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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRYhe3WS2vUUBjG8Z8xxmG0aKfQhVgvGynqomgpghtFRMQv4N5vJ34CoUvBRRVBC9WFVLDesLFqGadjTFwkR+NoO+ngQnAeOEzOnOQ8/3N738NYY/3v2jPCN9Ef6vnAf4P1bRWPYBwh2mC+qJymeFQ9htIYpClAVJV4nXNfiSNmc6IIq7Ri8qM8RFYZZ00gmizBD/O3LPSIO1zrspYTF2gz85LFhP6pEqJflQCzLURTgOQtC12SNqf7JB+4URAVmGAxInvPSpveGZbQq4FsC9BkCSJEPeI2p7doveTWJseqtnyTo5PcPszZlBW0/FyGP23SXzofav6G+Q7XvpJU5ic6tK6SdGh1OZZys8fEca4sMY+kGmBYwpEAbDDfZrbLWsqNLkc6JOer9vPoEPeY3uJSSjrF7DJzNYAdR7ijirKXk9WGi4JpXaGeE2flUs1kDUbfCAD6vCgqGHgw0F6vF0SfeV1opqEAkzz6yLM2MxMstniX0g+mD5DST9goWJpkeo3VOZ40ARh2DCPlZmovc6HN3Bcm1ssNNx1eStjYx939dN/x+Dr3Sy6b6NrhKDY5hjmyfWTrrBzi7GHubHEpr74vWIrpv+bpgfL895RHMASikWcgQIZZWNjk4HGupKTfiHOiSaaXudeid7kMQp+qkYfRZ9t13jgShrLMwhdaU1UuKIhe8Xwv2cUyKdWNh0bCXeWCAZC5rMoF1YYLU143/iu5YBAi/A4GmRB669lwR/PdAASIOsxgkMn9ficYeh8Y5UZUhwnPu7qEjDXWWP+UvgM9psxVK9w8WQAAAABJRU5ErkJggg==) 15 14, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe2WO07DQBRFTz6KoihygahYQUSJUyCWQEedxVBRsQY2QENJSZHWaWlAWQGKRBQlKFg2xcyTXyb+jE2DhK/0ZM94PPe+z3ygRYv/jk6Df7o57cTpc9uF6Dcg7jqmScW8hfgKELK+evZVvxDH1uS9UoSPAE0+cMwVsFeGjwjfCAj50NoImKn/nyzpF7DlMDV7SlAnAiIgAO6BK9u3By6BO2Cj5pQ05BWpN4Q4AM6ACfAM7CJIU0gjSIEdMAeurZiJHR+QpaqQwEeEFN0MuIhgGNqPIRCZyJwDN8AY09aFWjq5jwAtgtAZEGbjJE0DDlfJrwQcjV04HxaHY/R+4T+pBxJMtb9OYSOkC2BqKn8JvOC5/gVVW7GEdYTJ7QlwCtxici4OLIEHYAV8WFthVsUWs1JyBfU8BHbIaqBn3yUA78Ab8AisrX1a4h1mX/i25GkRQRVkExpZCzDRGJMVW4zxcmNtjfFcvI+PZlWTV0Fvs4IY451UeqL6NLF7ODUSIIRue5sjQCIhVui5wPc+UHYaCvJOw8oI1LmQ1LkPJKqvFE1uRFqMvNe6hLRo0eJP4Qdttn0Lcx8x1gAAAABJRU5ErkJggg==) 15 14, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe2WP0oDQRTGfzFrlBBWkFSeIFgJ24hHEG9gY+cxrKw8QQovYGMT8AC25gQRC2sJGGKiyZpYvHnuZLLZnd1KcD947MwwO9/3/swfqFDhv6NW4p+tlP7CGXP7GxGUIN5yzCZV8xbiK0DJAusbWONKHBvTdq4IHwE2ecMxV8DMMnxE+EZAyXeNNYFz6/97Q/oJTFhNzYwMFImACgiBG+DEjM2AY+AaGFtrahrSitQbShwCB0AHeACmXVg+wbILS2AKPAKnRkzHzA9JUpWKeo6AGuLRDuL9BXDWhb0IiMykCIIetEx3gETli6QovxGhayhahIEhtMnteZqmBqu7JHNxX/zO7Rtz2w6h19q+KdhGvHoFjnrQjqRPH7iUyh8Ad8AI6X8gaZgjaUhNQd5RrGFtIjneB9rAFXBI4uULcAsMgTdjQ2RXTJCaSN0JPhGokdRA3bQ16s+sej4C3g3xFDkX5oa8VAQgOYSaxkIkGi2SYosRL8fGNA3qfby2qrV4HuxjVhEj3mmlL6wxm9i9nEoJUEK3P0kRoJFQ2+i5wvc9kHUbKtJuw9wIFHmQFHkPLKyxTJR5EdlitF3oEVKhQoU/hR8ULIckBrWmZAAAAABJRU5ErkJggg==) 15 14, auto;}
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}
div.testarea{
animation:rwdcur25636 1s linear infinite forwards;
}