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1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmklEQVRYhe2Xz2sTQRTHP7tZ05is0ZZQKIoIXsSLCtLir4MIHgWvgicvIqg38T9QKwha8CYIFq+CB0+CF08VoYcKmlOiICWEtsQQ67KZ9bAz5GW6qbtray8+GGaWeT++8+b9mIX/tMPk5JBxxdoDFBBuDZw/G/aAElAGXjB9JeLU1YgDJ5p6b1vJ04YngEngI88/RbxuRpy/HgHVvErTkDl9EfD17FIdg/ES7HINz7YBMAaKxF4oZ5TdVGkWXuOFUoJsLg+kFXLF8NjCgMuKOtcp/6nCrJTVlUqPmNo96DsQ9LcEgGvNNp8r9kJgkdkbkzgFxeq3BrBO8oGUNQ+Rw3BwuRQrcxw+c4lCYpV2UQrazRat+jWgp8GssHvfQw5NXxwhByqCdqNBqz4jwZiTFTHpVR4/y53HNfbvSVbUDeDpowne1svAPeAkcJm9U6e5+6TGlJ8s9yOAuQc1WnUf6EgAssL5EKUNzFDLeRnlhviMBwYFpre6xOyt2uaubC4DB4EF4DNwhLXvS9y/WU2WcxQqUrQbX4Hu0A6D0lrVw5RZg1SJETJovc+4PX+cyhi8eQmLry7oPSkXEgdnl9jtHf09FAOGMRCbRfvcYm0MeJybgZoPH96hdfQsOaM30OsNmeAJpq5e2ykneU0zigG6DhRc86xZwXKv5YVEEMYDgZhNLktXykA1jcgG2AHWLDkJYqQH5B1Lw0l89tVIWmfjFdhAEhWnYiQ5DiTJAE1NO96M/g6AiuIR5VeRthuqhBHyfgEqJWgvQ86nedr/Apc4/XziV7EPHAWOEQffF2A+D4gsAEwaVhmkoqlyXeIMGBXAI6mQki/SBh2GK+cv4Kde98kRDVl+zWTTMrFjileuFMwKwICQVdAuYpnpN2sMyuhC4KM2AAAAAElFTkSuQmCC) 16 16, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClklEQVRYhe2XTWgTQRTHf5ksSUzTNoQoiiK9ePcLlSKKgp68ePbgoRcR8Sh4FaTgQSg9eLAKngRvghfxJCh4UCxFhByqBjTUaCSkVeI2znqYGXY6yeruNrUXHwyz7Lz35v8+5j+78F82WTIpbIT1XNRzF+itH87fN/aAgt74PpPnA45PBew+8Emvbah4euMKsA14xb23AY/qAScvBMBYWqdxxI6+pGfBaA7GC+AJo7NhAGwQRT2GkvIkqAWQ06MwwDZVBuIaCUvXY4gNlxR1qij/qcOkkjSVUg8lze+wCvi/hgJAOLOrZ/pAoljvJdfOlckIyfKXDyg2HBSQdOY1krEcq022lG8zceg02YEsLZASmu+W+Lo4RUjB3/Dy19lz7AzZiKrKAFr1j3yuHQZ8NzJztHKM75jk6myV7SODHXV8mJ2u8HTRA2aAg8BZ8qUjXJmpsjOCEFdW4dbNKk9qFWDJBuBpAEWgBEHcvpDazlN26Y6myYCh2QLtxgLTl0oRJQAZSJrvG8Au4BkwD0zwc/kNNy5XB5cgI5GBpFVvAO01K4TUWtaRGJo1nkzn95z5Dhfv7mckD48fSBYentJrrl0X6OixgnN1e5ZTu4vddLodrMp24ihsHYX55wLVWF1Hr6ff+xZw6ToySj/0s33k+jdVpVIAs0INVa22jtK2M8EZcH0fLSYDPmG6TPR2Ks3m4VXcD7CjQdh2NojIDEhnIYqITNdH6XRRWXTlj0TkxVV03g8CYKJMJJt+Ga0PgAzUCNK7SMJ6/ePFayjlodWElJ/lcf8LBIqgxggJay+wD9V8NWAuDYgkAMwxHCP8IfGJYLi4krQENmFByKDmjCeWJDeYYTRDTAaYTbOJJem/oaCfBVNvDvAbds7OvuKyhGoAAAAASUVORK5CYII=) 16 16, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhe3XSWxVZRQH8F9fn+VRHmUqU8NQaikgFRMwhkQJxMSV0WBMWOkCFybGlQuNiYmJQdbiFIO60OjCxI1TwKgIJKBApDRSarG00AEoFIEWWl5fJxf33r7bMvXVlJUnObkvvd895/+d8z9D+V8mLomYViJ1L50nQ4fF2GzdlmGPbOlTsuAoHr5XzmdiHt617YdhP7YNe3HnMF7I11i+kpC7fTHWWraEGSmudUBtvsbyPZ9EUeg8beWmaqWz6O2n6XgG9ZMNIBEDUK5q3UzpIq5co35fPYYmEwBBBKIoVFu6nClJzp/n+qXayQYQRSAZPldZvJQCnG2DY3namzAHIq2ysIz+IVqaoUaeEYhuEhmfjWr8ictjjCXGKGXV5Tp7SFzh1PEM6vK8kAJBLiMgH3n6jef0XuLk4TPaamtwFH8IyqsX6RBoGs/gMeXrq3Q2HtHzz7PI5gsgLajrIvMq9/tgV6UFJXRnuNDJuXbaWmhu4O/DZ7QeO4S3QuCJ0GF3qL0YyAdAvKZLzKko13Y+YPWMqcxdxkMVDA2TGeBsd7kd28od/mJ76CxKR1aQrkR4oV7j5EIhpoWacqnpsp8+y/p1V1Jd43RN7QUuXKVngOQU+gb55sNWXR3vhQ4+xtv4XsCZ5z341EGpaVt1dWzE8hBQF25g+FYREEO7Gz+72JhwsbHYfpW4H5XmVa60eG251toD4fmsHH+iKD5h66tULV3iYucS59o3a2vhdAMnj7RqOVqD37Ej/F6BYKikQwOpUONsH0AmFtbrcnkuCr/vRZFZi3fb/l2FBxYwNUlhIpe+a320dfD1l+x5/1H8FqUgikB/iKov1Gz4t/jvGxjEfVgtIN6NEMhUme7ZjvxSqq6xRFN7gY4r9PRTOIWSFNPTHNjD6ZrXQ9AK5Eow3mDi3S6SOKle8fjLr+nrGvDXgQaXz7wURqY4/K5YsKSsQKW5FVVWbVhi/vKkg1+dcq5uVRTFgtBgvBndTqNcJ/G5T2s2KStl5yd8u+1JNN8hhdnwuQitgok5wM0kHNv5ojNxsqWs2LjGorkUFdJxMiu3A2RiZyONCJvBIWNK9E4LSXRoIGY0hQpV62ZLF3GhixN76wVciOyNTWNkKxuLxIiMZyOK7wAprBk9gjtrjW5EN8+M3EUiHVcE4gCi8Bdh9cgIbh8ZwUNjbpYY8+TWac4LQG4El5UxMETraW49gm/p7HbG7/Z+9BJStaFS6ZxgB2yuywpG94QlHw4kMNP0hbM1tZNIcWJfg1z+J0Wi6VYmWFTW4x3sNX9FG940sdV+RAru8j76HyAt6PlRk8ngqqD7ZeS5A8RlPOijGo4vG1FjGVVSE5HCu7yPz+9BueGUkRtQg/8FwL96sFQIj6TnggAAAABJRU5ErkJggg==) 16 16, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0UlEQVRYhe2Wf2jUdRjHX9uu87yN8zbntW5rzWtpbDKnzGWWy5nYVDAMAvujorD8w5aRhUYQlJCY2EIZpiYmJkUYs1GOLadSmsTN+YuMEZKe0zk3beKmu+3Opz++nw/32dd951XkXz3w8OXu+3w+7/fzfJ7P+/nC/+ZsqbbnXQN1AW4gA6ghr7QPmHu3wD2AD8ghMz/M8s+E2rBQPLsTyPmvQLXpzL2An+xQiNJpUB6CF1cGSB+7i79/HKmGZwBZ9oA0I9AFjALSAQ9Xz55FvFVMnpbCg7mQMm48LQ0DwE9JAqcB96jnkxRWNDMmuJSe9p3AjeEWeIBsoBCYCswAvuTN7cKRLqHhnDDnlUHg8STA9VEGgBrmvxbn8+PCB/WCO/17p4VurBKFFIEKYA5jC35l449CyxVhxzGh8NFzgN9hDxfWEWYBZfiDYV7fIjSet9ZvOyEUVcVx6CeXYh0EilQFZgOLKVt4nd1tQrhbWF0vuDzfDpO1vjnZwBJK512jZr/w82XLP24WJlddAZ7BoZd06bKAAqAUq9yzgfd49l2hqV3Yfkoonh9XRE1wH5AH7GDR28LXv1lZN54Xqj8VxuSEgUkKw7GZU1UJA1i9UKZIVAB1LF4rTF14HXiBRHdr8CDwFgveEfZGhPAV4YuTwrxlcWCzSsqv4ke8TS5VyhxgAlY/lAPTgXWKlM5CE9bNW0H+lAtsPCJ8uFeYWNEFLMHqq4CKdZlgKQ5VcCmQDLXIDcSwrk+vesZsFfCr+FIKn6ilvbWF/usrgXa1pl/5LeWOBDQJt3KPInRLgfYDA8YmfhXvUwS0oHUrojeMNTE7kMv+h7JbBojO1Hynf9cBs4BK4KLxTldLA5uEkyKggWI2Aqk2N6vTa+wXI5FxzAkcnI9Am71bXYbr916scpvx+pxvK/mdAMz/NZAbWEVm/hksbTAtBlw1wAYMvyO4k+kb4AMm4M06wNINwtqDwgNTf8e6cl7DPYqkVtI3+Iej2y6niymq7OKjRuFQp3CwQ3j+EwFWkbgdXhWfAcwgr6SN59YJ/rzDjNxfw4LrrIPAJhZUx9l1ylK0fReEFduF7NBRLEXTZPXgyWFswQXWHhD2XxSWbxFgTbLgeoL5gXIyc4+xfKvQpCbYV6eFp1cIlpxmqXi7BBcCtSzbZA2epvPC/Oo4SX7KJQZQflkXa35ITLD1+4SSuX8CrzJUSjUBPbhKgOn47j3K+maL+K5TQlFlh1rnaGmY5xjtfYyZi+7Hlwl76mFDdSuRky8DvwA3gUES3a1JjFZJeIj2tXLp0lMUz/Tw0H0wZnwGh7+bQqx/50gE0pV7iUVPEolUceL0KHav3kq0byXQQULLY0AcECwNSSNxVa150XnmLIOeOUyeBqFcSA2EaGmIAoecCIw2NohyNXKASOse4BvgmgKPYt3t+DB7aM3Q338dtB0ZzbiSYiZNhOB4ONczi/YTdcBl+2IXCQG5oZ49Klv7ELHLqTmctAxrZdzMjvdLyMl/mMF+6P6jW8XdZino80t8KOhBlKyiaU0wR7ILCFDwyDY6245zs+clIDJMEqQYzLVwmDruOEQMMzVBi5Lb2KObRA/dtp8+Aj1CtSUDbMYOMHQQuRlaSccqmln/G9NgKDD7WB7yFWTaX+t1sizkYbv3AAAAAElFTkSuQmCC) 16 16, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJklEQVRYheWXv2sUQRTHP3vu7m0uh4SAohKIFgZB8AeChRGJCApaCVEhAUEQ/wDF0sZGiIVgI2KRwpQWWgRTpQhGUexUFEOCRdSgSZSQXPZ2j12LeS83OU7IrnqNA49hZ+a9953vvPdmFv735mRYW7DEBy4CnYAHDAOf/ja4RucuUAI2A/2cuppy83HKpbspcOtPDG+0uUAAlAGf7m442QsH9yGg/ikApV0BFKhFUHDA98Awk2UzuQAoiBIAURWSFLw1ALlaFtQaBz6QUK1CSssBaB8RhS1nILH6iGoIaQpu6wDYLaS6CnEChU3gtQV5AbgbXJc0SMi3zzXGJlxWQnD9AvFqLgAbrYR2EerEpOMxYAuwAEwAr6gfU24AvzsSjf6ySIAyAUvSRzIWCNCSJUGDPANmFYArjktAP9Ahi9otZdvQPeCtOKsJwGX53knP8Zfs2luirQR+AH5RxDeyuAIj1x4B5+yd+cB5Tl+/z6HDEBRNhfN8k2aeB64Lb6bgzsAMhm6Ah8BR4AQwA3Sxv6/ElcvQ7oHjmK05jnDtwPtZGKHDplZ3GNCzB870gSsnkWJSLcXk/MISsl537tN4R1RW4OsPMxrHUItNH8cQRTA7r3oFILEBwId38KQEiSyOIoirpq+GMDeHnLkG2wU5sooAmGd06DmjQ2UrLkKZXxbdn8BTZcABuiRoOoCzaKWDVVFeFqVFkRmLAbs8l604sYNZY8UGUREfiQPssJSV0vVVr76L0HK+FXP+utsxcb5GbwMA24aygysfBVmkGaGKqhxJn1C/GW8weHuA7dvgxThMDvcKOzpv14SaZUdtYQOwnTdTTqz1mjUuvUfgwG74/gUm8YXexlrSyERijeFaiJoVIRuIOtdikpDUTMYUi8hc2MRGM1vrjNaaTTQ0DTb7UVIjjk2O+0VkLHMpznobKpCgDgBT4XJeyXkAqETEkRn1WgfApjgkEgAtZEBBmPoQRfarKNejJA8DKhWmpmH8NXychnoBytSy/JrphdNB/WEyiEnjeeABOX7PsgDQ9NNHiaZwhfX1PVPb6JsQ1t8LUK+Y9msoc/sFEzMMDN+oH3MAAAAASUVORK5CYII=) 16 16, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur74163 2s linear infinite forwards;
}
