@keyframes rwdcur223861 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhe2VS2iUVxiGn38mjMyYTMzoaNoELblMgpdJjCLGxiBShVZBWqt4XbhRRNSdCi4UMbhRW3RTdKFCqZvaRSlaV0oqGgYZxRZjtImpTSKMMhOTzEX5z7xdqKsK/v/o6CbP+pz3fRbn+w6MM85Hxir0YkWImdEoO+vqWGnb5J4+5a/r19mfSnL3fQq+kYZGNhw8xKhRk4x2ymibjFp1/HvSTc3sKmp5+SQihw6TNtoso/UymqeXIl/LaIuOHif9yacsKZrAipVcsFVujBbrnwEUv41uxlH3fWRrjmzN0Jq1XHGa53ErUFnJfJjqSTz5g1wOauugoRECAejt/RMIEJ7KQqd5JW4FPB6CMEAoBOFwGIvpQAn+qgTwCOgjnyfvOM+tQCLBte7uLF7vLCyiQBvQjkUzFs2kUs/JZnjkNM/rVmBsjCdeL98sXTrdB1EsmrBoALJAkhMnHo5d+Jntz4bpKYrA6Ah9tk1pavjx3NZFz31QC2SAy5w8eTXz+yXO34pz1GlewYtoxmd81d7OsYml1JSUwLNh7sVifNdzj7OFZhaM5cH3wUtfFbt+xP/LcHneUx9hXVsbHWVBqn0+GBzgTixGR+/f/PKuMm9l2XLOXO0ka7RFRh0yOiCjVfrxJ7KtizhS1PL6CJt+/Y200W4ZfSlbVbIVltHnMlqjH04xOq3S+QZ0zfoN3DJqldFc9fajrhjqvIZiN3kl49fqb53/Aa9xvIrLJzEbAgwM3sC2YU4UJkywyGZFKjVIRYWfUIhI0QSUJyfulwaDUFVVgUUdECTgT+L3J4AhwP04Oh6jZJJ4T8+/lJXVYtEILACWAPOxiPLggfL9/VwsmkBnJ3vPnSUDL4AaoAaLdiACjHD6FJl4nGNuBVwxazZb9+wjnX2BjDbKaLts+c2efaTrI6wtJNP1XzB5Ci0tLeyoruaLfJ7c0BCxri4OjI7QV4jAOON8dP4DptAvgeJOSXIAAAAASUVORK5CYII=) 16 16, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe2VXWjbVRyGn3y1cc1qHK46pbXN2inrF2YgtAxmnVhRB4qTKpsf3dgY7abiB9uqXuxChnd+Mb1Rb8YcspuJjG3gEB0SQ5jYVpmSYibTdV/a2PybND2/vF5kl3UYtuJNnstz+J334ZwXDlSpUqXK/4zvapt1EZpWr2ZvczOPhGpYlJ/hwvg4H6dSvGmOwoKaLW0gvmuEaad2M70m0x6ZtiibY3bDRsZqwyxZsPBAkPC2IS6aHpZps0zdclomp3aZNsgrYP0P8umCCbTEWJ9MMW0akFdAP4yjbxMokUTZHDL1aOR1vBsWcdu1ZgXnW2xqYm18VW1EfM3YKLTEIBqFUgkmJ6GubpTWVlx9PbH8DH9cGfN3drG1o4PBSITWYpFL6TSfJxLsMUeuIqueXvb+PolmHcoXkdOdMq2RqUdOt8upUW+/y1+NTTwAEAgSeXw93/x4mrxpQKadMm2WU2hu2xCXF9cTq0igJcaj7+/Dc2qUU5vKh74h08syPSandm1/Hi8QJALQdx8fXJ5izjQsU98V4VUyPS1TtwY3ccbnJ1yRxOAmzvz6GyoXcadKOqySPpFpWF8cIb/2fj4CqA2zZNcIedM6Od2ksZ9QMoVSp9D5S8jUr6PHmb6jmYcqErgxyl1btnI+mWLW1C/TqzKt02eH8Aae5Dufv9yfpQ3cc+AgWadOJZLo3IXys2Vz6Oc0cgro4p9ozb28N1/OvCUEyE5xev9+OkdH2bFy5bFngsFj4ZkZJhMJ3ppIcxAoAYTDRJ3DDxnujkMg0IaPBmpCBZYvzwAFzp71KBYrLOJ/JVRD9MWXmHVaJlO3TE/JtFumHTL1ydStfR/ita1g43zz/msVmCsyNZHm+IkvzzloBmL46MVHB7AC8Qvfn+LvdPnWFoZAkMizzzFx4ivypidkekemF5QvoqHtZG+5ld5/m73qZ1ShRDge55WuLoZDNdysErlMhqMnT7Lby5G5XjlVqlSpct35B7edmG/BaDpHAAAAAElFTkSuQmCC) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur223861 0.6s linear infinite forwards;
}