOXLZ6flmTMb5B7PHuvFi1foeg4nT57h+fPfk2N5eQUpY8VUyYQQSCk5f/77tBwqKiqmstLNpUs3ANA0J4OD/TgcTgYHB9IX4PMFrGDQRMooL1/+RVlZmdXd3Y0QgrNnv5tSjNe7z6qtrcHv/4e+vmcEAj6ysnQcDic2m0DKaEoB40rQ2dmLpmVRVFRAdbWbgwfrqa/fjaY58Xj2WBODPZ49Vnn5atzuZRhGJEk+MvIWm00Qi0na2n5M6WLSgfr6Q9atW78wPOxn/fo15OdnAVBVtYKCglyuXGlLikiUZu7cXLZt2wyA3/8WRVEZGHgRTyzsM64eJpwCr3ef5XLlUlq6gtra9eTkOJJjo6MGra0/0dPTjZSSRYsWsXXr57x546ej4y7hcJhAwIdphonFJFJGU+7+SQ4AuFy5BAI+Hjy4w/DwG3bs+ILCwlwAXr0aJRJ5hxB2NM1JRcVqbty4S3//nyiKSiDgQ1FUAEwzzMWLZ9LawJMmNTQctiIREwBNc1BaugwpLfr6npH4rigqDoeTWEwCEA7HVx0KGQAzNp+xmNQHmpuPZyiKiqKohEIG9+7dpqvrIZGIia7nAJCZmcny5W6OHTuYsXBhCbruwjTj4vz+kXS5p3ZgLOrqGi2IWypEvFpC2FEUlebm48nY1tY26+nTJ7x+PZC29WkJGCtEyihSSrKzc8aRJ3Du3DXLMAza29uRMjrj8fsgAQns3/+15XA46ezsoL3952Tsxo2brRMnvqWkpIRTpy7y+PGvGEYQKaNcv341JUfad0FdXaNVVeVmzZpVZGe7WLt2k5Ug37VrN4pSyLVrtzGMIJrmxOFwousutm/3Wlu27JjUxBKYdBdMB0VRqaws5+bN39A0BwUF8ykvr7ZWrlzBggWF3L9/h66uh4yMvCU/fz6KojI0NIimOcnOjguZqi+kvQcqKj6luLiIjo67GEYQmy2uPRDwIWUURclECEEoFHdASokQgqGhQUzTZN68ArKydJqavhrHOaOAhobDViIpQCgURAg7NpuguHgRGzZ8yunTP2CaYQBiMYnNJsjLywcgEjHfCzOQMjrpUptxD0QiJlLKZCJNcxIKBcnPn8fevV7Ky8syWlqaMlQ1E1XNHOfM2PjFi5dOmT+lAw0Nhy2/f/R9ojCmaeJwONE0J0eOHKKwMJc5czIyJsZEIiaKoo7rnAkxE7vktA40Nn5jhUJBVDWTUMjAMIKEQkEAdu78kkePeieRA8keIaVEUVSysnR0PYfKysqkO2Mx7SlIWCeEPT5R2BHCzpIlS6mudk9JnkBilXV1jZaiqBw92giAx7Ml/VOQeJopSiYA/f196LqLAwf24nYvSyngQzBtCVQ1TiyEQAiBrrtYt+4zbLbsWSNPKSBho98/it8/Sk1NDT7f36xa9cms/kukhanegx/xv8G/M1kE5kPFzCkAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2klEQVRYhe2WXWgUVxiGn3VOdmZZk8m6McaNaaRVWzRijFhRGhIa1OIPVIOJpl3Q1A0hjUVMwIuVolAvKuRGQ5FuaYSAiBeKYu8igqX2wkohaSSkVGKUaBI323Ez7ow76/Qi7DaJu0naKr3xvTtnvvne93x/58Ab/M9wvA6nfn+TrSguZFmhvf3ka+HIiGDwlN3T84f98GHYDgZP2TU19fZM9mnVtbZ+ZWtaBMOI0dn5zZxPEAyeso8caWRoaJRr167T0/MLkiQAMvoR0zfC4ad2LBZH0wzu3u1FVT22pkVmFRIItNiBgJ87d3q5evUaAIYRw+d7C02LZPxPmrzw+5vsRELiypUfkGUn1dWbWbOmlPv3H1BU9M7x7u7bJ9I5OXDgC3v37t28eJHF5cuXcDoVhoYekJdXQDz+HF0fp7f317T/zpu+cePGdQwjllr7fAtobf2c1avL8PubbL+/aUpO/f4mu6xsPZWVG7h580d0XQfANGPoehTDiCHES4HOLECILAAWL16a2nO5nLS2fkZ5eSUAdXUNdpK8pGQV9fU1RCLjjIw8xjBiDA7eAyCRsDBNg/Pnv82Yvikp6O6+fWLTpg+P63qUwcEBFGUBxcX5qe9lZasIh58xOjrKunWbjm/c+AEHD9bhcjnp77/HrVs/MzY2CkB2toptv+DChe9mrJ20sXG7s9G0COfOhXj2rI6tWzcAEIlEAVBVDytWrGDt2pV0df3E8PAT+vv7kSSBLLsQQmCaBhcvfj9rB2U0aG4O2qZpYFlxSkrKUNVc+vp+AyaqW1FcKVvDiGGaBrKsYJoGAKFQ25zad0aj5uagDaScyrKCqqpomkZ5+RZqayscZ8502rGYycjI41S7zZUc0hThZLS3n3RMHqWWZTEyMkxBQQG1tRUOgEOH/I7587PnyvfPBCQRCrU5ZFkhkbCQZYVjxw5NOWFTU63DMGIYRoxHjx68egEwEY1ly96mqMhHVdXOKbOgqmqnXVhYzKJFPnJyctmxo2bG+f+vBDQ2HrW3bfsIj2chqppLefkWO0leXf0pkjQPTYsgSYKcnFxqaurtuQiZU7EEAi22z1fEypXv0tXVlap2y4pjWRaq6gEmilVVPWhaBMuKA6BpES5d6szIM6uAQKDFnt52lhVPTcwkVNVDODyS2k+2pqp60PVoxmk4YwoaG4+myC0rjiwrSJLAsiyWLCmkoeFAimx4eAhdH8cwYkiSQFFcKXJJEky/Q2aNQHNz0Nb1KEJkIcsKAwO/43TKKIqL0tL32bPnY4qLvcyb53AEAi12Mh1CCLzefMbHowghUFWVoaGHWJaF253N2bNfT+GcMQJJ8rGxUYaHh3j+3CQ/v4D9+3elyOHvwSPERHQ0LcLTpxNDKRwOY5oGQggSCWtuKTh8+Eu7sLA4tZ6obA85Obns27eLvLwFKfIkOjpOO9zubIQQGEYMy7LQ9SimOfEocbvTD6u0AjTtT5xOJ4YRQ1VV3O5svN6FVFVVsn596UvkSbS3n3R0dJx2JB+kEynJYnw8SkVFxdwFCJFFX18PkcgTBgcHEEKwfPl77N1bnZF8MkKhNocQInVqr9dLdfXmtHdEWmfJopJlF4mERXHxUhoa6tKG/r8ibQRCoTZHMocA27d/Qn6+1/Gqyd/gDQD+AmAhDiCMSXXtAAAAAElFTkSuQmCC) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur254009 1.3333333333333s linear infinite forwards;
}
