@keyframes rwdcur86078 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjElEQVRYhcXXy28bxx0H8O/sLpfLJbl8kyIpWaSiB2nrYbtV7bRNk0McpIcEaItciqKXuH9BT/0L2lsPvdUpemrQFoWROihyaFo7Ttq0RuC4kSXblCzJepIrLrVL7pL7nOmhdQpEsoLYivsF9jKzg98Hv1kMZoH/c8iBkbPfj8HmZkG821j8XffLBvAHRtKzSSgjlzguPMPStS1kay20F58ioDwTzo7WflyoTb7EePEV2wnCSE6pSE/tQ1tiXz4gPxcem5j4UW2+ng7kuGIT8euej7PM7rtIT2xCu2MfJ0A4MEIIOAJEOYqkZ0JNpWVfjr3gxxMng+3GheDka78A9W7h7lv0OAAHO5CbkaR8+aKYiGfO8PuYEB0wy4OlpKIkmT/Ng7tATbPHUpU1dBpP3I2DgKFpUcoMX6ThcHaMszCaDPxSlEE2dNL0BMSGR1JhSXq2r5sZpEbXoDW04wXkZsLxQvl1XpZyI9SA0WkudTqdj+vVXLLE2VJrr09StaloppA7Tc3B3EAqryIxsYP9xmNtyUFAsR7KFEZejynRfN5pQyDe0pUPFn5qGMZ6taiUJrJhRX2gCpmpcaFan6gS23lJNyyeparL0BrWkwNKp7hCYeQH8XSiHOu2IAuuubq5pfvm3txuW79bGS7sj6bDz6jrTSKm05iZn1VCIPOt7VYiSI59gk6j92SA5pKfn33xtXg+9wxt7yKfjl7718rW32Kc/bw58JpbmxtyJs5XpkbybG99m7cCHjPz0xIh4oy23ap4seod5E7uQbv7mAAA6foL384Ol2YsdQeThfjuvZXVFZty7XYQ/4NA7URrT9uIhMUHp8YKw+auGn6gmpj62ukQpOi0runPuqa+hHy9Ce1e8FgAefxbz5VOlM87nRaqqZC4ub5S4YNBiQD7YRKc1Hzp7Wa7+0mY85X65IkiMwxpccNAbnIcfFQpdnba00G/qyE3uYLO8pGIQwH8iW+cGRsbftHWNWTFoL/b1m9qln9dJLQgEed5yjhDZP1zu21dj8Vii+OjhRpvGuLCcgvh8ghoNFl0eoNzwcCykTixAH3V/0IAlM/VpqdOvOr0Lchel0Nga5va4ErACLOZuOwhdFsi3jlQSnZbrYEId7w2UZHidMAtL27BzhQIUzJJanvPUdNwkawsQl899NA6FECL85W5+uh3+k7Ai5bKhwW0t1TVVrjBKwBRfXB6wDjSZ5G3CfVDXaMDORprjpZzlaxESePODgaSAiGVDVM3OEP7FkO8dgPGvQOdOBTAhuZTI5XSd20uJEe6TVYqFv68sNp8n2de1QO/E+XsCxLnV1wmbAokqJo+f22/a/9VDmFqbLSYK0cpb61toePx4LJDMgN/nromRWbiJrR77udvQfZ0OJLNvBrJZnJk6z5RlIij7m65jkN3Ooj/SQDNMJANBhJSOOt7AeNM1zantlVNSyjx9mg5Xx3KiL6+0ljb1h2BRRMxIohfZZ7jIzn2MTr/QxwOyJ2SEEm8nBspVczGPeTTotLVdkquY0UEEsQixKv3qPyuC36PgDRdFroqEtr1A/oP1QquZGLyUC6bnJAiwvWbt+68yfrdEuGFMiP8LAKvi/bSjc8B1HmXRb4ZL+Zn9c0m6iU55Hjezfua90sONB4h7hmfcYYPbrfHS3/s+eFlg0YX25681vrwTTU6PP2hKJBkJqXMGZbzM3VP/T3rtffR78QwMObR27h0NCBzilIizQmZ7HnT7PO1JCOE+P2Vnf33BRKkezRyvUPly10uvODevDwIWndY0Fpi2PvP1W1t8Z/djlT9KCWH4i6Ft/7erz9A9tw1SMJbEEJX0WmoD0sdvJAAgEJc2IM1XTdtKkbEttZENh1XJOJ+RSTO9IBFfmL3BypW3jl0OQDc/8uvmpRe/HlKCaUBACu/AQD9v8+nORxw47fAyR9uDXTTJHJI2d4bYHysGBOjyVa3Z70XUL5xVPGHWbv6hr72mYKfDffoKW8HfavLiADVoiCAPJyJZQYsdKOzcPmRJ9sXzaMBXKDSvtmmAUXXBVzPE4q5DGe7nHlcxY8GKL02XOsGHA89L0CvZ3KFXHo8nU3Eng7g7+9QBPYCHBuO72O31V4FQz4fDyePE3D4R/hp/NsYWC6lVGysta6E4mkpn4goTw/AcBuOeRte/+xK17jvrbcvMzD3yDXHCiC8i0HnI/T3az6C1fvvXlKPfP8xcvhJ+DDqLQZ5KA2/nwbHvwHjwbH/Lf8bLfoly+ZwkSkAAAAASUVORK5CYII=) 5 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGX0lEQVRYhcXWS2wdVxkH8P85Z+7cmbkP3/e17/Xj2o7jR+3YKTHhVbVIjQqLVGqlsgJRqWXBmhWr7mDJggVSAbVigYqAQtOuKKK8KkqoEj8Sp37UjhM/7vvOfcx75hw2zYLaSdTEDX9pNt/o6Pvpm9E3A/yfQ45UZr+jgWMB1FvBtTd6nzeAHalk55KIF39OaXhWJCf3kXmsgvrqIwQU58KZkakf5KdOPyNY+KLteGEkJqtITbbQWBOfPyA3Hx6bOPW9qcWZVKDF4jaRv+L5eFzYpovcqduo3bBPEiAdLQlKCaBRDsXogiRSmqJFn/JjfTPB3saFYPJbPwX3l7D5Jj8JwNEJpObDSv/gyywWSbNmF1kOBLYDnkhEpFRuQSLkQmB2uyJZ2kFz46GncRSQn5WVTPFlHg5nIq7AaH/CjxICqdMhXQHEhwaTYUX5sql300iUdtBcb5w0IBzLF1+SNCUbczyoQl+rlW8up3PFviSlSrulk/z0RCSdzy7wnjVvKYNb6Js4RGvjgR7JUUD/bCjdP/RSNK7lFNtFVKVrVz/484/0Rnk7Fu8rZhPZuFmtSoXJkjQ6PTFKbOcZvW0wER/dRGvDeHjAwDzN5we+HUvFi7RnIK7ALO+stiJ+Y6HVrHykJgZamXT/eKfSJNGkitlzs/EQyGJlv9wXJEsraG52Hw5QXvWzZ55+IZbPjbsNHbFE5r2dzZX3I8x60g/8sl3bUCghI/3DU9ArOuO+hTOLswqh8lzjoFbyIqM3kJ+rob72gAAAqemvfzMzWJwzqofI9o8cHq7/e8sTtF4NYr9T4SSczv7tnhPsDo/PDJodL1wtlzF5bi4EJTKrN/Tzble/jtxUBY314IEA2qknniwMF887zRpSmYLc3Hq/JAu7wICWTLwpnUfe6bYbK2a3FS2MzxdEwJTtm7vInR4DjcQKzf36XGC2G8ie3kJz856IYwFs+KsLY2NDTzt6DaqWNisHN6+Ytv3PEOE5lThPccF6UWJ+0enV2x2brWaK49OSkOWt9U1EikUEkcSA07POB5Zho294Ffq2/5kApHh+Zm5y+KJjGvA9SrnTaeit1lscRNhc3vQQWlWJt0jAYev7TrtRPZUemVNUFqY719chMmki4ukEt70neK/tIlG6Dn372KV1LIAPLI7MT488Zzk+M7s2CzHUu7Vtu4+ZF4UgVR9MDwBqCvUdSXghYdeh26QcSw+WVDlM9jY3ILQopGQ2zF3/LLcMgaHRy6hsHZnEsQDRv5gcHBl43qKyZtQ7IpIZebe8u/YPCf6oD3YQofYFhfolT0i3JcJHXS79tWf0/mJb5mQ4WcgqhLDu7jY8yhDK5DUO9iXRtTjSQx+i8bF3XwAy82E1k3lWy6az3d09ImtRx6l+5PLAO2jw6NshwjNC0FsgJBSj5nMczAiL3oTfqzRbFq0rfflRRqhv3VrfcWxXIpFklDD5nHB9D/HxJbTW3XsDsjMKlMQ3skOFUvXGBhRVjaOzU6BeT5VoENOI+1gH6rsOl2oUpOIJ6T2Z8i4R/IOO413yudRPldgEYfTv5uHmr4XZGSRMKhAqzYvA7aCxdvl+AOYK9WuxQu5M5dY+4pG+kONYV9qm/SohQUyBtxCAtV3ODnt++K0O5M22iF6ve+qOs/xGVaSn/8U5TzA5ejbg7o8Do/YbYdRawmhGYXfOo7v76p1Wx/wPAJAC07OMm/V613UUVXZsm7KQVuBCSBSgDR77ZVuof7IpbWL5t0c+QuZ/frbnLLz4ihbJfp9K8mlsvf1HTD77ChhNwAsG/6fVsQChunCdHV03bK6ocrdRgRbV4jLxviATZ9aC8kN7+ff1Y89+kmDp9bJx9sWfMMpSAID1SwCgf3LdB7D6K2Dmu3tWu9cjmhxvd3RQbSxqIHboBuxvPmcb92p+J/zq6zr/VMNPh979lnsA0+gIymBzDs/ztFBIy1tCvtxc+cNdN9tnzd0BnFe52atynyMA4NqmxKUEtZlinlTzewMUrQ7XvALHQyA4XLNDPUTGfC5pjwaw9BpHYC/DsQERwLNa25yLHIOcOEnA8S/hnQj/GizDBeey7+iXiJdUKJXjjw4AXINrXINnPu65xsci6L0JCPc+Z04QQJgLs/EhzNYUEGz7V1+rnmRz4G6r+E6qSwLqQAq+mQJlv0B7t3PSgP8CwyIcczL6MRAAAAAASUVORK5CYII=) 5 1, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
}
div.testarea{
animation:rwdcur86078 1s linear infinite forwards;
}
