@keyframes rwdcur167801 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 13 11, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 13 11, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 13 11, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 13 11, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 13 11, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgUlEQVRYhe3WS2hc5xUH8N+d0YxvZFkykjwR45EQSp0piV0JtXaLRcCYEOKQRRYOBIdCKaZQUeimyapdFJtuTHGhdFWycguBOC5d9kFLG7poAiHEDgkokmNXEU6czGQmlTKyHl8W3x137MqS7EW78YHLzPc6z/95cJ/u0/+Z8vf4rgsVPIDB7u7u5srKSrgXRsld3s9hEs/jCYzgTczjr3grW69vl+HdeOAJ/ASP4Qiq4+PjxUKh8HmSJDuXl5eH8Cim8En2JsXSZky7tin8e/g+JtobU1NT1tbW5HK53PT0dHr+/PnyzMzMbhzGqOipVqbwZ9uU819UwYe4jIBw4MCBkKZpaK/xS5zBr7P1Gj7tOH9xMwG5Tc668IjowiXI5XIuXryo1WrVMIdf4G+YwSxWkSsUCv0nTpxo83kMuYGBgbuyHHrxK7zRYU3AH/BzPCmCsEf01I/xLkI+nw/nzp0LhUIhoIHvYrRSqfTcLmQzEH4zs3AAhWxvAW/jFfwTH2MQv8mU2IcHQggWFxf19fVZWFjYIWbb/Nra2r+HhoZazWZzdSvr+/EPhImJiUX8K/PESzienRND+ErbO7lcrtNTYWxsrP1/Fof27NnzyI4dO0pbCZcJCQinTp0K+J2IhxH/wU0O05lyYWRk5Bbht30fJUlyfOfOnU+j3CnoTiEYwwmYn59Xq9VaeH10dHQuhJBfXl4eE9NyKmPY22g0iOn2bRGgvXgw47eYJMlfVlZWWrgu4gJ3rgOrYnWrzMzMwKVdu3bdaLVaS41G4yn8UMz1IVzDDREbf8RVFMWQvYoPsBRC+AS17O5N2igNu/HVjNHVbG/h9OnT71+7dq2Cc5gsl8vlkydPppmyf8Zv8ZoI1LfQxN9xqVwup5ngWvZtSmU8I8Z99vDhw5enp6fPiGl3GWF4eDhUq9UgFpxTOISvoD9NU5kHviMC9EOsZHzTrYQTEf4tnEVIkuQWgBWLxU5wvYSHUcLg8PBwqb+/fxRPiVn0Gr7AOxjs6ekZ3L9/f3ensI1AGMTK14VnYWBgQL1eB+vr60SQ/UlsTo3sjWazubfVapX7+vqenZycfKhYLC7U6/WCCMzP9u7dq16v55eWlr5oC9sIAy0xTje72NzcHLwHY2NjcEGs/QuVSmW1t7eXiIWeEMKZUqn0tYMHD64eO3ZsJPPS1SRJXLlyxfXr129p1XfqBauZlZ1KNWFyclKapj9CaXx83Pz8fHez2dyNx/ECJqrV6qFqtVq5cOHCBPoyxdre27Q9367cT21QWI4ePRr27dv3qRjnz7GYnS3m8/lw9uzZkO39Hs+JKZtuZPBWE1FJnAUexA86D44cOaJWq6nVakqlkiRJzM7OajQaQrg5nZ0Ws2nOHWaCrRRIsR/fEFNrShw41sWyvBm9LGbS+zbJ/e3MhEW0J52KGMPdYp/vxVH8TGzLqZjCr4tDygduq3z3okCbukRv3BCLztfFnvGwWB0/xiURwFeze1sOp3c7FRMtXRWt7RU90v5d1TFB/S+pK1Nou0PufbpJXwINvYSaiGknRAAAAABJRU5ErkJggg==) 13 11, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 13 11, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 13 11, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 13 11, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 13 11, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 13 11, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnklEQVRYhe2WX2hbdRTHP8m9vWl601BD7JKutN0SBnW2FBEXSwwyLQTxQUGsUxxtFe1TESZ9WPsiw0GQon0o0gcfZBUdMsSHIX2ws9QH2dA5nKtujq3OzHUl6e1s2ia9yc+H3y9bhrVJ53zrgcsl+f3u+Z6/33NgW7bl/ojzXj90/EfQhwEdqAZuAef/TwOqgSbgUaAVCABRoADUAQ3AIeAD9d99l9eBr4El4BqQBzKhUOhKLBZbTyQSwjTNWWAaOAjsBoxySstFwAAeAp4H4sAjgB4IBDhw4ADpdJrp6WmuXr1qAdcBv67r9bZtA3wG/AF8AvwGLG/ZZQWYBwSwrt6lz+fALHAEGADOAaKjo0Nomla8cwKIapp2T4V6BBBOp1MAc8BqCfAoMAg8i6yPGmSK5gAxMDAgvF6vACaBl9SdLUmN8n4V+Bk4DrwPvAHEkEXo506e3wH+An4FRDAYFPF4vBiFt7cKDvAcsN7Q0CDC4fAk8DSyCwL8s+/7gVPK2EUFKvbu3SscDocALgNNVVVVnr6+vrs+1DYx4BXAl8/nd4RCIZHP50+ura1dKxQKK0C25N5BoBPYoYCDxYOFhQXa29uZn59/ALhYKBQuWpZlWJa1Vs57PzKfq8qDM6Zp9gWDwd3Dw8O3vTdN811gHDimvDwOvAh8D5wFlqqqqoppOAY0GIbh37lz520dG1VmDeADGoFqIcQKcH51ddWIRqO3xsfHATqAw5lMJmCaZoPScwH4AklCh4AEsFKidwYwcrkcyWTyNlFtlIJaJLO9Cqzt27fv0vLy8ne2bf+QTCZvplKpJ4D3gMf3799f6OzsrLUs66elpaWPkAR1AbgEhIDXNE1DCAGQRBbzdcDeLAIF4CZwEQj09PQ8Vltb+2Bvb+/vi4uLTuBTIDI0NLTnxo0bdVNTU6dTqdSk2+02HA5HsdVyyBlhr6+vFw3QgXrgrvzrGxiwrCJgA4yMjLBr165wJpPxA73Kg7qjR48ihMghiaZG3Xe6XC4rm80aQFuJLgAPd/iiNDUbihNZXALIdHd3n0My3rwK5RV19jKyHhqBsNvt9qjv/ciCTCG55DKSJ8Kapvmbm5vLzgiAdgU6Bwiv1ysmJiZEJBLJKq/7ke3XhCxaj2maHuQQGkXywpwC7weeBOp1Xffrul5TiQEgx+2s8la4XC7R1dU1E4/H+4Ee5AguSqMCuRQMBlOJROIyshhHkaS2R0WmlD3LbjLfAr8Uf2Sz2ZWWlpZoOp3+EKhpa2ura2xsNIAw8Cay/Zosy/KNjY0ZwI/Al8haKE7DNWSRVixeYAw4g+T6Ir2ejEQiJ5Dz/6zP57sCLCBD/icyah8jx/meCpzd1AA/8BayAAWQisViM8g8i8HBQdHa2jqrDDyFpOfDwDMK3PtvyitZyfzqHQGeAl5ALhr1yJYKqPPTwDfAV0gOyQFpyqxnmw2jolQrQ31KYRY59ZaRBepCMtwUsl4W1dmKurepVBKBaiSJeIAW7rBcQT1OZAfcVKA2cgWzKtBd8VbsVKC2Ai0aBbKlPMqwAnI9rwh8KwZsJIZ6bAVerQwoO+u3pVT+Bvi0iGjblnP4AAAAAElFTkSuQmCC) 13 11, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 13 11, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 13 11, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 13 11, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 13 11, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 13 11, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 13 11, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 13 11, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 13 11, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 13 11, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 13 11, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 13 11, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 13 11, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 13 11, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErUlEQVRYhe2WX2hbVRzHPze7S9K7NG2yNE3aMtvVdR3bg2zZKpkIkzmKVSlSfZCCuEEFg2hfJFj/4IMVC771ZU++DF82BQvCYM45/9SudDCtrnZpZ9dsNWlimmiIaZLl+HBO3IxLGkUEYT843MPvnvv7fn+/8/tz4a7clf+pGIBJ7V3/JbAOPAL8BJwDLgJrwMfAW8BDgN7V1aXXalCr8ZwVeBR4Rj0xDINgMEhra2tucnJyYWJiwhyLxZLAJeCkpmkzQFIIUayVTDXwl4HvAQGIQCAgXC6XAMLA10C4t7f3x8OHD3/jdDrPO53OWeAdYBDYa7VajUrGa4nAK0AAaAHweDxEIhGAH5BhXwKGgczBgwcHfT5fZH19PS2EiHu9XmN8fPxkPB7/ELh8J+ObNgAfBF4FvCVFOp0GyAKnkFFZBq4B5nA47N66dWuhtbXVUVdXlz5z5ow5FAp9q8DjdwKolixm5bmnTH9KGfxC07ScruuJfD7/HfAwsGdxcZHV1VVSqdSVurq6YkNDww7DMJY2b96sLy8vF/4OgX6gEUgr9m8AU0AOWYa0tbUthMNhK/A2cARg//793Lhxg1gs5komk/ZUKnU9lUo9D0yZTKbrO3fuXJ6bm6sCK8UOzAM3h4aGBDLUvYBNgRuAE3gcWZJhVIK63W7hdrvF0aNHxdjYmGhubhbAHHAc8CvbVUUHDpQMdnR0COA88EBZxI4ovQCE2WwWpb1aFwDh9/tFMBgs6YZqIWADnioz9lLZh66y97evqPI2COSRjar0rr8czFSuQN75KpBBZviVLVu2GAMDA6Va3gO8AKyoc0VkjuSAz4DXFIE4simZgATwIvB5LQRA1nYCKBw6dMh67Nixzp6ennagC5jt6+t7GvhSkfhUAT8HvAm8D0QUOdPw8LAduK50LpPJ9CfMSlUQV57ZHA6H2+v1tk9NTdmA401NTQsLCwvx5uZmotHoB8orK7eqJascewzYu3v3bpBJWwQai8WiWZ2pGoGMYmyEQqFEfX39dpvN9ixgxGIx6/z8vL5v3z7zrl27ZtS5S8AVRaAAuIEnAEZGRgDuVfqIem4YgaLy7MDs7CyGYTiFEBkVSjMQP3369DmLxbLNYrFcLhQK6Lqe9Xq92aWlpVIS2zRNIxqNAowhryxTTqBaK54H+gAxMzNjaJpmcTgcIeCTTCZzQghR393dHRodHV3x+XxrZ8+eza2trXUg50M/0OTz+VhZWQE4oRzKl4NUG0aNyMZxEjAMwyAQCFxuaGgoRKPRyenp6Y9isdjVZDI5kEgkIsA9wOsAmqah6zr5/B94o8BIFayK4gfeA9aBm8C1lpYW0dnZeRHZ3VIej0f4/f4UqtbtdrvQdb28N/grAWw0jhvVug85bB5ENqQEMoHbkC25iOwZ7bd9u4ysjAlkb/jLIKqFgBXZGe1q34LsBTuQmW4A3cgq2I5s4SAT7l3gKrI6slSQjf7dskjvcopIQa0lZEZnFYgO3A88qUh9xa3JWREcNv4hAXn368CvQAoZCbMiFgV+U2c2Icv0Z2TY08Av6lxFqfWntFy2Ib0r3WtOgTXWAvpvENCRV6LfBn5X/pH8DizCri5kNCeeAAAAAElFTkSuQmCC) 13 11, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 13 11, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 13 11, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 13 11, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 13 11, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 13 11, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 13 11, auto;}
}
div.testarea{
animation:rwdcur167801 2.1333333333333s linear infinite forwards;
}
