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37.037037037037%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,40.640740740741% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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46.296296296296%,48.048148148148% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.148148148148%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,86.937037037037% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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88.888888888889%,90.640740740741% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhbWXQW8TVxDHfxulcRpFOfjgVm7lWiiNls3O26SKaBRVStITiBZILnAtappwA/XSlmMg+QRRVUX5DFyg5ca5F9CycqUeIuos60IJaoVSF2yvp4ddg4VCybrkf1q9Hc2bmTfznxmL7BgGhoDhKc/bRpWmZeH7/jtAHdjrQeeB4QJj30HxojFhGyptqDQhOG1MCIylMoeG/AKULhujTyGYF4mMMbpsTKhQmZ6YUCB/mAb0A04dRo0xChjAGGM0hiA968+isC+jAS2gUYfGB3fvjncO31OtKWBZVkfmUFG4CeU1sAEzLxI9hsoXSQ4UDvtygMELYF8H1xij96GyIhItJwYNZFWW9QkAnn4PFKHdOYgtq/hD8tnoQV82KDi7sBXDdt2ytA1xlMvpLmwpOFn1HSgCCqowoLAB3BqEWg2+nlP9+DPHeRA/e7YwCDXglsJGKqtZjXilMR2FCtcURgDWwVnyvOhJPl85KxKlciOpjGrGfHBJCGTfGk69utbt1SyUWuBeEYnmoNQl2zF04xV39ad3PWfMYWBs2hg1IuolZFIABlOFjsLDjuddGJmE8iSUeelfGolHXTkxmOocBZzFxOAxkp5C4bRItQHBU/Ab4J8XCVeSsrJ3YWsPVvfxpI+UCdnn+fZgdRc2AfsC2DehvAulf2D0sjH6LRSBAibhdX9ZpCoi8XHXDR+Av+K60ZKI1nI53YEz51w3nE0sH9nvwvRsZBZK6+CEcCaG7dvgXAd3DezPwTHGaB38SwlxHeEjEW1CUHzhjZl13fAeBPcgiCE+cfRo9Dif96+4bpiG3KSh1q68MJNQboG75HnRDEz/bVlqjNHuvkHKnm0IpoxRpkTiJgTzrht2C4lILCJx3bL0GBxbMqbaAvd1BlwRif7K5/2TjhPFEO9AsJN2zo5uG0yrYwBw5JJI9Qn4ItI8Bc462DfAvQNODNs7cGYNnDl4v+sJhvd7gjkonRWJQliMcjldMkYviESPwD/R1b4b4HuepwCFb6B4WaRZh9FHUPoRystvMAmXwT5vTNgCvwV+/GKAKZB6MraQJJhDUioFUiL5rzKcOHgZDgAFz/PU8zxNB5fnZQg9ENEnUL46Ph62wJ37n0T02n6wHxWfc93wz3y+8qXnhWuppz1Q8cG6cXczUni4B6u/weJJ245mYDqExT1YTcOeuRllQtqON2u5nMYQ1y1LY9jehc1e2nGvsJdEdAcqIhLfSS62e1HUy0Q0+BX09bfb9zsjUQ36lpPPzCNZL3j3vEj4B1Rmx8ergFkH+6ekHA9/KPWM0QYEx7uo+1SSFyUSDsmErE/QjyoWEFlWsXN4TyQYSsI/wCEvJiNvW1bbgr4ZqE2K+J+K3Pg5CH65KvLrQrKYvsyYbxQuMHZapPoMgmaymFYuilTTASPzcmplkO0j2QWGgGER+f2t9MftIPiQxPs9khX9wPgXhkbQ57FRW2UAAAAASUVORK5CYII=) 15 15, auto;}
90.740740740741%,92.492592592593% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.592592592593%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur20569 2.7s linear infinite forwards;
}
