@keyframes rwdcur257984 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRoge2YX2hbVRjAf/e6LUE2kTZtzOiy4koFKcUKrWMdrsLWzSGiQ/Zg+tKtrUNpEUFEpQ+hf2UPwacxRBgUxTHazYfFgrS6TRCq1bItQTttypzVtmkbm6VpTW8+H5K42z/L8ud2DswPPu69557zfd855zvn3PtBjhw5cuT4P6NsgM73gJ3xe1VX/jfwxgbYM5wfAVlHgv+lU6nwJjDp8/kioVBIFhYWVkggEBBgBpiLy1EjjG4yQkmcWWA0EAg8parqVhEBIHGNRCJ0dnbmASiKwtTUVIXL5fIDXwNRA/3ImmHWCaGKigrRc+bMmcS7rdkYeyhrd9dyG/gG+ALoj4vbarUOWCyWg16vF4/HQ0FBASdOnGB0dLTw5s2bO4GhDfDFUMzoZmR4eFhERGpqagT48n458TSxXebVDNuXJuTYsWO9TU1NMjExISMjIyHgRhZ6U8J+5MiRo/X19eJwONqAx8luE/gYkHA4LGNjY4mZed0IR+/GdEdHh4iInD9/PmHQnoU+QzqQyiI+BLxw7ty52vLy8i07duwA4MCBA6iqGr527VoxsbDKhBvV1dXPzM7Obqqrq6OyslLp7+9/ArgKhDPUuYZPAAmFQrKa+vp6AX7OUv9Md3e3iIj09vYmZqI01cZqknfPAlcGBwf3j4+PYzKZ1lTo6OjA4/HYgW/JIn4Th10mJFuEecDebdu2YbPZ0DSNaDTK5s2bWV5eRtM08vLyILY97gYup2hzC/CI7lldpwOFwDyxAZ4ndrasS7IZAKCyshKTyYTJZKKrqwuAixcvYjabMZvNbN++PUW//+VFYFonj67TgSvAH8DvwLvJlCWbgVvAp/H7KPCKiJhX1ekjNkIA393Lcz1tbW2UlJQAYLPZACgtLeXs2bMoikIwGOT48eP31JOsA98DDt3zfhF5bFWdt4GxdBxPUFtbS1VV1YqysrIyysrKAPD7/YnipFFyzxDSk81i03EZOOh2u90nT55kcXFxTYWenh5Onz59C3gO+MgIowC/tba2apqmyYULF6S4uFjsdnspmZ/GHwLBmZkZbWlpSUREIpGIhMNhaW5uDpJmSKaCarFY9uTn58vAwIBomiYNDQ0a8GuWeiedTqeIiPT19SXOgSdTbZzO6EX9fv8yxH5IVFWFNEPwLrgXFxeLr1+/XhMIBK4Co9zZGAynCpDBwUEREWlsbBTAZ4DePcRG/q10G6ablSgEXnK5XC9brdZDRUVFiMjtffv2faar8wHwS5p6LUAt8APwU5ptM6ILkOnpaZmbm1v9+7j3fjiQLQ8DlsOHD99oaWkRfRbC6XQGuZN5mAP+isscxqyZFWSb2OpxOBwl7e3tuxMFly5dYnJycqURRUFEoqdOnXp+fHz8T2Kfyw8MRehCyOfzrfnsFhGJRqOya9cuAT430rgReaF54H3iuZ2hoaHXvF5vsT4vlBBFUd4htk0+0HzF+qlFDWMTacDGJHeLiC1yWJlxi5Lhh1+OHDly5MiR40HlHybdGwQ8NIL1AAAAAElFTkSuQmCC) 24 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEUlEQVRoge2Ya0hUaRjHf6TUJqa2LLEUWZiEFSzbTaKmL1sfttiWZYuIRaQoomJbJMoPaVvkjbIiC7MFVz9sInYjyYo+LLKNYBOFleiQl7ZGlwgvk+Qlmznz3w+noxYpjs4Yy84PhoE58/7P/z3v87zv8xwIESJEiBAh/sOETfD9VgIeoHuC7ztu8mJiYlYCz4Ee4Bjw+ae1NEgEMH+E64mAUVZWprq6OqWkpAgQ0AX8CkRNgMeP8u27TypmWKwd4b8r7t69a0iSz+dTTU2Ndu7caU2kDfg++HZhxrvv28uXL/9l8eLFjWvWrJHT6TQyMjJeAJNHGJsKKC0tTY2NjZIkr9crh8OhpKQkA1gYbPM2oO/EiRO3Nm7cqJKSErndbjmdTknShQsXBNwGIocZ/yWQD/SHhYUpMzNTz549kyQ9ePDAA+Qx+ICCwl9xcXFqa2tTf3+/ent7ZeHz+VRUVKTZs2fbR6EzFygGPBERETp9+rTOnDljhdJrzJUKOEsAzZo1S0VFRero6NDHyMnJeQL8MErN+UBpSUmJ4fP5VFtbq7179wpICcYEAFYAfwJKSEhQRUXFe+bb29uVmJgo4JIfmpNTU1P/qa+vl8/nU2dnp+bNm1eKuUpB4zdAVVVVkiSHw6Hu7m5J0qtXr7Rhw4ZjjJzMQ1mLuXspLS1NFy9eVHh4uID1wTIfBXQkJyfL4/GopaVF0dHRstlsqqiokN1ut2L5oB+a8cAfO3bsMLxer6qqqnowT+ugkAHo3r17kqTjx48LMIAnmMYFuIEYf4X3799/pba2VtnZ2cJcldgA+h7g4O7du18bhqGnT59qypQpAkqAScBW4G8gfQy6CwEjJydHLS0tys7Ovh04yx+QnJxcdufOHWVmZlpPKn7I5cnAZ2OQvTRt2jS5XC55vV5t375dQHkg/H7IV4CRm5srt9uts2fP2oHwAOj+nJ+f/1KSqqurx5JHo6Y8Ojpara2t8ng8SkpKElCDGULjwmaz1dy4ccMq9F4y/Ik+LpIKCgqeSxq642SNQWchZhFosQnQ1atX1dfXp7y8vFsEqUKdtGjRotrLly/rwIEDY95xMONbgB34BnCuXr1a3d3d6urq0rJlywRUB872IDOA6mvXrunt27c6f/68HfjCT41EQFu2bFF8fLy1igMne2lpqfXbT4G1PkjUyZMnXzc0NGjVqlVWAZbB6Ffix6ioqDaXy6X29nYVFhZq3bp16u3tVWdnpxYsWCCglgDk1XBsBozKyko9evRIe/bssZ7YqE9Pm822+ebNm3rz5o0kDVS2xcXFlpadkTu88TF9+vTvHj9+LEkyDEPXr19/gX8F2JWlS5eqq6vrvYKwtbVVubm51gHpAX7H7CMCTgGgI0eOqLm52UrofsyGZeYoxodnZWWVud3uj5blzc3NVij1jFLPb+YDpYCRn5+vpqYmpaenW8vfA+QycnJHAm3btm2Tz+cbMO5yueRwOHT//n1LKzcY5oeyxG6391kG6uvrtW/fvqFvHLaOMHZTZWVlmySdO3dO5eXlOnr0qBvwxMbGrsfs2vzd4fwmCdChQ4fU1NQ00F4+fPhQu3btEuYePxxxc+bM6S8sLHRGRkY2Y/bTUUzQ2wmLmZj50A8oKytroFFvaGgQZhIOF8MJQCXmJMMJUrKOlrm8a9SnTp2qU6dO6fDhw3WYE4v7lMb8JQEoY7AU/voTehkXgSixQ4QIESJEiP8H/wI88Qs5nT9DUwAAAABJRU5ErkJggg==) 24 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFU0lEQVRoge2ZX0xbdRTHP9SOkIaMoqThP4a5hpjVbXQx22KIcc6BMl62ELMHJSR7WCDOZIsPk5gsGzG+uAwXHsbUJWabJhDNhKqZYn3YihAkMgaIhUlp7wwgQdhGe2l7fLi0KnOshctYTD9v/d3zO+f7+3PP+f1uIUGCBAn+ryQDRWstYjm8BFwHAkAIMK2tnPgpAaS2tlYuX74sR44caQO+X61gxlXw2Q9QXFzM3r17mZqaenn37t0kJyeXt7W1pQDNqxBTN1KALcCfR48eFRERVVUlHA5LfX29ALOAYcHukSIDGADmAQFk8+bNEgwGJYLb7ZbBwUGprq72Ldjqgl5baLqqqiq/uLjYWFhYSF5eHpmZmRgMhqjBhg0bCAaD2Gw2P9CpU9wVkQ18CPwIzHo8nuhsh0IhmZyclJmZmWiboihitVoFqNNTxEpWQE1JSanetWsXO3fupK+vD6fTycDAAE6nE5fLhcPhoKysDBEBQFGUVsCti/IVUmkwGL7zer2hcDgsIiJOp1PQ9v8EWtoMnTlzRkREmpubI8+e1FvIclcgc+vWrS+MjY2hKAoej4cbN278BLwC/L5g82tvb+9TqqqSlpY2DnyNloHux3q0yr3q78cnJ06cGA2FQtLS0hKZWQHGFtm1mM1myc3NFcAVg98LaJV7fTxilpqR/8RkMlkVRcl3u93Mzc31Aa8DdmDjItOfp6en3V6v9wvg8wdo2HTy5EnjlStXDMeOHWsDeuLVFQvPAj9cu3btTjgcloqKCgG6dPCbDAROnTolIiIXL16MrGhuLJ3jWQEVKFEUxZSUlMSOHTsAno7Tx/38DnV3dwOQn58fad8US+d4gg8CQbdby4IbN24ECKLVg5XS53A48Pv9ZGdH3ek6ACNQ2NDQMGm32zl9+jQOh+NTIB3wxq/3Hq5PTU0xPj6OxWLBZDIB2HTwG+U1QHp7e0VEpLy8XNAqsF5UAOJyuUREZN++fQJ0x9Ix1hXoA/D5fAB67v8IvQBjY1om3r59ux/t3XggsRayQSA4PDxsBLBarQCpaJV1JC6p95INbGlpaQlmZGQYa2pquHr16tvA+yv0ew+/HDx4UEREOjo6IqmuQge/7wEyOjoqs7OzkpycLMDHsXaOZwv0ORwOVFUlKysr0hZTpngA1wFu3bpFamoqpaWlAM/E2jmuAfh8PiYmJrBYLGRkZKjAEzH0MwHblvILMDw8jM/nw2azfYt2TI+JeA5z3wDGS5cuPefxeErMZrNtcnJyaAn7YuAzoBBtovL4O+U+DjwPbCooKLC7XC5mZmbIzc0FaAMa49AVN28Co2hHi/tiNpvz9+/fL4cOHYq8L6X/eFyy0CaZmZkyODgoHR0d88Bxll6th8Y76enpf9y9e1dGRkYiA3gLyARetNlsxzs7O8Xr9UogEJDGxsaIjSXeQKvxWYWysjLsdvvjc3NzWCwWUlNTuX37dj1axqG/vx+r1YrBYMDj8bBu3boOoAnwxxtL7wGkAAN79uzJP3z4cLSxsrKSrKwsY1FREQUFBeTk5HD27Fnq6upQVRVAAT5aTkC9BxCuqalJyc7O/ld2O3fuHElJSdHfgUCAnJyc31RVbUdLox0661gWrwKBgYEBWYyiKNLa2ioNDQ1SVVUlFoslrmL1sNgGfNnU1ORqamoSRVGiA+jq6lp89fwKqF1LsUtxAJD29vb5mzdvit/vF6/XGxH/7hpri4n1aNfBNwAZGhqSQCAgeXl5wtJ342XxmN4O0f4XmEH7kOtJS0u7c/78+aKenh7m5+eNwAerEHNVOYCWaS6gFbMECRIkSPDo8BeUImA0JzbBJgAAAABJRU5ErkJggg==) 24 24, auto;}
}
div.testarea{
animation:rwdcur257984 0.53333333333333s linear infinite forwards;
}
