@keyframes rwdcur195661 {
0%,5.7823529411765%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhe2WS2gdZRTHf9/M3DS5ed3WprRJq32RhLSxSlQoaINSIn1YWqVSH90orhQEoVt3gq7duNCluO5CEYrSLqxVYxc+aHBhTakg0iRNTG5yv+9857iYm3iVdtKmDxH8w8fAzHzn/OZ/zpkZ+F8FevrIka1Hjx49fCdzpEUXd+zcuSnLstM7BgYG+np7T18YG6veboCk6KKZiapiZs/i3IWnDh58/q4CiIiKCCJCjHGtmn04MjJycnh4uPvuAISgIQSCCBJCDiJyyMx+3L1790t3HCCI5ADeE0JgCUakojF+MDQ0dOqBXbs23zEAEZHFxD4EKtVqDuM9Pndkr5p9Pzg4+Fpvb29hrJUCqIiw6ELf1BT7fv+N1oUFfB1ERNo0xndLpdKZgYGB3psFKBzDjT097Wr2hsaIiLCpWmX79BTbZmfxOC6ZoTGiZpjZvc65V7q6usKaNWu+mpiY0BsBKHQgqkqMEYmRIIKPEXOOjiRheOoKh2emaanV8N7njoTQrKrvpEnyZX9///237EB3d3fZzE7EGAkh0DM/z4baPK69nRSoVOfY5j01HL8CljsB0O2ce7mrq6u0evXqs5OTk3FFDpiZmhmqSowRr3kpLEnQzk6ytnbWmrJ3dpp91bklJ3zeuE0xxjeTJPm2r6/vkZUCiJlhqqgqQRVRRUXQljJW6cR1dtKcpqz1f5WicUkIO1X1zJYtW7Jr5bjmyQYpZmjdBVEjqmISwTliSxnnPabGdFS896RpisbI/sQxXipxMc1I0nRsfHxcVgRguRWYGWJGNIhRwHtoKkH9VT2pRjDQuluPIRyrRT5f1c5HpabR6yVY3gHAyBusBlSBdGaGUq1GUi4TJZ+SKwqitgSwPhOaEZ5cmND10vHWiVsCqDvwTZIwWVrF9oV5emozdPwxy6osQ0y5rBDr9z6MUilFxMDBTyeuzvyyYgfMbKkEZsZ3wNc4eiIMJsrm4GkFfl7coMpDpb/FOFuU4KZK0LguAhcVykA/EBo2ba3PluWHL4oSLPcBkcWnT81oaQBYVBU4/49NG5Kc3PJV6EAhwOjoKFYvwzoz3lu4ytsIz6R23VfoOuCeJB8fg0lgrCjHciXAzBSzJDOjWT27HDzYBC+W4IcInwY40zDhe5ogtXpDwrmR2eL4NwLwnJm96sz2REjMIHVQcbAng0czuKRwPsJJD311+xVQK64/gFvuhkXdt3Hj5vevXq4kcNzBMQfdzuUB8iaFBWDeoM0tleDxfXOcvi0AjfqsjQR4AjgOHDbogHrj2VIDCtC5f47CX/kVATTqVBtlg0NmHFcYMcjqM3L+wBxDy+2/ZYBGfdLKOoNjwAvAuQNzvH4749+UPm6l6V9L/p/Sn7HWmucPo9LVAAAAAElFTkSuQmCC) 8 3, auto;}
5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 8 3, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 8 3, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 8 3, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 8 3, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,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) 8 3, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 8 3, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 8 3, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 8 3, auto;}
52.941176470588%,58.723529411765% {cursor:url(data:image/png;base64,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) 8 3, auto;}
58.823529411765%,64.605882352941% {cursor:url(data:image/png;base64,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) 8 3, auto;}
64.705882352941%,70.488235294118% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70.588235294118%,76.370588235294% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhe3WT2gcdRTA8e9vdmYTk2ybbRPbJE1Sa0jbbdJqg0JECErNQaL9R0QUEZTc9FLw6l1QPOhN9KQexIOCCOKlvVQKbSlVaRQp0r+2NWm6ye5kf3/e87CbQCTdtGnTg/iDOQy/md/7zJv3fjPw/6gzDh08uG18fPzAWsbI1JvcNTDQHcfx0V2FQmF7f//Rc5OT5fsNiOpNqqoXEVT1JYw598LY2CsPFOC9F+893ntCCG2i+sXo6Oi3IyMjnQ8G4Jw453De452rQrx/UVV/HR4efmPNAc77KsBanHOEGsJ73yohfDo0NPTjY3v2bF0zgPfeO+dwziHW0jdbpCVN0RrIe79PVH8eHBx8q7+/v+5aqwWI9x7nHMZanrpxnYnLFynMFslUKnhr8d63SAgfJUlyrFAo9N8toG4bbunqyonqEQkB4xx7Z4vsLBcZKJVoEOWCQlkEr4qq9hhjJtrb292GDRtOTE1NyZ0A6mYgiPgQAj4EnPc4VUxDlnW5Jp4v3+LtWzfZmaZkKpWFOmkUkfcyUfTTjh07dt9zBjo7O5tU9Z0QAuocu8slulUwHR1kGrJsnC8zmJaJRbkApKqIKkCnMebN9vb2JJ/PH5+eng6ryoCqiqoiIvgQsCKIKNrcjPT2EnV309bSxKHKHBPlObLW4qzFVgs3G0J4N4qiUzu3b39ytQCvqqgIQQSnioSAKtDWDlu3Ynp6aGxupstViGwFa+2Swzs3EESOfdCzpfGuAYBQS6uoVgEi4D2aJGg+j67LoVHETYGSdVSsxVYqjNuUgRqoxdrzRyqX/HIB4pUAWk0FIoJVqhlIU3R2FpoewliLWMe1IJTE4UQQEQ4knj4CX7scP4TkDA0s2xUrAgAUCMAskIZA5tJlojTF5PNoWibYClckMK+yCOiNPDnjeZkpnnNNn5ir9wJQxavyXRwzncnyxGyJR0slcleukiQJzjnOi2AFRJVnY2FjFNBq8i7tjMqTtwuw8itQZaEOZhS+IeJ7MWy3lpHIMRClZBV+l6pWRHgmC5GBIGCUX0iYWzUAqD1JFWFVKapyQ+C0QDtQiODawsVAIVly82kS5lcL8FS3WWJVcqqUauceKAJzwJ9SrZGF8UgMquAFEjhBI8t2AKzQhidPnkRrr6FHlaOZGb5q8kw06qJcWBq8KwMdmVrhKnPrDWfNb7ePseInVFUFVbIoOWMZyc7zfj4w2QGfb4Sxf20v+xuhgWr/qjIZZZipt/6KgM0ir+VVj0eqWKkWlip0xHCwCb5sg1Ob4MNWGExgKFudFwUVTpNQ90fWrAQA0A7ij82mgVfttT4fMW4i9sURG2IDxgBaTXlZIRVoNeAExDPx8Ho+M+eX3wPuGLAI6SMipTE4Ns8oo2I4TMTTsaFx4bNa633SgLQKjzdNcbbemncFWILZRkRKy7yjpwgHxLDfGPbGhsgA84E/Og3D5gZ/rwlgCaaXmHnWFT07SnA4GMaCcKY3y+vmr9vvAfcNsAjpB0pkqbBuVohyzVw3F+9nhP/i+Acs3ck23evCpgAAAABJRU5ErkJggg==) 8 3, auto;}
76.470588235294%,82.252941176471% {cursor:url(data:image/png;base64,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) 8 3, auto;}
82.352941176471%,88.135294117647% {cursor:url(data:image/png;base64,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) 8 3, auto;}
88.235294117647%,94.017647058824% {cursor:url(data:image/png;base64,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) 8 3, auto;}
94.117647058824%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur195661 0.56666666666667s linear infinite forwards;
}
