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5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHF0lEQVRYhe2WaWxU1xXHf/dtMx6bwTtgDDjYBLM0TWmIaCAkJEEOaUJQHXWRKlWFVm3UVU4TKjVSSyUqPrS06YeoCVJbobYUQYGGJiAwGBOagiEEO9jEG3bG2J6xx/aMl1necm8/DAEDdkm/85ee7nnv3vP+/3fOuec+wXU0Ok5g2JNuU7+m/eg+M8U02PFxOn/XASux5VsTPxlTam6fJ4tDnqwfU+r5ftfb0junqHs632nx03p15Gxcdu4fdI6wWakn98j5NyZrVA41aiM1qnDvRGrttlZn6IV37fpXhxNe3sVGlVt3WmV9/wcq72Kjym+/2p53sbHs/+EWf4s4m/bUGgeTBQ4n6yXrllsEZ6qr7d3aNy5f5fKy+bzhM5mf7Sexca276o8NKtBW18SmrZV4WZKjP/sh6UOH0Ernkv3L7Yjs7A41PrZ+9IUvfapIaOf8qeLDB6F2n8naapfzZj3vt2gLv1blbq9ezVebu/lySZFaMX+uXPP7/Uag7XwMa2GA2tAAZZpO1W9ew6qqQoZ6mHjlJbyO9gpSqePB3X8pux7B/y1gia7Luj95fO/VJOcOnCPVUEhUa8Yx5drPV8jf0gNHzketg60fW0tLoSi/CFQSfD5OxVxmILA2PAOADIdJ7PgVXldXhTeYOG5tvbwKKKVG+acToBe9/MqKHiGfrUhbIplbSlfLKLoI8V5fFvNygkblMrj/YYOgbyZnY2nuK9BYui6XUOcYkXM+mt9pxd63G5wwpNOokRju+xfQZn82XxOxp8B/QoqiCf6zbWLKCIxIdejyuHfxHx9JubJE46Eny3FGS3FD19jTPchzjzkUS4OG5jQyOkhzVze9EYFK+JBjSbzhcZRZAIaBch2QHioeI/X2Ybz+qKtkIAEkpk3BoYLc6JjpbUhVJi9eKUjKQqkzo2A5MpmN+2E9L35whTl5is3rffgeyUUPCtqPt+F1dUGkBdFbj0i0oZJJsG0Q11+s96PNiZdacm8FO8X4tCkA6PF23B/v8PVbK1JzWuv8cwc7BA9+MY9IZwJ59TxnRit5ptJkxgxFe1sfXv8IXtRGjQ5BegTlmShjDpgzwApAcggVj6OXzjK02dkbzUfXNjtn3v1oKgEZvTVqE7B8ybMTu/2z5T9zho0HyjG1P+83YAjIg6y53QivAy80iExYSBVEjF+D8R7cSA/kLwHdB7EO6DkJA00AWE8/jV6xqEkrKFw5se3n9h0puD4eAn595YmckOq0vpIa0PsitmTDagUe6HofhE8jr3WibAfhxdAn/o3mHENG2zOvyV8MvvzM6C+8kQqvsxOVSF4gyy+nrAEAdgrYKVIAl+p8w70d1q6soLw6d5HNlm97PPL1mWglUYR/FM2IIaw4wvJATyEb90D4LAy1gHIhHYNY200Gnx9MY7MMh1/Lef0PxtQpuA3v2XZlNM2Js1FZUmpptEiXw+0uA/96C9wI2B6KAdzzp3AvXsg45cyCvGWZ8ANM6j/68s9grVkjRW7e76znNr4UW73qxtwdij6wncrBFCdOR72SN1vGyJtnMHQ+Sln2AuKPPo/T+joqkYRoErex8abjeCRz3Q7DxKioQCmlGQsWPCX7+zTgRjq0GwtrlFZ1yC0cdtWRa0lV8kZDjMRZQd9fR0ldtmhtGWVRscB8aCXCNJEDA+A5UwXw5tcbJlZVFVgWSInbeKlNDQ7eUgvaJDs3PCKK/z7s5A/g8blAPl46iPQVQWAmmjVG86lLOE0tYBq4jZcyRLe3+snkT6xDpW28tlZSu948JkdHvzn24nduWa7fsL7wi+zxCSGCi+1Fzbqz2MuSYlSCNU9iLlUUlwdIjo1hri3HPdOLHdLBS2WqPj0C7qQd9gl5Ko1TdxIZDh/Ty8urndP1dzSkyQJsx8GI9ulH3AeTc3qdgQewOlLCd03DjKfTutDMFcVCxT1UogjNX4ix7DG84XHIrYDBppvk69ejHAenoUHiOMeBajUyMmU3nHIXFPT0WzIS/rEMh9/Ccx/HzA6JGf69QtcTMu4WetdmaqQkMh5BRkYQgQBe02Hsut34Nm5EpdN4nZ3Su/xhrTZ7drUMh6dtxVMKoEZlekPGDgK52Ys7H9Zm9p0RlnwZIb+LTbeKq6UEF6KG+6WMdGlquAFlp5GhkLSPvFOrL1tW7TU3T0t+p4AaZQHF1++i7BQpalQpN7erhZB2YF5ooVneckmOZb0tYwsMoSUqcEK5cuAcamhIpvfvqxVFRXclhzv7QHDSsxwgReYoDaLQEEiURiJUdpVQWUr3p7ZK2whYwaEys6Rvu1ZUnOt0dtYaK1ZU20eP3pUcbt2GcOu5nbF3imGgD0E3EJs856X8USWNRDo2qwk7UI2mHdArFn1qcpiqBmqUcZ3YndLjk/rI/OsVowggiLFTxKZcfw/3cA/3cBf8F51SfgcszGCiAAAAAElFTkSuQmCC) 1 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur207709 2s linear infinite forwards;
}
