@keyframes rwdcur88793 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhe1WTUgrVxg9TaN9Th6ZeWMFDVJEyoVJQKILCRVqSQnRjVkY0JWUgpuC3XQTXVjoo/BCFyUkBTddxOfGLOquFkNCFwb8edX9pOKkqCR9M2kSg+TdRG8XTtIXdVLTLtx4YGDm3rnzne98P/MBj3jEA+Oddg8QQgDAZLB9JctyW997974vMsY4URRfcBz3w+Xl5XcXFxffmEymr20226Ldbv/M6/V+OD4+/ls6nX7T3d19pWlaW0RaIhaLfTE9Pf06GAwyVVXZTWSzWRYMBtnU1NRfoVAoQAjhCCFGKrWHcDj8vSRJdxq+CUVRmCRJbGlp6UdCiEAIMf9vzyVJutNYJBJhkUjk1jqllEmSxJaXl7/VSfw3JRhjnM/ne133nFLKtra2Gob8fj+bmJhoPK+srDBFURillCmKwrxeb9Hv9w/p4TC0Y5iEoii+6Ovr+9Tj8QAAkskkYrEYKpUKHA4Hzs/PMTg4iNHRUSwuLmJ1dRU8z8PlcsFisSCTybzHGHt2fHz8K4CKpmlX9/aeEIL5+fn0zbivr6+zhYUFVigUmuJut9tZIBBoCkM2m2U+n++UEGInhDxtpcJdBExut/vNXbF/23gdBwcHt/KAUspcLleVEPIRIUQ0ygXDLM1ms531+3g8jmQyCbfbjXpI3sbw8DAAQNM0mM1mcBwHSilKpZIZAAeg89YhHffO0K6urpb7xWIR5XIZtVrt5lYnrh1tT4He3l6qH4bH42l4XiwWwfN807vVahU8zzfWq9UqAMBqtdby+XxL4oYK9Pf3n+Ryuaa1eDyOtbU1FIvFJuN7e3vIZDJNxlVVhSiKeQAUQA3AnVVgSMDhcPwcjUYbz6lUCrIsw+l0gud5pFIpHB4eoqOjA4Ig4OTkpEGCUopoNApBEF4BuNBJtKXAlcVieZ5KpQp1FZxOJ5xOJ8bGxgAAp6enSKfTdbIQBAGCIIBSClVVkUgkyoqivARQ0Ancvw8AACHEHAqFApIkMUrprdLb3t5ulF+97MrlMisUCkySJDY3NxclhHxMCOlt9U8wnAf0xsH5/f7wxsbG55ubm7DZbIaE655PTk5iZGTkl/39/TCA3wGcALgwmhNaDiR687DOzs5+tbu7+6Xb7bbOzMzAZrOB0n/CqqoqotEoEolEeWBg4KednZ11AH/oxkuyLBvK/68TkS7f06GhoQ96enoWz87OPsnlcu/rTQZWq7UmimJeFMVXR0dHLzVNOwOQBfAngLIsy7caQ1sEdBImAE8AWAGIAAQ0dziK62wvAMgDKAGotPK8LQI6CeC6cT3RDdc7HHBd51S/KgBq950NH3wofcQjHhx/A/POncsCKQ/fAAAAAElFTkSuQmCC) 14 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhe1WTUgrVxg9jT/vkTzF3hSpIZqF9YMxKI0gSMFaLCIUUUTcuNBuBCl1/54LSy2FFwqWKCEI8YE8hCZboRZFsKj4wyvZGJERNCk2TdqJDTIGnURvF06mRjMx0oUbDwzM3J/5zv3Oud+9wBOe8Mh476ETiAgADDrdV6IoPuh/RYUO5JwbGWOvjUaj+/Ly8odkMjlhMBi+sVgsr+rr67/s7Oz8qK2t7beDg4MLs9l8FY/HH0QkL/x+/1d9fX1/O51OLkkSv41oNMqdTifv7u7+x+VyvSQiIxHpZelhmJ6e/lEQhJyBbyMUCnFBEPjY2NgsEVUQUfH/XrkgCDmDLS0tcZ/Pd6ddURQuCAIfHx//XiWRNxO6nZxz4/z8/Ldra2taWyAQyHrf39/XvpeXl5HRfXFxEdvb2183NjbWAHiuGjcndE3IGHtdVVX1eUdHBwAgGAxic3MTFxcXqKmpQTKZRHV1NWpra+H3+7GwsADGGOrq6mAymRAOh59xzt8/OjpaBXAej8ev8mUiC0SE4eHhg9u6r6+vc6/XyxVFyTLg6Ogo93q9WTKEQiHe09PzBxHVE9GLfFnIRcDQ3t5+ca/rbpgvlxdaWlpSRPQJETE9L+h6IBqNlmbeA4EA/H4/gsFgzrE2mw0zMzPo7++H2+1GKpWCoig4PT0tBmAEUJpzYj4CN1FaqjtfQzqdBgCcnZ3dmQ6guNBYAPJLcFP/DHZ3d++MkWU5I8EXRGTVqwm6rKxW6/HtchoOh7G6uopUKqW1BQIBjIyMYGJiAgC0PkmSwBg7AaAASAPIuQt0Cdjt9p9nZ2ezgh8fH4OIUFJSou15h8MBh8MBn88Ht9sNAFAUBXNzc6ioqHgHIKmSyAndU81kMn23sbGRiMViAACLxQKr1QqbzQYAkGVZIzE1NYWhoSF0dXVBURRIkoSVlRU5FAq9BZBQCRReBwCAiIpdLtdLQRC4LMt3tI9GozyRSGiaZ3SXJIkLgsAHBwfniOhTIvow35mQz5lpt9s91dvb+6a5uRmRSASpVEp7GGMwGo2a5pmVt7a2oqmp6ZetrS0fgCiAU1x7ICd0S3E8HofZbL7c29v7dWBgIO3xeD6OxWLPbDYbysrKtKBFRUWIRCLweDyYnJyU7Xb7Tzs7O28A/A7gTwBnoihyvTj33ojU9L1oaGioqaysfBWJRD6LxWIfqEUG5eXlacbYCWPs3eHh4VtJkiLqyv8CIIuiqLv6ggioJAwAngMoB8AAVCC7wim4dnsCwAmu034uiuK9xiv4TqgeJsUqkVL8V+GAa40V9TkHkC70bvjol9InPOHR8S9urcpFmNfx4AAAAABJRU5ErkJggg==) 14 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur88793 1.3333333333333s linear infinite forwards;
}
