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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHcUlEQVRYhaVXW2wcVxn+5syZ686sx2vvem2vL7Gd2LRNiSgJpiEibUhSeICUB4R4QYIH+oDUAOoDD/CCeEJIfQD6VCFR+lKoEFQgLmrVprk4TgOpq7RRro6zsde79q67Mzs713N42Fl76zh13P7SaPZc5v++/3bOvwJ2ILFvUwAQFTPaYg0ASLLOHlQn2QmBBPge5Ql4m9wDgwOAsJPNW0ns2wQblt/jme1kRx64DzhNhjsG/1QEEnC1DS4qZudaOyzbCt1+y5bgtAM8aIN3gnYS+lQEEjDWTq7EcgOtZHRExezMA5bsfVBbPj4EiUV6x1gGkEuIu6JismRObRPYCTiwRRW0ax2tpDISxU4Cmkvmq8keFS2r3Z2WX1u2CkE6ma9iw60qgHwyXsGGxZ6omN4nAf44AgEAC4CbADkJuJ78br+dzrqfef4AAdCb7JUBeADqCWF3+uTslgS2CoEKYBicsWZtAb69PCYIJBcHjbXAqVadyvyKszTnho07bZe7CaHMmfdWfzq/6D7FOKeqLHq9lrwyUTD+OpTT3gBwE4CzmYgQ+/ZUYrWbPGCRN1a5eWHq8rnXnrgy97/DLA4oZ0EQhV7kNzy2zpqDUYkU+7L6q+NDZvGV14u/PfL0s3sunpvF3JuvwUhRqKbCcnljYddg6pXR/tSLKVW8/viPL6znCwVQRCvZ9MSFatio5a9cPP3Vt89eOTH22ePpsOnArtzG6sJV1JbrYBzwmz5kSUBfJrVvpVrb022pf+aCoHd3daE/Y6JqUhgpQFYYaZRqo9f88IdBxHsfm+z6xZlf7184+JMWCSIqpgOgnDxrACiLQ6tcrhSazVD/ytHDOHjoSxjbPYme3h6kMxYYVVGPJPhEw1CvDgrknWY0TEVCdFVErieF/pyJbNZAftDCoCXBYr5evFv/ztyN+rOECANv/+qxlgdi304n1ssbHuHRyEj/lXcuzH7u5Rd/b1ESwV1bRm2piIZdR+SFSKsAJQw31kIQmc5nuuRrAD+sqgSZrInC2AAkJYSsafBUIPQjpCOi3iw63zI1+sFQTv0jAJeiVWb1JA8YAKjdBWPvl799zrKMu++eP/+F+upCoKt20DdBZUqyeQjEIiIhAsAIcHVkJP+SAp+JQplJsggmabhUVaCLIcaHVOQG8hBCH5GYQnCrlLu74n0j262cff2X+96nSQg6q0AXBDGjWYWV4X1fPzX40JH/Bk3bqbx/aqF87W+jM5drP7OdUJdEUEVViKIZY5qjPjSeTxclaZ5QUQQnFIu2iLfevIwj+0dxYG8f+kwZGctAfqCXzi+W9y1X/c8PZdXrW50DKoAAglBSrcE1AJdSwITeXVDnLvx76sLl1SeDqkuG+hRkezPw6vbAyuq7xeEnRv9CCAMRCDRFQXfaQMAJbizWke0xUBQZ9k/JUIQIsihmbDf6DBEFmW6yHkk+RGgdIEjeKlXN/PD4o6Wermvu0ocNo+ZxNEo2FIV6u4a0YuQ3XIEzCAA0RcLuoR6MD/Xi1t1VRJzDkAhSoo+9/QKY35TjlGEJAN3KAwaAUpIXTFTMKPbtkijr6iNP/YB9v3n9aODVpvyYFwBB44wvgbMZcJ4XBICDQZIodo/mcXx6HH/6l40bd2pIy8DRA32IfBvcDwjnXAVANhPQsXGEdnY4HoBFvWeMqKPH5NOvvjBZqrhfU2RiEBCnq0vOTO/tucI5wDiHH8ZwmhwZy8RoLoU4jtH0A/DAg69yBDEiQxBcAGwzAZIAtyui3esh9u06gKLnByfKa9GJuWu1qZEMgSWpcENWBrDIOFgYMIRRBNvjmF/ykLF07BruQejWkRFdNGMCJomRREmVcwTr/UASfxUblwxDRwcsKiZExawLrLnYnelZ02WRuUxGyQ4YFXhdEODFjCOIABYDIiGQNRNhFGMiS3BwUoakxKjVXHBJKnWl6HtxzIJOD9DEeneLvFiX7pR49ptPH3/u2OMjw4FTopzFLue4DmAgijm8mCNiArpSFCPZFEy3G7BLqKwGsN0YHzI1mJjUThWy2tlGw/8Igfbd3xn7e5oMt1r0llcd59bt1cl6dbXAWASB8+rDe7qXORdIHHGEIYNIODSFgIgaiksSbLuBAASFCa040Kv+nXNWPvbzuVY/0PGvJtius3Erc/TqB7VHLl6ufs+p2IW0KYNKopfNpv4JATRmHDHjCCMOL+BohkAjFGHHIvoKhvPwWPqFwV7tjTiOvbbbO63/SMzvI8wy6UJ/j3zVkU2ViiCKQktpXVyIY34AQqsSYs7B2mQQY3DYrD86af1mfCD1B8b4yqHnLgJoXUZtIusEYt++L4Hpk7PRzPMHZsYL5ncBWIo5qHKQethYzAjgT1YqlQHPcVApl1mpNB+54dLKnj3q3O6C8XIhp/3jiz+arXbqExICMpJDZzsCm6Xdkl966Rnr9PnZZ0pV7xAEgVJRcC2Dlkfz+n8Gs9osgMXpk7P39I9ComQzgR212LFvk5Xr79A7Z36nR+5tCy2Ptrus+vTJ2WA7BTQhsa4wIfHA8km+AYD/AzyZngD5UGKGAAAAAElFTkSuQmCC) 6 14, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
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66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 14, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
}
div.testarea{
animation:rwdcur159151 0.6s linear infinite forwards;
}
