@keyframes rwdcur70099 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiUlEQVRYha2X0YsdVx3HP78zM+fOzt7cvbsNS1zSNIltarWhRrBU8yA+KEKF+iDavFoCBSuCD/VP8EEQAqEPggiC4EsEMbZKUNqSGjS2NFYTaWoMabJuNuvNze7d2bkz55yfDzO3u93cu6mYH5x75p47c76f8/ud8/vNFe5hj323Gl3GgGna6HqrBcA1/eiaSyeSHeeXjyA+Ehw1uw1mJD4SLZt+1MJOEBMBtohbwCJYETIgBaxsAgE43RQvUHKFEqVsxiZCjAXYJp6KkCFkIrSBNoZMIEPEAqCUiuYEcoUcZYAyUCUHip0g4rtGaqvdLqQCmQgdFbpimEOkLUAIDDRoLojBEBsjXTXMEVglaK+ZA60/tu6PnT3QrN4CVoQ2QleEOTHMi0gagq74kkIMHTFYAA2UqgyimMzEMqequXqWVemh9Ld6YrsXxnnAAEYgpXZ5R4zMi2BdqdeBts14UiJ5UAwdIKgyUMeNqtCLwev1qCULEjGvXgPgRHFah8Fs98IkAKtCaiAjoiuG1JW6KIbdNpMvYGgHxz99qecBolj2G8tjNpYHq3V9LZS6FFlZEEMHTx6EHCUeF4btZ3k0Fku98zNjpBu89lFSOyVHEdJywKky17MEcQRxw4G+Wq5zSgxpksnnVLHB0zdCFyGT5uSM0/vQwJbdb0YAqhA8RWw5iGG3K/SMCLSm5bko4XiUcLzVludECW5Dz0jEfGTZH7wWKkIDMBI3WxLbWA9szXQxNbkjYEzCAVX+5UqW45SnQ+BQsaG5qyhV+WSc8nQoWdLAtSjh4yigOCDVzfnMds1xIQAwKhgxGJSgYESkLUovaUk7KAeTiOLAPvOJllXrHD1gPxGWwC0RaWsNgAgx8oHwziHYYvVG0eabElB1qlhUHUqeWMkWPmYOze82+1CMCgVKQLCAExgd8rBlzrvywEQAUZwGnBjixIoJyk0iHgoeh3KuLJVhget0zL7E0lbHGyhBDAeC15uNuFGtj+E48XEAI8qg4BByE5Eiih/yngidaEo+Uw30bFHoT9Y39B9pi3Q6lT+s3Q6vx5k8idB2JVfEYESIgVw/XCUnH8MmS21WNSUPjlyRtq9YDCXvmEgPJ23/+Y214r1Iwl8igdkZnUs7+lQUc9iXXAgViyamo6oFdRYcVci76sG4RBQa8UIDAzXaM0YWYivtMte3rAYXJeGJbCY8kg/d/tluRBTLl02suJI3q1z/lqTSRUi910WUXHWzIG0XGwugSvCOIrLkwdNH1Uokc3HL9Ku8fHs4HFwty8HecnZuL7RIE7WDW4PfTWUz/TiVjgptgq6I0lcYUNeBsfvgLoBLJ5Jw5PvOtdti+v1QOM8qShy8BlU6xJI+8tD0kam0/XiR50veQ5JIOtPxWYmLjdg0+LBihF6AAeGDEIRLJ5KP5AGMkaBQWIt1OatBQcC1UszsTHx0bi56Npsyh4bt1nJkII5kfu6B9MiVqxtn4m7SQ1lVGAiseqUQGe9+mHAM3/xBFFS1nN5lwlRGWLrql9dyXXr0YHRs30L84lRLuq0IZqaj+VYMSSxmds4+/P7l968WG24xBFlRpY9SyA6rn+gBgFZqQhxRDlbIP3vU7pnpyvG0xbNpImliSJMYYgMugA/Q2dX6yte++eg7PsQXV3rmj+d+NOh96ltZrKJOJqwe7vFS+tWTwZ5+wZTHfqrPx4ZvR4ZDUwl2ugVTCUQGigryCkoHzoNXQuX5839W9ZlXvmOWd5ofJmdCAE6/YMqaMqRJxONpQtxKIImgFW+2KQvTFhowExueamfyjXuJ3xNgZMPh8OWg9I1gYgOJqVffiiCzMJ3UvY1ql2pdQ1bvG8Cp57N3N/L1k6WHykMV6tgjkDZeMNLkbwWvFIM7vVfvF4ABuHbht78qK9+rQgPhYejq2G8dcx6c9xdf+d4D1+4XQAx0zr309XdXb13/ZeWhcrX4RgVrZd1XvvaKU8jvrJza8uz/BTB6ibBA9/wvXvx5ng9XitDs/hLWh7BeNBAKVRWKG2+fPsvmX7gdLbrH79LcY4Fda4t/X0tn913p7H3ii2KM9R5KD8MAZYBi6PObl8//8I2Tz/y+ec4Bns1Xm/8ZQBsPJA1Etnjh11d9kL/u2vvph4OZmi+GVX/19spbt/995bXLr//spT/9+NhvmvuHbJbhiQA7JqLGYiADOk3LgHLX3iN7Fg5/ac/GneX8xoWXV/z6co8641nqI9hnsxJOtP8CTt1IbLYHKRkAAAAASUVORK5CYII=) 16 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUklEQVRYha2XT4wcRxWHv1dd3dPTO579k/XilR0rsWGxhSOElj9S5AMSB8SFyApCQhwRAsMBCXHgEpRbrhgQQeIQIQ4ckAEfEgUUhIOciIQgCKxi7EBCHLKJzbBez8729HRX1ePQPfbind11wCU9TY+mun5f/+r1qzfCHYzjX6sAzITYOgIQUBxSf794Jt5zbbkD8a2CdktshQhAEHAKjjoC4PaC2BWgEa8FhUSEFLAoKXITImyJAsUBhULZXLuLZ+LwrgG2iNfCtXgHIRUha2CSsbgqOUqhkBPIgVyVAih3g5gIcNN2IRVIETpAVyK6gnQRUE+h4wUMRoQEQJU+Qfuq9FFypQajzoltENsAmoSrLYcM6IhhBsOciKTBax4cToSOGBLAqFIQyI3FSiQZqrkGehroA/3bnPgvPbvDDhhREmrru2JkDkhdqesC3bjFkkSyKIYMMBoYqOdtN9K/EbQfxdIVw7yqBsCJEprk3DYmARjAqqkdEEMHIfOVrhthwabyETFkGrjkK64AmIgjJuZ9cSTvcUP9va90rYHoaqBQoUBvvjXhdrHb7TeAHTsgRrrqNUfp2FSWxWCrIT+pcr0wvr/M9XxV8FMxpLYtH1IlVU+BkS5CJnWyWsA0Gns6UEMIKYoJHhfFHBFhxo30rBhJokS+AHoYhCSTf7gRP/Kl/jJK5JS1HPJeX4uMJAipbq8bkx2YAJFqbZk1Efeq8ndf0otiHtbAsWKoeXDqVDlhE065klVV3jCWQ4Sba4+ffmK+TQIYv4JGBCsKqhgx0hGhl7RlRoMeiWPKo/fZE0lC4ipdU1gSQ4JyDZFpBYOCSL3WTno7ORBu+6TJ6ETQUlXyVkzn4KIs7Z83hxuL82Z+AjiBMKHKbKsDkwDGh0oIgRKDiWMxqlxFuN87ChWeG1WEoiDMTJvDSSyZBn6DEsRwvwa9OhZXxTUleWIl3M0BJ0IZRSSIulBxBWXOJPLhajP8aljo4/lQV9IWWWdKnrzRC8/EbXkQ6PiKK2IaB5oqeEcATZUaTy5VyYNnoGC9453guCRGl5MsPDhYH6zYSF80AnOzOpvN6EkxfNCXXAyenkSSqlJqvTXleN07qYSB5khVT65G+2JkIbLq3Ej/HBFcFIXlzrQcz4fVfdPdFiLyaTFqQ8nLbqSX47Q+Nb3XHkqJUm6B2BsgBJx3WsQtscHTF9SaSGYQCj90K5vD/j9Ho8HCaOGe90KLNNF089+DZ7NOt29bJgWsBl1DGaDkCCU6eRu25cDFMzH79gmHDkfWWkoN9Amsh6BrXjEakb3/2L7lj35s8VM28mvBQ2wl6077VI3PxEiiQdeAdWCAUmiThJOak8nFIZKAUrRaklSV5iFgxBCm2tjZaXtybt5+tt0yx8oyvWYMxFYW5ufTY5df3Xxmdn/sRBkI5CLkXilF3uVb0EoJanCdjglTUxJWL7tr+VB7S0ejLx5aTB5JYzPTiqCbRQstC9aKnZ1Ljr/9wsqVIq+ueS/rKgxg52N4PHbsiD757WAiQzLYCOXMtDmQteVLaYtvtixJYiC2YA24AHkJean9jY3yMa/xX3trcuH5b5neB77urHPqLn1n575w157wocfVnjst7nNP6Fes4XQUsdS2JFMtaMcQGSgqyCsYOfC+6Uo9F9YGeuqpr5rebuvDzoUIgHOnxdWUIYsjTqQWm8YQR9Cyt6KdwFQCUy3IarCTnVQ+s5f4ngDjMRoVTwWlbwRjDcSmtr8VQZbAVFwDJFFtqSoo9O8awNkvT71SDDd/UHooPVSh3nsEUguJBRHqvkshKPnG9d75uwVg4VHe/Muvf15Wfr3yUDUgIwelA+frqPz42q88/Y39q3cLwMCjM89996FXNnqrv6hCLTRyMKxgo6w/S1+74hTy9X+dvQX//wGMO6MEmPnD2Ud+nA/LtcI32V/C5qiOYQWVQlWF/I2XfvY8tzqhXUe0x+/SzImBfTfefLnfvufI692DD3zcGJP48VYEKAMMC5+/8+oLj/3u+w+fb+4bH0D6vwJo40DcPFH21h/Pva6SrHQOPnDUm/ZCMSrX+9d7L11ffe23l5994nsv/vDzTzfzR0BFfbLuCLDnv2NqGzOg20QGlN17lw8snvjEgeGNq/lbf3qy5/PeGrdasj7jw6guxzuO/wBdDDVdv0KVcwAAAABJRU5ErkJggg==) 16 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
}
div.testarea{
animation:rwdcur70099 1.3333333333333s linear infinite forwards;
}
