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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADq0lEQVRYhe3Vb2jVVRzH8de999e85tLNP4G1Ihv6wJbWplFEFlhiEkLOKKThg9TMHmeIPQkKIoQos0QSI2cRayAo2j9SMkrqOlNH/101XTbT7c6m267X/Xrw2+Y2N73D2SM/T36/c873nO/7fL/fc07MEDSPfDyAqZiUIB7n9yy1MXZvp3Uo60GQq+Fc5tzGM/dxdxFjC8lLIE2mnqZv+PYc63by6VAAErkY3cOihax+mFmjGX2GRCNOIktiHPklTB5JSTOtRzk0bABTWLCI1WXc2UK8jq8aWNvAs42sbeLPZq6LcfMNTBzF5COcOMkPuUIMqsUULeWzjwmrCd9k01uD2K5lUzXhJ5ybT3UxBbn4iA82sJlkjCfu4o6zOMHeMSxdMYh9gqca+bKVeAkzMOuyAJA/hnuvpSCDDDsryA5mvILONB82IJ/xcablAnCxUxDcyC1lBA1oYcelFjvNjp+QJC/GhFwA4ghF+eqfs6aA5PVdA620X2qxejIJHI0Wvlh0+wBAM8b2hqggM4KgA0Uo5PFdl743ZgUYxZkYjTkDhGEIh/tDnOb7k2SviQwXtETjA2ojQZLyILL9C7U5A1RVVQ0IkcemvRw/gnym/sbGSsZ3T67GR6gi7w9em8HCEjqPczCP3bkABMlkUjweZSIMQ7FY7DCKYRx7f2FrKcsmEYzgkXp2vcwWbN1PNuTBBI8WMmcUfuTgv1QdIJ0LQCyZTIaVlZWgvLxc+kRa4YRCKB5Jej2dP7NqJstLGd0oumdPia7RpKhG8sjWUruH16t5NxfnDFKpzf80w+E2ChZjCqv28dwOaltoLSE7F/MxlcwETqX4vI4X5/Fers4viADMvn92z393JNCE9EsUxXkyS3FI0QiSZ6nvYE+C7Tfx95KheEfQ3t6uI9PR01EwPjoEqZoa3+3bZ2ZZWU9NvMDRd3hFdBzz0L6EziH67AvQvyNVU2NGaWlP+9ivx0ycPLEHYklUXFkXuZaHogtqIFWzv097285tNryxgQHuieFQDOGW97f0dHyx5+s+BhvfXtd/TqEcj1guCqCttQ2kUimZttMOHDpg+u3Tbf5gMzzf5bBOVIzDqp4aSKVS1m9YT8C0kj4vaV0XQJNh3HlvhcuXLQ9Fr+JKgZUCYUVFRbjm1TXd/aUGfjEvWwGinfO0wUOc7vcdNsVEO3zM+TDDrajq+n/I+fxfEYDuQ98foPvpbXK+DoZdMX3zmu7V7g3QPfa/6ooU3VVdVX/9B1otJyxvye55AAAAAElFTkSuQmCC) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 8, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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