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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+klEQVRYhc2Xa0ybVRzGn16AQVlDERdQOwdOZaZgABkDLOmcSwTjJRm7kWmIYdEPTkMyjDEhlInELJI5nRIRXRH9sDh0GBK3oSzRsY1MIHJ3rJS1MC7rhWJLb9DHD67ITT5QWn2SN2/Oe/J//79zznP+Jwf4P4gL1XaS5DiDDtAuAgezJOxLAgeeEJF9pcGDIMnBrEi6hrppbWnk9E8N1L+sIHWVAYcQAgB66uCx2eAc0sI7NYCwhE2IPV4PF1PAzkMsG1MHDEQMAFA8BJFYBMKGiJQMWF9SQpwqhEAixYxXCPVbpSgPFIFPbD1MS0M5XYbzNB8BZ6e66TFeof18ASf3gzydHnhP0FpNkrQcDafH/Bsd/RX0WLV0G1o4kg3yy5zAQpSNqclToK1qK6e/eJJzbgcnc8CJ1+XUPnMfh3bdQ/5+NAgQxgqaCsHpxoM0vZtGl6GbtvZWWj8/xm8BsuH5IEBcO0DTARlvqjbQMaylRVNJ5+1R2uuOs3cLyKY96wIhWK2T76fR3OuFWXcT8T9b0BsphvQFBdz6QYQrcyHfJYYg7+yq//BbbMqnLiOEEx8Uc3hfMl1D3XSO6jm0Dfw1CWTN00HYHadVnHgMvPFUDGf+6OGdmvdIkt50sCAuhKzdHQSIqh007n2Uk6/t5NyMnZ2hoOHNF8lt4I/Z95L9xStClF1YxyrK5gJejwNZXsDhIhW9VhO9F06y9XERr+ZKSZJl45r5BwCZCa4vREUm35CCVEVw7lLt30f4vgjyhIL8PoPkEZIlbHslnmOlyVTGhvlgVtSaHMzKLPa06OCeMSO1+EFcbnQigjNIfVUO8w+jiM6OAbvs0DkjkWCxQ61WL4ovjy2cz7vmLUTNbnaeuYGU5FAY/rRDnl8D7NwEYBZwABgnGg7novubj1aM90EI1wogKGwWpOx/BMo6A8LCvcB2GTD4HaBrw2xxLuaqnsOe3Ohlo1+qNQP4ID7Ol2PksgmQTAGeGKC/GsLZrRBNizGgdUCtVq+6BH4BAMBXzXcQ/bAUuBUBtFeDI3EQqoxAXjzOdbgAYNVZEPsLkCAJhfLrSRg+VMDziwUhdgeapokzVzpQb3ZjZO/9qD1V+a/xftXxdAn4mXIzbLGhqDp3C15JKDZuEOK2w4NLow6cyIpGlCwcOQ9IUX/s7UVTvy4AzAS3dwF5Ws2yPmNsIUybN863SxJlSLuoX5bPPxNeheC6ffEgfOv9CSAoSZTNf3+nywgeSlxWkPw24VItNFzaRf08RIfFiU/7psCipEUQgT3L7+psdhzdcwIcVEThmt6GHeN6CLqClx8AwKIk9j+7hZq7N8GgJV4oQ9Q/11AA/wkEl7yXN4KtvwBkDUjMgHn+ZAAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhc2XfUyVZRjGf+85R+rwcTooEGQYFGUoVCKk0GyUiqu2csM+JNdok42tVbOtNbccYMSq2QfNrDQNl1tb6ZrOSiJdyzRbUBkfAsqHBxFQBKWDnA/OufqjSBR1Czinru3Zu+fZ3vv+7b7uPfce+D9Io/VTuaRuBR2gxoyOZoWpIRU1ppulhjXBg5Cko1nhcrfW6ty+nRqo2qG2ZSlSS1nAIUwA1G3F63Tiam1h2NGIZVoMsa98grNnDvp2RUAhLACk3ILZYsbvcWJNmceRtAWEppkwhdkwDBPqeltG3CojkCDoQIFOf1Cigf171DAHuY/VaujwQXW9nKdjs5E2ZAS+J9T3viSpeb5VQw3VOrOlVENtLTpfvU/H5yBtuXfSIcaUVQXoZG8Sw/ZYpq+v4nCEFXtOPPL5MPndJL71NMad6wJsR0up6m9FJ1Yv1/G8uXK31spZc0DnNq3V5yDteDgIdux5Qj0LI9V097Uaam9Rf0WZXCc7Nbj1DdUnIO3OnRSIq5ZSr81VX72fvrZjJO7tpz7cgu2RFDyOo1gXPED8QgvGg9sDbMfuZWqbN0U961ap/bE75G6tlavTodZktD8VaeOiINjxcbZ6ZqHm+6N0vqlOpze+KknyZ6C8uCnSR4uDAPHmfPU+OlOnCu+T7/ygfg1BHc8vlZLR1/dES0dWXRaiqLJ48uBUlaef45BK8tS+Mlv+c2fk/269mpdG6MCSCEk+qTBBRd0VI0mlTFTUuWX02QQhSjP1nA0pO1S+qo1/jXBHhvRSkt7Jskl6RlKBnkqyqSZnhgAVdVdctEbHG1cHqyxLdfva6G3tIntNIgzZaKppJ3qql/AoK8Nu+HRXPzfefBM/vlt02RglsfnGuAEAVLFYjXvbuT3SC1O98OxmiDBgig3kgnYvveX5RLlDACguLr4sgGW8AEZ+laFtOfpq+2+km13EaBj98AVG5HT8X65DXR4GTHaiCBmTfLRM4wUAMFZ8Y/xywsN19hCY5sS4Ph7qP8SIno3ZHkZjh+uqyScMAJC7IAZ5zNAdCt9vAPtMDDXTa4mivNoLXCj3iEbvJwzQd9ZP2c5BsGbia3JBswPnYBxlmzuo7HARnV541f/H3QMAGWHI2ulhSUYsuYk3MHeWDdfBAT5rOkHjWS8xVjMLY8KoyYnRrivEmNAgUSbKqoODTyb8czbieWRaIfa7plJZ9wcCXkyOZNfWtWPsmJRJdqVb7vEXSnn90Cncw6Lf42PPohkY2xoDOz0vBWvKv00rEiIUfY1J76XFSitTJ34T/hsAgNTc1Xh8BstT7BxyOJnf7cD4PfD5L5JWpurIQwmq+PslGLTEo9Vhv/AMBf4TCF3yHbsJtv4EN3k9b/1tYHYAAAAASUVORK5CYII=) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhc2Xe2yTVRjGn68XoN06NgakZcNAELfpJmywewbTXUBNvIRLWINmJiMa/1D3hyEmM2thLkaHC4mCTgMbYowIIpfAdLAYERC3YebW7tp26+5lF4vdupW2j3/odNA5zHqJT/Lly/m+nPP+znneN28O8H8QZ+rGQZKDDDhAgxjsSAuiPg5s3Sgm9W8FDoIkO9KCOWVsorX2DG/XnKJpeyxpKPU7hAgA0FyFOzYbJo0GOM2tkIQvh3L/Z7ANxYOXdvsVQgIAiF0DsUQMt8MGWWwyWhIyIE8QQRQUAkEQgQPlFFSFgj9BwKt7eOsjLW9fqaY+HpzqbKK98RoHitTsfATkoUT/5wRHD5Mk21NktOvrOXKkhHaTgRP1teyOB3lkk88hPI6Ve8D+4QfhDFUi4oMaNCpkCM1dCbpcELmnsPr9FyGsK/OzHYYS6taCvW/msVu9gVPGJtoartL6yT5+BZCnng6AHdW7OJQVxrakRbR3GThWWcrJ/j6OV71L3SqQ57f5BGLOo+Q7Gziqc2PU1InVl8egC5Yg5JlYOMwdkGU8gZVZEghPnvSzHee305Qs5VBZIbt2PsopYxMn+8w0xoBX4kBWZAfAjqOZHHoYbH98KSfamnmr4m2SpDsRVKuk5Kc5AYA4kMLhHVG0vPwYXRPj/GUB2PPas2QMeDF9GdlSOCtE8bca38GxRs06FUitml0FmXRbR+hu+Jg/J0l5MVVG0sXiwcq/n2CJQKaCvoUoSeWrISAz5XSd/vDPFv51FHkuhXx9DTnwPHl9G3k8icZXYigVYc7g88pglqaxudYE68AQ0g9EAxERgH4QcDpQf9gIl0SEhZEKrN+6Fprsl6BV5v9rnHmXECtzePOLdhw0DaNKvRwoPgN09gOm34GNSqDPhfd25WL8csVd8+6FkcwXQMivEXg8l5sr7YCCAJzghRMQFq8ArhUBVjdykhX45j7riOYLAACabDW2pixF63cWoL8NQloUnLXlcFcvBgxOWKwub5b/b9ImhPNClJjs/p6OvcvoLFhHviBn/Y5IrpCLCQDTVTHbfK9OAAAiZFKUWUSAIg7uNjvEqglgcwwcNgf6xp0oDZf6vgqmlRgEfr7zIUwqROjVDePs4B0skUtwo38cl3rt2J8UBkXQQmxRKfBledGs1eAVAFPBDL2ArLajHv82PVeIOrEUjT12PLBkAfIiFVh/rssjnlcWCNch/GjlrJv44XQ5cuSLQALdIw7srbOAu6M97PA6B6al0Wg8vp09tg9vRIcBAG6OTeKQ/jewIO4uCJ/18plZrlXmC9NjrTJfOJmuosMlIC82FD+ZbUgZNEP41bfx7ysWxLHlqVWs/OsmGLDAM9UT+s81FJi7SflLvOftMQg41R+whEDhzrSsqAAAAABJRU5ErkJggg==) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur57774 2.6666666666667s linear infinite forwards;
}
