@keyframes rwdcur245940 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/UlEQVR4nO2abWgURxjHf7N3ucRLCCI2DadIONsiNtrWD5LGIr4UX0DwpQVL2xS/WD/U2FqNtDQqaWyVlr6I0tqKVrGIJVZoFVopLShtMVZTTcVAkRA1BokhJiFcrvey0w+7F64mezt7t3emeD/YD8fMPTPPf2fnmXlmIE+ePHny5MnzoCJy0YiUUgOKzMeb9CQTS3rCQFgIoWe7b1kTwHTaD5RgOJ4OYWAQCGVLDNcFMB0fj+G45pJZHUOIPreFcFUAKWUphvNuOX4vOoYIA24ZdEUAKaUXKAN8bthTIAJ0CyFimRrKWAAppR+YSPbeuhU60COECGViJCMBpJQlGM7fT3qEEIPp/jltAcaI8wnSFiEtAcxhX+bwbzoQwghtESCWmNHNyOHFmEOKMMKn00+qO53PwbEA5oQXQL2DEWAAGBRCrTkpJRhhtBT1iVUHupxOjOkIEFDslCshy2FojQghupzYdySA2ZkJKh3BpTBltuskzPY6EV35O0ta4dkRAW675TyAaeu2aXsk+46V8+mhKeav8WZf1WyrVpRSTsD4JlORcD4r63bTsXISI2H34cm0Xd2NLmcBoGkdBAIb2bbhrBCiV8WmklJmwyU21XSMYZ+1HZxpuxvQaenw0tZ2ZNh5AF2voLPzMPubKlRHgepQUQlLfW4OeyvMNvo43jQXXa8YpUopV67UYPTZFlUB7N5+xM0Nih1CiAGGQtaTcTi8Cvs+AwoCJCUzUpEz54fRPOcty6ScwgdfVqp8BiojwM75xF49t3xUfxYhbliW37kzE4VEjBsChFRXeG4ihACv93vLCuHwE7gkwL25uxFNKdjIDl7vz5Zl0Ugl9n13RYDRFye5oKDgkmWZLnMmQNZDnyXVc25gzEGj4eOXP21DYcZZnFykri3bfm5BYos9Otc77FauOU9jZQPrDZKv0HZ0ZiyAk42H28i3dhWRSoBg0DZBotJ5OxVtJ5qsMTT0SIrSAZ6elhMBcpUKH0ksNtuyzOO5gsIE7YYA6R57ZY6uL7QsKyhoxSUB7BY6fjOHl1PkxgYfsdgyywp+/2UUFmkq3+9II2dafZz+sZp4vIRg8DzrVveS6/1AJPIyqRI0kya14oYAQghdShkmMdR37K3kZucBpG6kxS9ejPFGWyPwrlLHXUCurdOIRt+xrKBpV6mtaVdZo6iGMOPtNv/t4+bN/cPOG3gJhRrk69tXKdrKHJ/vTaQMWpb7/cdRHJGqAoQAnVOnZiNl+ag1hsKfyy3vOz0scYzcsG06kUhjiiqDVM/5hlQrxCSUBDCH0iDxuPWML/Uy+vu+MxcnWUGur59IOHySVJFn3LiveX6hcmLWySquj8cevUCq3Z8uq+jvz4oIcn39RKLRn1IOfSG6mDd/D9Cnalc9fy6EzpoV7RQXf5yyYiy2iLt3f5ObdwRUbdsha7dOJxL5A11/MmXFh8vrWDmv08kGzfnR2K3+AI07vyUer7Kp2ktR0Saxp/GQ0zaG21pbp1FQsJlotAG7BZfPd5S9O+qyejQG5jHVZ0dncbn15D3RYHQ0rYXCop2UPXRC1K9XejOydmsRuv4K0ejbSFmh0EYHy1csZmlVe9YPR8E8Ht+17xna25uwPy0yW9J68Gin0LQzeDwtCNFBKDQAaBQWTgAq0PUqdH0+8fgSFPP6CK2HyseXU1tzKSfH4wmklCU07F7ErVuHUczBu47QupkafIktr57L6QWJBFLKEj7cX8W1a18h5eRMbDlG09qZMbOG115svS9XZBJIKf0cODGNixc+IRabm6k9JQoLD7Jy1U4WPNV1Xy9JJRg+v6977wX6+7ejOi84RYhOyss30bDxV8bKNblkpJSlHP1hCs3n1jE0tAb35oY+/P6DLF7yBUurbo+5i5LJDF+kOHY6QPO51QyFlqHL1AsYKzyeFoqLm1j47AmWVvUw1q/KJvOfy9J7jgS53lHNP5EZRCOVSAIY120SoS6C0AbQRAcezzX8xc1MDf7OutU3+L9dlh4Ny+vyf3Ua+YgZk5Ovyuf0unyePHny5MmT58HlX2ifMa25ax4zAAAAAElFTkSuQmCC) 31 31, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur245940 2s linear infinite forwards;
}
