@keyframes rwdcur196820 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 17, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF8ElEQVRoge2YX0xUZxrGfz2MSOpqDCIWRTAwGQlxjGlINYwbG0MM4l5sdsCsm02t8U+4oTc22gtiUpOmyohiNg3RTTWbRspmV4kXutHGNMVWIU5FMBSdBjTCxhE6C4uDw8iceXpxhi4L5d+4YpOdX3KSmTNnvu955n2/733ngwQJEiRIkCBBggQJEvy/kjTu/a8AO/AaMDT3cl6MVKABCAAtwNuvVE0c/AYIpaSkmDabzQQ6gYJXrGlajDGvkwGjpKTEX1pa2mOz2VYBnwFvvRJlM8QYf2PFihXDHo+nqaysrCcpKckBnAPenHtpM2OCAUlkZmY+q66uvhGLRA7wObBh7uVNzwQDg4ODyeFwOJKRkfHQ4/E0ud3u0Uj8hV9gJCYYePbsmRGJRCLA31auXNlcVVV1o7i4uNcwDAfwV35ha2KCgTEMA3/PyspqPXbs2NcxE3asSKybG3nTM5UBgCBQn5eX13Ly5MnGbdu2+Q3DyMMykffy5U3PdAYABoE6u93e4vF4bmzdurXXMIy1WFts/suVNz0zMQAwANSvXr265fjx41/HIlGAtTs5Xp686ZmpAbBM1Dkcjm+rq6tH18RarDoxk0isA2qBT5hY4RcDH2BF9R3ANgtdP/E7IFxaWvrPYDBYKylfUurPXDmSKu/du3e+pKTkCSDgW6aOxCqge8OGDXK5XLLZbH38ZzdbBPzDbrdry5YtSktLGwHKX6aBVEmrJFW2tbWdd7lc/WNMTBaJPYZh6NGjR+rt7dXOnTsF3AdygFPp6em6fv26RkZGtG/fPgFfMcPsmE0KjWUQqHc6nd/V1NQ0ulyuAawidxbr1x7PvwC6u7tZunQplZWVOBwOB3DFZrPtqampobCwkGAwiN/vBytdo7MVNZsIjF52SR/duXOnYdOmTQGsSHwFZI0b+3Xgyvr16+Xz+SRJN2/eVH5+vo4ePapwOKxgMKgDBw4Iq52PqwuOx0Bq7LmPvF7vxY0bNwYAE/gCyBw3fhZwv6ysTH6/X5FIRFevXtXTp09lmqZqa2tlGEYY+GM84uMxkCYpS9I6Se9Go9FPvV7vxcLCwtFIfPozc7wJPKmoqFAwGJQkmaaphoYGpaWlmUAls0zreLarRVghzolGo8tCoVBqIBB43efzLero6EibN2/e89hzOVj/MZ6P+W4P8EN7e3t6MBhkwYIFmKbJw4cP6e/vfw58xyxzf6YGkrEW5yMgBfh1a2tr5uXLl+3Nzc2pPT09qZ2dnckDAwO2mIAfsOrDWPEpwCmn05l/4sQJli1bRldXF9nZ2ezevRufz5dSW1v7CdAF3JmNiVEmS6E1kt6X9GdJb8fuvdfY2HgpIyMjhJUuT4FbWGmzB1jDf6eCDajOzc01r127pmg0qgcPHqioqEgXLlyQaZp6/Pix3G63gA5g+f/CQIGk30cikT/dvn27oa2trSFmJF1S4eDg4Nnt27d3xwx4sFJrMjYC4TNnzigSiWhgYGC0Fow4nU55vV5JUkdHhwoKCoRVrV/IwNloNHqyp6fn86qqqlvLly8PlZeX3w+FQqckrZX0hqQP6+rqvowdALRgtQOTUW4Yhvr6+jQ8PKzDhw8L6AeKgW8KCgrU1dWlaDSqiooKAd8Qx/r8yUAgEDh36dKlK8XFxU/mz59vAsrNzR1qb28/L+md2A70W7/f/1lubu6/gRGsU43JeAsI7d+/XwcPHtTixYtNYF/sMwfwwO12y+PxyOl0CjgxW/HEBIRcLldg165d38d6EhO4C7QDOnLkyC3TND2S8iQVSTp16NChVsMwhNWZJk8x/ruxse4ysddZg1U7OrHW0VTpOCnrsKqgYlc/8DHWgvoDEN68eXOf3+8/J6l6aGjobFNT08W9e/d+n5SUZALNM5jYxtSpkRKP8LGDv4e1m5zDOoUY3UnSgbtLliwZOX369PX6+vovd+zY0Z2dnT2CZXYIeP9FJp8LPgTMhQsXjsQWrgk8wWrgioizh59LMrEatQBWHn+AdRAcb0f7SkjBqsgvlKsJxvAj5Y1ly3xCdXIAAAAASUVORK5CYII=) 3 17, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
}
div.testarea{
animation:rwdcur196820 0.33333333333333s linear infinite forwards;
}
