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1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe2X30+TZxTHP8/b9n1bSn/QptJ0UmQDTIZW08RVHIaZLJFEkYvGJbKQeKFk3syrZctuZHdcbX+AVS5cTASNG9kFcS4xcxeOmU2bYHDtQoVCqIXGhhd4G1qfXWwzUSoqFLeLfS9PznnOJ+c55/kB/+u/qNOnT8ve3t7S68il9Pf3rzJqmobJZFJ6enoWe3t75WYCiHLG/v5+mcvlWFhYYGxsbMYwjEAwGOTy5ctl/TcipZzRbrfjdDpxOp2Ew+HA6Ogouq5z/Phx2dHR8UUlAUzljNFotA9AURSsViv79u1jYGAAi8WCoijt+/fv76urq1MSicSNjQI8t6Tnzp2ThmGQzWaxWCxYLBYSicTg2bNnP9i1axeBQIBAIICu61y6dGndW7NmYCwWk4VCgbm5ORRFwWazoTZ8y8fRm5w4cYKZmRk0TcPlcqHr+rp65IUB58+fl4VCgUwmQ05c4f33Wrlx6w5ffjpKOBwmFAqRTCaprq4mGAyyvLzMhQsXXhrkpRxjsZgsFotkMhmG73zDoZ2dVFVV4fV6OXnyJHv37qWlpQUhBKlUiuvXr1cWAGBgYECWSiXS6TSFQgFFUdA0DZ/Px6lTpzhz5gxXr14lHo+/0ja8kvPg4KDM5/NMTEwgpUQIgdOm0FRrwWx1odS89Z0Q4pPDhw+PbwoAwMWLF+XS0tITiIN1MzS6HiKljaHvR9jW9TX379+fiUQiLQcOHHj0ovXKHkRrqbu7W7hcLkKhEB7rCnW2PDaxTM2ej3i3UcPx8BbNW92BdDrd8TLrrXt+h4eHZbFYZHvmCsG6BCuzE5hMsGJrYXLBT+ynAsM//EI6nV4zxytX4B8dOXJEbNmyhWzNQVLJt1nJl6jaVsIe+RyXuIt1Kc7u3btpbW2Va11o6wYAaGtrE7aG7fzxxiFmtW5KooalGx9SLebo2WPlHfsDcrkc09PTqKpaFmJDAACRSERsbWhg2tfG7d86WCmAdzs0dX1FW/M8Ho+HYrFIY2Nj2fgNAwAsLi5iWFR+XfChP97J8qM3Wf75M8zWGgCSySSKonD06NFVVagIQHt7u8hms+hmldsTdlK/q6QeqtycdDI5OflYVVX8fj9DQ0OrGtJcCQCAqakp7t27x49LKyh3NVIPptCqanA4HEp9fT0jIyNlp6EiAMeOHZPxeJx8Po/JZGJ+fp7J6Tl0PYXb7WbHjh3Pja3YE6urq0sahoGUkmvXrglAAoRCIRRF4e8jvDL5+vr6ytqj0ehTTebxeKTb7ZZCCOn1emVnZ+eqJqz4I/NZqaoqS6US9fX1BINBZmdnGR8f3/S8T8nn88na2lpptVql3W6X4XD4SSUqMoYvUjabFUIIDMPA5/NRLBZpamra1P9GWTU3N0u73S4dDoc0m82vHwDA7/dL/pqQfwfgWf0JCMaIv+T7XDgAAAAASUVORK5CYII=) 5 3, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRYhe2XX0xbZRjGf+fQP7QH2q61oylbEQIsmwwTEoObS/DCC5g0XMBIICHhAhK5kXilCReiV73SKyVZCokhJm6DqBhwLtHpIG5dpiIXSCaRyp+VrrSxtth2Pe3nxdySQZd1W0EvfC7fnPd7fnnP853vO/C//osaHBwU++UlezyeXUW9Xs/AwMC+QEi5ih6PR0QiEWKxGJlMhrNnz+Z8rhCScxUVRcFkMmEymTAajQCio6NjTyaSE8BgMFBSUoLJZMJqtTI0NMTExAS9vb2iubn5nUICPHS0o6OjIplMEgqF0Gq1aLVafD4fk5OT9PT0EIlE3p2enn57zwAAvF6vSKVSbG1tIcsyBoMBXeXnvN4+S0tLC06nk3g8zrlz5544I49sHBsbE6lUimAwSESa5JWXT/DttXnee/M6brcbjUaD2WwmHo8zMTHx2CB5NXi9XqGqKsFgkKn5z3j1uBuj0YjNZqO/v5/Tp0+TzWZxuVwkEgnGx8fzBskZwp3q6+uT9Ho95eXluJ9vI51OE4vFCAQCjIyMMDMzw8mTJ8lmswQCgXy9gTwncE/nz58X0WiUlZUVhBBIkoTJIFNTpkVrMLOZMOJ0Oo+2trYu5btmXhO4p87OTklRFKqqqpDlu60nnlnnxRIfDfIs29+/QTqd/sXj8WxcvnzZUnAAgO7ubslsNlNfX4+1OM1hQxSDlODAC6/xUrWe0tvXqD1kca6vrzfns94Tb5+pqSmhqipHgpO4Dv9KenOFoiJIG55jNebAO5fiw48+vQI07QkAwNzcnFDXf8O2+Q0HM1NYG0B99hNufT3IB1/d4WbiKOFwmKtXrz7U56kPGZ/PJwKrq1QGv+NI3Zdsr/yJmoVb4YN88YPMx/N3qK6uZnp6OqfXY2dgpxobG6VDlZVs2E9x46dm0imwHYGatvc5VRvGarWiqirHjh3LeZg9NQDA9vY2Sa2OH2N24tnjJP6oIuF7C03xAQCWl5eRZZkzZ87sgigIQFNTkxQKhYhrdNxYUfDf1OG/rWN21YTf78/qdDocDgcXLlzY9Ro0hQAAWFtbY3FxkSt/pZF/1uP/fQ298QBms1muqKjg4sWLOTNQEICuri6xsLBANBqlqKiIcDjM6sYW8bgfi8VCXV3dQ3sLdtVqa2sTyWQSIQSXLl2SAAFQX1+PLMv88wkvjN/w8HDOent7+wMhs1qtwmKxCEmShM1mE263e1cI9+yyeU86nU5kMhkqKipwuVxsbm6ytLS0574PyG63i7KyMlFcXCwURRENDQ33J1GQbfgohUIhSZIkkskkdrsdVVWpqanZt5+f+6qtrRWKoojS0lKh0Wj2HwDA4XAI7u6Qfwdgp/4GPb168iNCZKMAAAAASUVORK5CYII=) 5 3, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgElEQVRYhe2XT0gjVxzHP28mGRNDzHTSaLRW7YJ/KuKClKWHUkMpCBXrUkEWaukqXnKp0Cp4zJ6qUEpvS6mit27RHrcFoTRlC1JKD15EpSRdQ8QmTmo2mzTGJK+Hrsu6xrWYaHvo9/ibee/7md8f3jz4X/9FTUxMyMvyUmZmZk4Eq6qq8Pv9lwKhTE9PnwgahoHT6bwUCKVU0OFwUFNTQ3V1NVNTUxcKURLAbrfjdDpxu92oqsrs7OyFQYjTHszPz8tsNotpmuRyOXRdZ3Jy8tT3Kw4AMDc3J3O5HPF4HFVV0XWdYv1XfDB0r2IgJUtwpPHxcWGz2fB6veTzebbMz2l5/mU+nL1WsZI8EwBgbGxMqKpKQ0MDrvx1bn32My9Vv1cp/2eX4EktLCzIg4MDIpEIdrsdt9uN3+8vuxRnZuBIo6OjwjAMdF0nk8lgmiaLi4tll+IfAwAMDw+L+vp6rFYrmUyGnZ0dlpeXj0HU1tZ+CfxyIQAAIyMjorGxESEE6XSacDjMN98uy7RkvP9tvo7FYjf6+vp6LgwAIBqNqi6Xi2KxyP7+Pg7XT7S+yBfpNO+Mjr/O4eEhHR0dEvjhrL3O3USBQOA1KeW9XC6H67kiO7/f4eNP7pNIXOHG9X1iu27a29sxTZPV1dVTfc6VgUcAPwoh7litVv4w4QXvMA8fvMHVjhBWa4Jrr3qIRqMkEgn6+/tPbdZzAzzSR4qiZDRNYy8G87ev8v7NFu5+B28N/sne3h6GYZDP5+ns7CwJoZbjHgwGUz6fryiEeFMIwcNUEYulDlV9he9XdFIPCgghiEQiaJpGb29vYH19/daTe5SbAYBPhRAhi8WCYRhE7meZv53kt1AKTdPY3t4uapqG1+tlaWnpRC+UlQGAYDBY8Pl8vxYKhXfX1tZIpVJkMhm2trYQQqAoimhpaWFlZaVkI1rKBQDY3Ny8m06nSSaTqKqKaZrEYjFCoRC6rtPV1XXq2oodq4ODgzKbzSKlPPpaCdDd3Y2iKCSTScLhcGX8AoFAyfjQ0NCxTjcMQ+q6LoUQ0u12y4GBgROTUPE/nKelaZosFAo0NzfT1NTE7u4uGxsbF+57TB6PR9bV1UmbzSYdDofs6el5nIlKjOGZisfjQghBNpvF4/GQz+dpbW29tMvPY7W1tUmHwyGdTqe0WCyXDwDg9Xolf0/IvwPwtP4CKrI/BGKl5CcAAAAASUVORK5CYII=) 5 3, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiklEQVRYhe2XTUwjZRiAn2+mlpahZZxupQKBsoaCBFlF48kDFyUGEWNDYiLGQNCklyUqJMRTN2YT8GCMetkIgd1w0HAzQQ1eWNeI0RPrhX80pIa0nZpq2gyl7edB2LhL2WVpQQ8+x3dmvvf53vedP/if/yJDQ0PyrHIpY2Njh4JlZWWEQqEzkVBGR0cPBQ3DwOVynYmEUiioaRput5vy8nJGRkZOVaKggNPpxOVy4fF4UFWV8fHxU5MQRx2YnJyUlmVhmiaZTAZd1xkeHj7y/JILAExMTMhMJkMsFkNVVXRdJ//w51wM3iiZSMEWHDA4OCgcDgc+n49sNsuqeQX/uUd5e/zpkrXkrgIAAwMDQlVVqqurqcy+xKUPf6Kh/LVS5b97C/7J1NSU3N3dZXt7G6fTicfjIRQKFd2Ke1bggP7+fmEYBrquk06nMU2T6enpoltx3zuYmZmRa2tr7O3tUVFRQSAQINjwSz3wIjBd9fz7n0aj0QDw5HHWO3YFDujr6xO1tbUIIUilUsRiMRL+13/da/j2sRcuDV+NRqOvdHZ2th93vfsWAIhEImplZSX5fB7DMNiJf42/7Ys3a6prXr42M0oul6W5uVkC1++11omHKBwOPyOlvJHP59FcGR4o+56hi48TT94k2P0z0R0PTU1NmKbJ4uLikXlOVIF9ge+EEJ8JIfjdhKeeeJdk6k9aGq9z4YKLobeeIxKJkEgk6OrqOnJYTyywzzuKoqTtdjtfzi1w5ZMHuXz5WT76uJO682vE43EMwyCbzdLS0lJQoiiBcDj8G/CeoijYbDYScZVHGvr54ceH+Oarc9TU1ACwvr6Ooij09vYekrAVI7DPB0KIN2w223lN07h2dY7d3QyWZWG329nY2Mi73W7F5/MxOzt7aBbUYrMvLCzkOjo61nO53KtLS0skk3+QTqdZXV1FCIGiKMLv9zM/P19wEEtRAVZWVuZSqRTJZBJVVTFNk2g0yubmJrqu09raeuS1JXut9vT0SMuykFIe7FYCtLW1oSgKyWSSra2t0uQLh8MF48Fg8LYhMwxD6rouhRDS4/HI7u7uQ0NY8i+cO7Hb7TKXy1FfX09dXR07OzssLy+fet7b8Hq9sqqqSjocDqlpmmxvb79ViWIfRMciFosJIQSWZeH1eslmszQ2Np7Zz88tAoGA1DRNulwuabPZzl4AwOfzSf6+Q/4dgTv5C2GbOljn8D+zAAAAAElFTkSuQmCC) 5 3, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2XT0ibdxjHP7+QP6958yZNYmy6ZKaHJdoypFisHetp9NRShNkIQtkUPZhTobv0aNlFSucEZSK4ucvoobBNcGD/jDEqOOiKkEIpxTZU1y5NTJaX1Rjd2/e3Q6m0M64uxm6HfY4PeZ/n8z7P9z0E/ue/yOnTp+XrmmUZGBjYUHQ4HCQSiXWJwcHBYzsmcPbs2Q1Fn8+HpmnrErqu3z1//vwfOyJQrqiqKm63G6fTSSKRkOfOnZt/8uTJ4IULF6p+mrICNTU1aJqG3+/H7XbT19cnpZQfr66upkdGRqoqUVagt7dXuFwuPB4Pqqri9XrJZDK/F4vFj3Rdp5oSZQUAenp6hMPhoLa2FkVR8Hq95PP5r7TGaXRdZ3h4uCoSmwrAs00oikIwGERVVWzBGfbW7iNnnUTXdUZHR7ctIbbyo/HxcWmaJul0msm5b3jvraPYbDacTifhcJiurq4t9alYAGBiYkKapsmjR48oFAooioKUEpfLRSwW4+TJkxVJ/O0JXqS7u1tomsaePXuw2+0YhoEQguXlZVKpFJOTkxWdY8sCAB0dHcLpdBKNRrFarQghME2TQqHAwsICU1NTsq6u7iJwc6s9K1rbpUuXpGmaJJNJrFYrNnuRg4dzJH9+g6amdxkaGuLy5ctb6v2PNvCceDwuampqaGlpQQhByzu/0fPhF0xfHSazdJczZ87Q2NgogR9f1avi9ALMzMzIx48fk3owx4NfPmfgk1/RCwf5dKCVb7++SkNDA7lcjtnZ2U3nVLSB5xw5ckSEw2Hcrnr2vtmNXjjE27Gb3LjxGYcOB3j48CH5fJ7jx49vGtBtCQC0traKAwcOsFbSuPjlUU594OG77+FY2wpLS0v4fD4Mw2D//v1lJbYtALCyskIoFGJl2Ylie5/rP/Ty0/V9hEIhAObn57FYLMTj8Q0S28rAi4yNjclcLsetW7cwDINSqYSu69y7d890u92WUCjEtWvXNsyzVktgcXGR27dvUywWMQyD+/fv4/F40DTNEolEmJ6eLvuyVTlBZ2enTCaT5HI51tbWyGazZDIZ5ubmSKfTuFyuTZ+t2gna2tpkqVRCSsmVK1cEIAGampqwWCzouk4qlarOvP7+/rL19vb2l0Lm8/nkrl27pBBC+v1+eeLEiZ0L4WbY7Xb59OlTIpEI9fX1pNNp7ty5s+NzXyIQCMjdu3dLRVGkqqqyubl5fRNVCeGryGazQghBqVQiEAhgGAbRaPS1/flZJxaLSVVVpaZp0mq1vn4BgGAwKHn2hfw7An/lT/5EZNUffC8gAAAAAElFTkSuQmCC) 5 3, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
86.666666666667%,88.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88.333333333333%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
91.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
93.333333333333%,94.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
95%,96.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96.666666666667%,98.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
98.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur57862 10s linear infinite forwards;
}
