@keyframes rwdcur103984 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYheWXe0yWVRzHP+d93gvIq8hFQFBRNJ1OZeQFbVnW7KLTZc28paG0mcPNpi7TpWnWH6yZKdFSKhuunImaZWkXNW+pW2VYGgoKDIjkohC8wMv7XH79QWgk73ix0j/6/nmec77fz/n9znm2A/93KT/jcrvy7P5mDkkX9J/PU5AbwrIXYsk67KS+3sdbzzlZ9XIRNaU/gFELYoGmIGwkqP6kb+iGTzeYPNRG8goberVJygyN7Nnt79V/BbplgFUDvRKh31h2bopi+sRiJs+JIibGwbuv5YK7ApqqQQsGdzS4BsNd0exfK3xXBGs2Kqi8ClccUBzabp7Nb7HqFoNnDfbwcDhfSGEN4PZy8HA545IdJIzpA00R4OoOdg2UExoh5QHYdhQS44U+fYHTka3h7cofgGqlNS6fAk8pVYUQHeXBW1VGymPnWJkWzZy00eAdAM44cA1i4MhI7k+CHfsVkaEW1TU3+wVegVY5HSAaXcPhap0OegW4iln04hWmPKShDe0HjiH0HhjKsvkai9YL1MOhszbczg7dAwAoXQo2hcuEPnG9IDYJBgzDFx3OjPfhRHYIYVND2ZVpZ8MxaKpXoEH/CKh8z98RCxygxSGomW0f68xb0hvcfUFZ4KuGcuHQeZg2QiivhYhwIArGPwIhIX/z8CO/17CNfp3F7FTBa2uxU5aJWE3Q4OX1g8HsXmhR47WRV6oYlwx7Uk3CVWDWHbfgzx2sHqsY3QNwOxB7GJqrK7hsaAJhDhsZRxRmEzx9L38N77AHgQBcN9pyUFicqqBnBKYKBZwYCkLsUG7A448K98S3XROQcYASgK25Bi5N8dS6FvZRycKSJxVlXmHpQAt7J3YPgZ6BG4by5rc24qIUxzdbHM+HhBh4oo9OTpGD5K1ap8JvRQJIlTSKiE9EDClpMGVajghpIq3f/6vwNhCuV0XePmdKjeGT9BPG7Q0fniVS2azLhWZTznoMMUWXpd9YtwVCzhqmFPh0yakwZV6OJaSIkCqyJ1+XlV+bnQYI9BrSalxeK8zM0Yh1Kk6WAV6gHua+Y0e/YRcwRGcAKBKLuZkaVaWKYKfCbVdgGmhyjYbCOtZvEXLyO9eBQAEEYNNRqK2HSSMg1qFT0QzoFqbpBW8VeHx8WdB2zb8BIABZZ4Qt+xRxPWBBsrD6lJ15I4EgJ5gCug8sHbcGiaukzdp/CkBejcmCDGgqgWseCHUrjv+kmDIMiAaCI8AZCjaDowfqmDUBiDgQiHWHAAJw7DLwG9AgPDMY1mXBhc8MJq412L4QqDWhOA8u7efHnWdwYUJwYAey4wpMFRITWmbOn64wDMje2wyV+dR8kc/J0/B8SheoCgdnFM54Bx5LgzofxGV0aN8hgAqCIJuN/qMsxiZBZnodXL0IVj4El5L5yvdcPFPLpg+T0LrE4qsKJqqHgCMSFd33lgGu/1CkWTiRB2unQ8ZeIFQHqw7l80JjBbir+HT3JX4pMZk0JR4aQvCWmURMHYxo3W/yC7gCD74hML4ZrsHlCugZZnFfIiDBYHcjhg/wQUM52EvY8UERD08IgcQ4XvpcY/kkFxS7cQ7fTcLMXL8V8Psw+aRY8Hha7n3aGMH5rGL7ctj2kcW+XeXgOQL67y09stnBvJuUJYMIi3GycbNQ8JViRTY0uqGoEi4sVu3m3fG34R3XH7bHAJX2Yu7XAAAAAElFTkSuQmCC) 16 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE80lEQVRYheWXa2wUZRSGn5nZbbfbK2hpqaVQtgilUNIKVEFAkSBEJGJQAYWAEMMlGiBemhgNiGi9RNQEURBIhSA1RmJAQS3XUJE2WCJthdIWLaU36LZ1y3a3uzPHH4sNly7dLVF++CbzZ+Z873nPO+c73wz836H4uS//VT7VX2TKCoFHhKNuYVGuQGolpO7DnHGQsctqeSNfWJnrJmmZ8GWVQNplyNgPtlywrGfmJiE6LQ96r4XYjX4Vmfw9qPjuLFgs5Kzvx/T74PPoONB1PB3nKMgvpmB3A8T1Z8P6EMYneyHSClp/uOhlzNI07BWVtNrbIDIGjLCgrZLO6+F2mbFBJLdYhEkuIeOEkPGjMOqAkFkqymyRcw6RjNUijHDKY+81y4pdIvT5VkjZItdwBeHAP+9KaKli19ZE7G1RfL05lJmPDwZrIzjOg9QjF+JJntubs18I4xxhJEUbrHu+BOKtINr1fDfAbw90wrgEWh2HDwiJKhAbDpEDwDoMrAmguqFdJ69IYdsyDx/vt0J8Cig20O7ult6vsk4HAEbuh9AhkJTAhR06d6IyeZvC4SLQ2kAPhdkzYMdkg6/OQ9FxFacOn8zqpO+xA76FooDmgDaDpBc1hn2ksGay0C8WdB1wwfFyqHApbCwVyt1wqFyu5eihAB9OTESxhoFRj37GydljkHda4aVpQCgoJqiugXcLFV4ZrnGuDcpeD4w6kCgFQPb1B/GA1g6KQWkVpPcTCAeJghCgqAYG9jE4tbh764MR0ElkioonJCIG1axyqAQqLsDT48BigocmCIsn6NjM7oCTBwvfXl4ooswTYalIwluG5NcYMnSLISddXhFx33TPdwW/k7ALKICk3wM1doi0CKOThb59hJMLhIIG4bPmkKtj/xUIID/VeKTgkoiILiJeWVWoS8ybEnT1tyTicL0hs773ii1HF+YYPU4erFUCMDdPKLML0aHCoiyDNJPB3gYv2ePDe8obhICFIswTYYlIwlpDjjYZMmWvSKvoIuIK2oVgmlAAzF4w8I3fFx6Ab05AwRFYYoGn0rWrYwNyIRgBMLUaT0sThPVi1BCVicNh9Gpfnj35KmWNKn94PAwwmwOmDFTAFVsVX+moDEuG0hoFnKDo4NRgcAzUtgbnQiCT0Jd8/Gkwx8FdEUSnwrMjhJzdgAOkA+Lj4bUxwppCuP9TuXbtTRCYAyPzQcJBTBx7X7BFCCv3qJy5AOZQ8Jhg9BBIi9CZl6lQYdKY9ouQfW/3bdCdAF8FWhyEJXDwA4Xpr4IqCg0lDqAZj2aFsDsYbFL4rUlhTraGnDLA1Xg1xy18EWWdBC2RlKEqbaFw8YiLhuJaaCmBpnLoEGhXmJ8FCzarzM9wQHM5mH+H9B+6pe9egGUQDz4aQ85SeGalDkoFOMt8x3JIHPSK5cBWyM6FX7d7USwaTyy3QW0ruOt6LKBzoGSNtTJ/Csxc3E5rdQ0YdeDS4ZIFGmPJfg4yE73sygMi69nyznE03UH61EHg8N7Adz389oBpjuCthnWrYPtOoL4O1EoQsA23MeXJFKIsQmEx7B5oghYnhFSCVsvOl6uYm7uQisISnO61YIRD8/Ku8/gTkP8hWHQ4VmFgRKpwOQT0cBasyqTdrrPp7Z/p+CuWuEmD6Bt7xUwdEAdYL2P/002vKA2nPQ4tdRb6oa4F3PZ/w9uOvwHgNBrYbPxJpgAAAABJRU5ErkJggg==) 16 15, auto;}
}
div.testarea{
animation:rwdcur103984 0.9s linear infinite forwards;
}
