@keyframes rwdcur53269 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAER0lEQVRYhdWWbWxTVRiAn3tbupbuo9ncuumY46tuTGCCMoaCEj+hKAisusEQDVFQggk/nIlhyv4oMUqiTvxICOLcSGGMGDdJTCTyzT7AhYFjMzC6sbWwrh2s7d16e69/NiQSoa5u6HP/nJzcvOc573nfkyMwSJUddWj8vA2B0aTKjrqYInULtepiitQbZUYascqOusNWxEvaDzhKJQBqgcpoSWiHBq1yHavtW1ALVL6R32b1aKwOiMD13e+wFQEwh2WjtPwgd7IGrlf7He2C/ywHDvxZpCPFTaneXc5HRgMuv0ShIJCkqmxans9XoyawbzfZuTmc0o5JRg46OVEH/f18IgjMC8IL+fm0jKhA5S7WZGYIX1ssMwjJPvr6mrnWZyA4EKDxNAgqC1SBxaebeWPzZpRIBW46Y1VF6nKqmJMaiInJ4mD5Ip57/SqBwDkMBhfeXuFHn08FWLp3L5lygKdsK9g1XAHxrxPL8ynzeNh+9FgKknQFT2cMm1JXIgey6D4/mylTcrFM1pNhIWmcmSuxsVTsqaAKoKKCCf9U4G/7vWYfn+bMMq7XRT3Ioe/SKNswFRWZx6whJq3tID2tgbRJQa72NlJf9wB648XO7u6euxWFdXkFfBGxwO4KTsSbzLOmT5OQ/ZPYONmGjIRCiLtSFdo7fLz6cRuL1l2i19NOlD6Kvr42authYIDXlr0YXufcdARD5OWT4/G6yutP9pKYGsWctY0ohJBQubfDSjwplG3MZlvhE6wev5Rux2RMpgyyp4Gi0hRxBoY4fghPXPR8kyTdg7/ByPvrjRiIJohEP0FEBO5nHuc5yXv7Whmb+TMnT7kIhZhrW8HhYWcAwG5HbG/H4bzcjNlch/bXR5nITEAlm2cYgwZl8OvHR8KEPhIT9Rh1S5TjNRsUKyVJEQnYbCh5BUx393Tt8QfOMav0c8a/XEMQgXbOIiJiIo0mjpDFfN6ZNhdv13h8fp2oasRHgPTbCYR11ysqx9zu9OXx8cdZXyrjajHjPpJCP34GuDT4l0AXncQmCKRPPISyoMu8dSe1EWVgiOgrfOboaGtuOisTCFwgKF9DQeFx1hBLHHp0NLIflRA12+PRjUlHgIvhxA5LYOGbDOQVkBkIcPjC7zP58OBvzF/lQjv7IBJO7iOXZCzkLrnGwzYFrzsFR8vKhHBih/3wsNsRxRC9vp7C6CcXNhATY8LlMpKYAPt3mDDEiTz7SideTy1nzpj56YenHfVbx+UCndUURy4wKKEXZM4km0ntdqPLtGShH9tGlE5L79U4vN5LGAwhWlvp/P7Ld6e6f9GsAnZWU9zzrwgMUfktyYqGtFAorVSjcbRotGwLyVhEGNsPe6UOq1T5Vs4MoKmaYuetYg3rxbOsECfgBMdDN0xfv3Ss5OgBE+AfTvz/B1ZKTFZKwuqiWzGsAFZKdEAGcNurdkQEqikeAM4ClyMVuOP8ARz9sOyH7OQ7AAAAAElFTkSuQmCC) 3 3, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2WXVCUVRiAn+9jBRZ2ERQBIUVB1viJUCdBJzGxyRGYyIJtwCynnCbTqTupi0i5cPSiLqKapsayJKGVv5myMksaawQsMkUNIZkARZCNZWH/d7/vdAPWxCirCXbhc3XmnJn3fc573nPmSIxRb0KMjzcYkZhO6k2IAkrFXk6KAkrFP2WmGrnehNhvLOUZzR5OUAuAKBFMl4RmfNDp+4nNpr2IEsHHvlfYPB3ZARm4tvv9xlIAVvLENKUf4072wLVuv6O34H9LY+PfTTpVTCj1oYO8EaplwOFikyQRJQSvFRbz/rQJNBwiY0UmpzQzYvB5+2lqicbrHXhLksj2wpPFxXRMqUBtNVsMi+Z/kGSIRWIYm62dUZsWr8fJ6TaQBOuFREFbO9t27UL9rwITzlgIXFfNPcTG9qDXp3L8YD6PvjiC03kBrXaAYav0ld0uAB6vqyPZ5+QR40aqb1VA/vdEYTGVFgsfNreAdVjiz0thlMVvQnGlYu7KIiVlBYakYO41EDUvmsGwMKpqqqgHqKoi4WYFrnvfv2ygIitT3h6qW853HyVR89JSPLjIzvfxVOVxzH1XmBsfwIj1NK2t9+H1hl51eZqjVJWtRSW8569AwPUWHitg5+iIiLvcncVnnyQxdFEg8NLV4aOpKo7K3QsInhnIkodCUTwROO0LQ2Njo3C4uvILN3DFVEOrPwITjmCcomIyB83RB4ftv/Hmpy2sfeEcoODGTlx3HhHMobI0hcrnc9iRlUykzo5eH0RGOqiCs/5WYNInt/kHLIZFAeEzw5fRvG8Je7aHEogeH2482JCRSSOHLn5hZ0MnutRqfm4VKAqrjBv58ZYrAGAyIff20tN2VmHYchLNr6tJYBkSKhk8jIYwVGYAEm7sRCywExkZhyExzYeLdn8qcEMBoxG1qIT7B83UWCxBLH/nXRK3fIFA5RLtyCjEk8wZjpLGWl7PWIW1PwGPV2g6Ljybk0f5DeNPKjCOKmiyjrixDDWzraKL9DWjaNDgwU4P54EQAgnistSNfpaMqrqImte7DiZ/qPwS0A3y9rEjxf1Hvl6Pw/EHow4nCgrr2IqecILRcJLPESKEbw/oGbWm43Lohg5TNmlsvwRyX8bz/c7kVP3M9hNORzh7GjtY8/QAmhXHcNPPYrKYSyKLV7tIeDCc2ZGj+NwhDn9i+/3xMJmQZQXrnNlZOq9rISuzLyJEH7JI5OgBPbNi3DyQq2IeHKCjA86cSjr/zatLnjtMWfNtERiTCBae6HNhuvh7nO7fA5dmDIGkIzjIhs0uYTbLaLUKnZ30Ve/etcZ5Vko7TFndbRMYp/YAMWoA84eHcvbp9L3ng7SdFYoPgwwhbqgLV7DlbmLkVmLfFHmU78ijfNGUJ7rLXaaSvwAYdKcEbOYmcwAAAABJRU5ErkJggg==) 3 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe2WXVCUVRiAn+/bXQIWAUdZmMAQqB1ARQJl/Zmg0pySSgvZBhjTmdQmsZrphqYZL+SicppuIrWpsbGphFnlZxirGZmCihDxN0BklMBfUHdlXdiP/fbvO92INTkpgWAXPldnzsV7nvOe9z3nSNyk1oYYHb9kRWIqqbUhVlEmttMmVlEm/i4z2ci1NsQeaxnr9B/SQjUAolgwVRL60cHZwBHW27YjigVfBd5l/VSsDsjArd3vsZYBsISCKVr+JvezBm5V+33tgv8tjY1/FelkcVuq9+3lY2MYV0dU1koSJiHYuqaIz6dMoG4fmYstnNAb4lCGoznRPoDP5/pEksj1wytFRZyZVIHqKjakpUpfmM1ZBPweFKWLYXcYPm8I7Z0uJMFzQmJVRzel27ahTVTgtjMWAnXgiiDWdIxp0+bQsKeA/E1uNK0bSxi4hoZ+UBQB8HJNDWkBDyusJVSNV0D+58SaIr5xOvmy9TCoqh3HxUjKzasRvhTsvXNIT1+M+bFQUs2Y4mNi7ZGRVO6vpBagspLk/yrwr/3+fR0ViyzylsiobJq/TWb3xoX48LLseY2N1Qc50yGIidcjRBO/Neci6wLXVN8pkxCuNwqL+WzcGRhF8ZDze7uG68YRUp/sQaAhCNBwwM/mlDzeWbCcmopkoqfnkDQ7nPQ0o8mycCahoeyqrmLThAUKi7BcH2TvkWNgmhXC0tLjCIJ4UZh96UVmEM7B9xPZUbKc93LSkFQZk8nAnLRENEHnWAXueuW2/orT/KguOio6m9bdj/PBlgjCMOJHxYsPmVBSyeY8HWyrO4sxvZ5jxxWCQZ6wltA87gwA2GzIFy9yoaMzyA1nG/qTeaSQBQgyeRYDejTc6AnBh8KMZDcxMdPJmEsAle6xZOCOAlYrWmEx8+0O9judD5GzYycpGw6goXGZ08joSCKLdhrI4Bm2WnK5dj4dh2ORXmfkkQkLjKIJDrmGvDgHWymt6GX+00PI6PAywjlOAhJ6DFz2XEAyGLnSH0fbT6U78imPuycCEXY+7e2ju7MrwMjIOYYUlSBBVvA605hJKBG08R2CcA7V6llgqSc+eaAZGLwnAivfxldYTJrHQ7MWVPjol9M89epVDEsa8eBiFhmYSCTnBTvL1qm4nHnoZMkOhNwt9pifW5sNeXiYzN4+N4mJhync6cbvd1DiSaepqoeY+BGWrlb5+ceH6e83oKr614AWuHMnjFnAakWz2Yjp+YNTbrc/4VxfeEjGvASiprewuMCNW5FoapqLqkbgVgKO6/0L5gGBu8Ud19er+mvijrZsXhOfdOnN2IT6ozo9u4IBzDKEe6EmOoh75VqGxhN7zORTXpxP+VsTjTORL1cXEDpRgQc84E9QPZ8zUsZMVAAAAABJRU5ErkJggg==) 3 3, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur53269 2.0833333333333s linear infinite forwards;
}
