@keyframes rwdcur27551 {
0%,1.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkklEQVRYhe2Uy2tUZxjGf+cy94uTzBxmnIyJ6AyJJFGilFKINg0ERNy0LoSaVhCs1E0LBTd1W+iq/0ARmxZiCZSEgKEUComh4NKxqdHW4KQmOmEm45xj5nLuXYhBJLGJLe0mPzgcvo+P53nO+37nhR122GGHHXb4nxH+7sCJEyc+9Hg8fbIs76vVav4DBw5Enz59GnZdF6/XC0Cj0cB5Rl1V1YrjOGuCIFRd1/3l+vXr375WgKGhoZQkSV/4fL5zzWYTj8eDoigkk0l0XceyLGRZxnVdbNvGtm0ePXqE4zjrj8fjwTTN0ampqTOb+UgbbZ49e3ZfX1/fN+Fw+L1KpUImk+Hx48c0m00WFxcBiEQimKaJ4zhIkoSmaaiqiuM4WJZFW1sbmqZx8ODB3lOnTg2kUql8Pp8vvuwlvrxx/vz54+3t7eOGYQw6jgNANpulq6sLwzAQRRFVVREEgUQigaIoyLLM2toakiRhWRY9PT10dXWtV6herw+kUqkfLly4cOyVFRgeHh7u6en52rKsvZZl4fF4qNfrFAoFQqEQhmEgSRIdHR0kk0kSiQShUAhRfPYdmqYhyzK7du3i7t27tLS0oCgKjUaDQCDQks1m34nH4wv5fP73DSugKMqZWCzW2traSrlcJhAIkE6n0XWd1dVVcrkcvb297N69G0EQsCxrvQWZTIbDhw/T3d3NkydPcF2XtrY2ZFmmWq3iOA6lUmmvJEkfvOgpv7hYXFz8OJVKjeRyuWPBYBC/308ul8O2bW7dukUmk6Gjo4P79++jqiqVSuWZiCyzvLxMJBIhkUggCALxeJxIJIIkSYTDYbxeL8vLyz8Wi8XPNm3B/Px8NRqNTqfT6a5kMpmNx+McOnQIv9/P3NwczWYT27aZmZmhUCjg8/kwTZMHDx6wtLSEaZpUq1UsyyKRSBCNRgkEAsRiMSqVytTc3NxH4+PjSy96bvgbnj59On306NErnZ2dx2/evEk+n6fZbBIMBnFdF8dxEEWRWCyGZVmUy+X1e/C8NYIgkM1m6ezsRNO0iUuXLr27kdemc2BgYCB95MiRKwsLC8f9fj8Aruuuv23bXr8DgiAgiiKu666fEQQB13WRZXm0VCp9Mjs7W95WgOecPHnyu2g0OizLMoZhYJomlmURCoUIh8OIoki9XkfTNARBQJIkgsEg9XodwzBGJycnNx1CWwoAcPny5SvRaPRcMplkdXWVWq1GIBCgu7sb27a5ffs2pmkSDAbxer2Uy2Xu3bs3OjY29kpz2GQSvsyNGzcm+/v7o9ls9i1d19m/fz8+nw+/348oini9XlpaWmg0GgiCwMOHD78cGRm5uBXtLQUAmJ6e/kmWZbdarb5Rq9W8Pp8PXdfRdR3DMCgUCiwtLTkLCwtfXL169fOt6m45AEA+n59pb29fdF33bcMwgisrKxSLRVRVRVXVYrlc/vTatWtfbUdzWwEA7ty58+uePXt+s237TV3XW3Vdp1ar/VkqlS6OjY19v129bQcAmJ+f/0NRlFlRFPsBbWVl5f2JiYmfX0frHzE4OJgZGhra+58b/5v8BVrkCnX63CI7AAAAAElFTkSuQmCC) 15 18, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0klEQVRYhe2VXWgUVxiG3z2zs5PZjHV33M0mTjYp2bVZ/1mUWEFKClHU3OqNqLQ1IG1ooRRaaC9639u2UHrhjWAVq2BDskWN1ZbAgqRUgiLB3UAIy7q/ZHb+dubMnF4EUxvX2FjpTfNcfsz53vd838scYJ111llnnf87vpc5dPz48UA+n/dW1qenp+krNTA4OOgXBOEEISRNCOn2PC+gKEqH53mSaZoIh8NgjMGyLADwCCGVSqVCKaWW4zhFAFOCIPw4NjZmrNnA6dOnewghXxaLxfcYY3BdF729vXAcB4IgQFVVRCIR+P1+AIDruqhWqzBNE4QQNJtN+P1+eJ53sdFofHj79u1KKx2uVXFkZOTAtm3bzgEY7uzsxKFDhzA9PQ1N01Cv18EYQyQSgaqqME0TkiSh0WigUlnSoJSC0qVt9Pf379i3b9+OVCr1ezabfcYEWVk4c+bMUUVRfnAcZy+lFLquQ5IkJBIJuK4LQggYY5BlGYlEAqIootlsQtM0CIKAJ9MKBAJLAoRAEISj/f3946Ojo2+tOoFTp06dTKfT3xFCOjds2IDdu3dDVVVks1lIkgTHcRCLxZBMJhEMBhEKhRCLxWBZFkqlEhzHAWNsWViWZUSjUei6DtM0w9u3b39bUZTc3bt3Z58xcOTIkdcikcin6XR6byqVwo0bN8BxHHieRy6Xw6ZNm7Bnzx4IggCO48AYA8/zy9+EQiE0m01YlgWfzwdRFNHX1wee52EYSxlsNBoh27aT7e3tP83Nzel/M/Do0aPm5s2bf7Ft+41wOJzav38/KpUKZFlGMpnEwMAADh48CEEQ4LouNm7cCMYYFhcX4fP50Gg0IEkSotEoQqEQtmzZAkVR0NHRAUEQQCmFaZq/5nK5dycmJuZbrmB2dtYQRTETj8fjw8PDuyilGBoawtatW2FZFhRFwcLCAm7duoX5+XkQQuA4DvL5PB4/frx880KhANu2wRhDIpGAZVmglP48MzMzcuXKldzTmv6Vobh586YKYBQAent7T46Pj2Nqagq1Wg3xeBz5fB6O48DzPJimCZ7nUa1WwXEcbNuGruvQNA2GYcDzPBQKBdy7d2+iUCicvXr16sKqIXxCPp9vNpvNScuy4nfu3NllGAYopajVavA8DxzHwfM8GIYBXdf/uo3fD1mWlwPL8zwCgcCFbDZ7NpPJFFtptTTwxEQwGJzkOC4eCAR2+f1+UErhui58Ph+i0Sja2toQDAaXgwcAmqZBFEUAgGVZFyqVyvtjY2P15+m88C0YGhp6LRqNfrtz586TwWAQmqaBMYauri4oioJyuYz79+8vm3EcB7ZtI5fLfV8ulz++fv36c3/Dq07g6UnE4/HJcDgs9vT0vEkpRV9fHwKBACRJAsdxCIVCkCQJjDEYhkGr1epXpVLp80wms6o40CKErchkMqokSZ9Vq1W7vb39I9M022RZxuLiIgghEEURc3NzqNfrdqlU+uTy5cvf/JO+wEs8x8eOHXsnFot9HQ6HJUIIDMOAKIpQVbVYq9W+OH/+/Lm19HvhClby4MGDP7q7u2dc1x3QdV02TRO6rs8Xi8UPLl26dHGt/dZsAAAePnw429XV9Rsh5ABjTC2XyyeuXbs2+TK9/hWDg4Pdhw8ffv0/F36V/AlioDtd+NPY8QAAAABJRU5ErkJggg==) 15 18, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
10%,11.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6UlEQVRYhe2VTWjbZhjH/7JsfUSyHMd2pIQ4cVMnpe7Y2Ea7HUYxtIGQbqfSQ9tAYZetl0LHbmXbbdt1h41RSC9lZR39OPTahJIQShnB0IZ4iRPV2Jkr14nq2PqwZH3sMBLGmrTNVnZZfsdXr57/730knhfYY4899tjj/w7xT146deoUJcuyt92zubk557UJZLPZYDAYPMPz/Nssyw46jsPEYjHBtm1e13XwPA+KoqAoCizLAkmSnuM4q47jaCRJ1j3Pm202m7/cv3+/tWuBsbGxfpIkvyII4mPXdeF5fx44k8nAcRyYponNdUVREAgEAAAkSW7tbbfbGBoa+tkwjEtXrlyRt8sht1scHx8fPnz48E+apn3UaDTgOA44jkOr1YKqqmAYBuFwGPV6HYqiIBqNwvM8tFotEAQBz/MQCoVAURSy2ewbmUzmWDgcXsnlcisvFTh37tzYyMjIVY7j3lxbWwNFURgZGcHa2ho0TYNlWfB9Hx0dHVBVFYODg0ilUqAoCrquw7IshEIhAADLsshkMqjX692iKB7r7+9fmJubW95R4MKFC+PpdPpHXdf7Go0GarUaWq0WaJpGPp+H67oAANM00dHRgYMHD0KSJBAEgUgkgkQigXg8Dl3XYds2stks+vv7sby8jEAgEO7r6zsuSVI+l8sVnhM4ceJEZyqV+o7juGHXdSEIAnieRyqVQi6Xg+/78H0f7XYbyWQS+/btQ3d399a3BoDOzk4cOXIEDMNAVVVwHAdZllEul8EwDIrFIm8Yxm8PHz6cfk6gUCi0EonEr/v373+rt7c3mUwmkU6nMTQ0hEwmA0mSEI1Gt07NsixarRa6urpg2zYURUEkEgFN0+A4DsFgEL7vw7ZtiKKInp4eyLJ8uVAofLm6uuo8JwAA+Xy+GolEpkRRfMfzvAFBEFCtVpHP5zE/Pw9JkpBMJqGqKkqlEgRBgGVZWFpaQqVSAcuyiMfjAIB4PI5kMol4PI4DBw5gcXHxcqFQuDg5OWm+8Cecn5+vh0Khe11dXcOdnZ1Dt2/fxtOnT5FOpyEIAhRFQbPZhOM40HUdy8vLUFUVvu9jfX0dnudB13UsLS0hEAggGAyiWCxenpmZuXjnzh3j73k7zoGzZ88KR48e/X5lZWV8eHgYlmWhVCqhVCqBIAjwPI+NjQ0YhrE1A3zfh+u6IEkS7XYbDMOA5/lrsix/Mjs7q22Xs+0cAIBHjx5ZrutOaprGGobxvizLME0TNE1D0zSYpgmSJNHT04NoNAqSJGHbNhiGAU3Tm4LXTNM8PzU11dwp56V3waFDh6jTp09/Mzo6+pllWajVaqhWqyAIAjRNIxaLwTAMlMtlNJtNcBwH0zRRqVSu5XK58w8ePGi8qP6OHdikVqu5sVjsniRJdCgUetcwjKAgCAiHwwAATdNAURQIgsD6+josy0KlUvm2WCx+Pj09vW3bdyUAAAsLC+6NGzfuNhqN3+v1+vGNjQ0qFovhyZMnePz48WYoNE1zqtXq1wMDA19MTEzYr1J719fxyZMnPxRFcUIUxe56vQ6WZQEAqqrWnz17dun69es/7KbeK3Xgr+Tz+aXe3t4Fy7Le8zyvy3Vd+L5fKpfLn968efPqbuvtWgAAFhcXC4lEYoZl2Q8ANKrV6plbt27d/Se1/hXZbLZvdHQ09Z8Hv07+AB8CR4S0F2pjAAAAAElFTkSuQmCC) 15 18, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2Vy2sbVxjFz7z0GnUkTWSP5EwSWVGCjHEe3rglhQqXRN5kUwiB0JVXzSbQR6C7rgKh9B8otGAo8SKUhLgLEyghSelSi1D5RS2j2hJSNBk9rBmNPI97uwg2NHXsOg3d1L/lfZxz+L7Ld4FDDjnkkEP+7zBvcunKlSu+tbU1stteoVBw31qAXC7H8zx/LRgMng8Gg+mtra3A0aNHpX6/HwYAv98PhmGg6zoIIQBALMuqOI5jsCzbppT+qmnaj4VCoXfgAPl8PsHz/C1BEKa3trbAcRyCwSBSqRRc1wWlFADgui7a7Tb8fj8ajQYYhoFt2+A4DgzDIBwOz9q2/fm9e/fqu/lwuy1evXo1PTExMcOy7EftdhuO44AQAkop1tfXwbIsRFGEruswTRORSAStVgu9Xg+UUvA8j4sXL4JhGCSTybGxsbHJgYGB4rNnzzb2DTA9PT01Pj7+HSHkXdM00e12EQgE0O/34XkeKKVwXRfhcBg8z+PYsWMQRRHNZhOWZYEQglQqhZGREZRKJXAcB0ppUpKkD7PZ7EqhUFh9bYAbN258fPr06W9d1x12HAe2bcM0TfR6PbiuC457eZxlWRw/fhyZTAbhcBgAIMsyeJ4Hx3GIx+MolUpQVRVnzpyBYRgQBCGqKMpkLBZbLhaLv/8tQD6fl0dGRr4RRTFrmiaq1SpCoRAikQh0Xd8JmUgkcPLkScRiMQiCAEopHMcBz/NQFAWZTAa6rqPT6SCdTkPXdaytrcHn86HZbL5j27Z36tSpucXFRfqXAKVSyRocHHwSjUbPK4pyIhKJ4OzZs7h06RLOnTuHeDyORCKBy5cvIxQKwfM8WJaFUCgElmVRq9XAcRwSiQQopZAkCZRSEEJw5MgRCIKAcrk822g0Pn3w4IG5awsWFhZakiQ9VlV1PBqNnkgmk+B5HvV6HYVCAQDQaDRQLBbRaDQQDodhWRaWl5dRr9dBCNl5/alUCoqiQJIkDA8Po1KpzC4tLV2fn59v7fkIl5eX29Fo9LEoillVVTNzc3N4+vQpWq0WYrEYms0mWq0WLMuC4zh4/vw5ms0mKKXodrvY3NxEuVxGuVyGZVnw+Xyo1Wqzjx49uj4/P7/5qt9r58CFCxeGJicnv69Wq1OCIEBVVTiOg0qlAsMwQAiB67rwPA8Mw4BhmJ3ZsCPOMJAkafbFixe7mu9agW02Nja6iqL8RAgZSCaT44IgYHV1Ff1+H67rghCCwcFByLIMWZZhmi/byvM8gsEgCCFwHGfWNM3Xmu9ZgW1yuVxgdHT0Vj6f/8zv92N9fR2dTgee5yGdTkMURdRqNdTrdbAsi2AwiE6ng2KxOGsYxp7me1Zgm3K57KZSqceqqoqyLL8nyzISiQT8fj8CgQA4joPneYhEIjsjuVwu367Val88fPjQ2E//H/+Go6Ojvmw2+2Umk7kZi8XCqqqi1+vt9L5Wq0HTNNcwjNszMzNfAdj1t3yVfSuwjaZp3tLS0pOhoaE/XNf9wLbtULVaRbfbhWEY0HW9rWnazTt37nwNgO4reNAA2ywuLv42NDS04DjOBCFEtm0blmWta5r2yd27d384qN6BAwDAysrK7/F4/Befz/e+67qb9Xr92v37939+E61/RS6XU6emplL/ufHb5E84+EG+rNQiEQAAAABJRU5ErkJggg==) 15 18, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7klEQVRYhe2VzWvbZhzHv5L1YsuW47fajiM7L3VXckgPhYaF9pBBWEx72aWXUHIIbGNL2U5jp7HCYOwP2GCXdtulBBIGwzQZJSllY7SlBDLcpqGdnXSpGxsHS5Yl2ZIeWTuUlC7rW7qyy/I5/pC+3w8/PTwC9tlnn332+b9DvcpLp0+f5kqlUmf3fHl5mbxWgdHRUYbjuEmKokYcxwmFQiEuGAzGXdcNqKqKeDwO13WhaRp4nu9QFLVdq9WI4zhtQkjFtu3fFEWZW15eNvYsMDk5maEo6vPNzc0pn8+HVquFbDaLZrMJmqbRaDTQ3d0NjuNA0zQAoF6vo9lsgmEYtNttsCyLTqdzEcDH+Xx++2k9nqcNz549mzt+/Pj3PM+P67qOU6dOoVgsolqtPi6IRqPY2tqC4zjo6uqCpmmo1WoAAEIIXNcFACQSiaGRkZHhgYGB32/evFl5ocDU1NQ7yWTyB5/P1xsKhXDr1i3EYjGwLItqtQqe5xGNRtHb24tIJPJYqNFoAABc10Wn00FXVxcIIUilUojFYn3JZPLtbDa7cuPGjfvPFJiYmJg4duzYt4lEImJZFgYHByGKIq5cuQLHcRCLxdDd3Q1JksAwDMLhMFKpFDRNw9bWFgghcBwHFEXBtm0IgoBwOAzHcWAYRvjQoUNvZbPZ4rVr1+7+Q+DcuXO0bdvTkiSdOHr0KObn51GpVODxeCDLMg4fPozx8XFYlgXbtuG6LliWBcuy4HkeLMtCURS4rguKoiCKIoaGhiCKIhKJBAzDgKqqoXa7/YYoij8Vi0X9bwJXr151Q6HQLx6PJ91ut4+cPHkSruvCcRxIkoRcLofBwUF4vV7Isgy/3w+v14t6vQ6GYWCaJlKpFOLxOILB4M7qkclkYBgGNE0DgJV79+69m8/n/9jpZZ78BIuLiyqA6WQyieHh4TNerxeZTAamaaLZbIKiKPj9fty+fRuO4yCdTsO2bayvr4NhGAwMDKDRaKBSqcAwDBBCcPDgQciyDJ/P93OhUJienZ0tPfcQlkolE8CSruvpUCh0pNVq4cKFC3jw4AGuX7+OhYUF1Ot16LoOXddhmiZUVQXLsrAsCz6fD7quY3t7G5ZlQRAEFAqF+Tt37rw3MzNzf3cfs3uws4lwODxdrVZRKBTOOI4Dhnn0KEVR8Hg86HQ6UBTlUQjDQJZl6LoOhmHQ39+PYDAIVVVBCLm4ubm5t3sAAFZXV02WZZcoikoLgnCEYRjQNA1CCARBwIEDB8CyLGiahmmajw+lYRiwbRuWZUFV1Ytra2sfXLp0SX5Wzwv/BWNjY8Genp5v+vr6zgiCAEIIOI6DJEngeR4PHz5EuVyGx+NBMBiErutotVrY2Nj4SlGULy5fvvzMa/i5G9ihVCqZqVRqye/3+wKBwJs0TSOdToPneXAcB0EQEIlEEAgEwPM8ZFkmiqJ82d/f/9n58+etF+U/9QzsZmFhQQ0EAp+qqmqFw+GPLMvyRqNRtFotCIIAURSxvr4OTdPa5XL5k7m5ua9fJhd4iQ3ssLq66qysrCz29PSUAYyZpskRQlCtVqHrOmRZrsiy/P7MzMx3L5u5J4EnRFYkSSp0Op1hy7IimqZB1/U/y+Xyh7Ozsz/uNW/PAgCwtrZ2NxaL/UrT9AnXddVarTaRz+eXXiXrXzE6Oirlcrm+/7z4dfIXpC5BDVKG7DAAAAAASUVORK5CYII=) 15 18, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzUlEQVRYhe2VTUgcZxzGn9mZ3Z0vN/vpflZN1cQEiRgJtmDCQgyRHku8hJ7Mpb1J6S30mNJrL6UXewksjeDJQxAkJJTioYRE1CXblmGyqzK66864XzPzzlcvVVpiTExDL/V3epnhfZ6H/zzvO8App5xyyin/d6h32TQ9PR2QJMk96t3Tp0/t9xYgn88zDMPcjkajozRNf6jrOptKpUK2bYu6rqOrqwsURUFRFNi2DYZhXELIJiGkxTCM5jjOL81mc35lZcU4cYCbN2+mGIa5FwgEZhzHgWVZsG0bw8PDAADLskBRFAgh2NnZAcuyaDab8Pl8ME0TNE3DsizkcrmfCCF3C4WCdJQPfdTDmZmZc9euXfuREPKpqqqwLAs+nw8AUKvVEAwGwfM8qtUqarUaYrEYTNNEp9MBAIiiiKtXr6LRaODKlSvDo6Oj10VRXF1dXa28McCdO3c+yefz9w3DGGs2m6jX60gmkyCEwLIsWJYFz/PAcRx0XcfAwAC6u7vR6XTQ6XTgOA76+/tB0zQqlQoGBwdhGEY3z/PXz549W3r27Nkfrw0wOzv72eDg4A+6rucMw4CmaSCEYH9/H+12G67rwnVdmKaJdDqNixcvIhKJAACi0Si6urogCAI6nQ5kWcbk5CT6+/tRqVTAsmw4k8lMRqPR0tra2m+vBJiYmAhfuHDhO47jztXrdQiCAJqm0dPTg2q1Cs/zQNM0AoEAhoaGkE6nIQgCXNc97EMymcT4+DgajQYsy0IkEoEkSZAkCX6/H/V6XbRtuxEKhZZkWXb/EaBcLhuZTObX7u7uEVEUP0gkEhgbG8OlS5fQ29uLeDyOdDqN8+fPI5vNgqIoGIYBURQBAIqigOd5hEIhsCwLiqIOC5nNZiEIAvb29gqyLM8uLy/rR36C9fX1HUEQHqXT6cvZbLY3Ho9D0zRsbW3h+fPnCIfD4DgOkiShUqkgFArBNE2USiVsb2/D8zz4/X4Eg0GkUinkcjnEYjEMDAygWCwW1tfXv3j48GHj2BK+ePFCi8fjjz3PG4rFYgOLi4tYWVlBOBxGKpWCqqqHhSOEYHt7G7VaDZ7nodVqHZ6UjY0N+Hw+cByHzc3NwpMnT14xB465B27cuJGZnJyckyRpanh4GDzP4+XLlyiXy9B1Ha7rwrZt2LYNiqJAURQ8z4PruodrhmGQSCQKm5ubR5ofOYEDJElqRiKRxVarlQiFQpdN04Qsy3AcB4ZhwPM8iKKITCaDRCIBy7JgmiY4jgPDMAAA0zQLjUbjtebHTuCAfD7PjoyM3Lt169aXjuOgXC5DVVX4fD7EYjEc9KRSqaDdboPjOOzt7aFcLhdUVT3W/NgJHCDLst3T0/M4k8kEeZ7/2O/3U+FwGCzLgqZpEELgOA78fj9qtRosy4KiKN8qivLV0tJS6036bwwAAMVi0VlYWHjUbrfNVqv1kaZpgTNnzqBaraJarcK2bWxtbWF/f99WFOWbvr6+r+fm5sjbaJ/4dzw9PX07Ho9/l0wm45qmHV5Yu7u7mqqqdx88ePD9SfTeagJ/p1gsrmWz2Q1CyLjnedG/TkR5d3f38/n5+fsn1TtxAAAolUq/JxKJn1mWnXBdt6Eoyu2FhYXld9H6V+Tz+dzU1FTff278PvkToeNXv1H7KHEAAAAASUVORK5CYII=) 15 18, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
85%,86.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6UlEQVRYhe2VTWjbZhjH/7JsfUSyHMd2pIQ4cVMnpe7Y2Ea7HUYxtIGQbqfSQ9tAYZetl0LHbmXbbdt1h41RSC9lZR39OPTahJIQShnB0IZ4iRPV2Jkr14nq2PqwZH3sMBLGmrTNVnZZfsdXr57/730knhfYY4899tjj/w7xT146deoUJcuyt92zubk557UJZLPZYDAYPMPz/Nssyw46jsPEYjHBtm1e13XwPA+KoqAoCizLAkmSnuM4q47jaCRJ1j3Pm202m7/cv3+/tWuBsbGxfpIkvyII4mPXdeF5fx44k8nAcRyYponNdUVREAgEAAAkSW7tbbfbGBoa+tkwjEtXrlyRt8sht1scHx8fPnz48E+apn3UaDTgOA44jkOr1YKqqmAYBuFwGPV6HYqiIBqNwvM8tFotEAQBz/MQCoVAURSy2ewbmUzmWDgcXsnlcisvFTh37tzYyMjIVY7j3lxbWwNFURgZGcHa2ho0TYNlWfB9Hx0dHVBVFYODg0ilUqAoCrquw7IshEIhAADLsshkMqjX692iKB7r7+9fmJubW95R4MKFC+PpdPpHXdf7Go0GarUaWq0WaJpGPp+H67oAANM00dHRgYMHD0KSJBAEgUgkgkQigXg8Dl3XYds2stks+vv7sby8jEAgEO7r6zsuSVI+l8sVnhM4ceJEZyqV+o7juGHXdSEIAnieRyqVQi6Xg+/78H0f7XYbyWQS+/btQ3d399a3BoDOzk4cOXIEDMNAVVVwHAdZllEul8EwDIrFIm8Yxm8PHz6cfk6gUCi0EonEr/v373+rt7c3mUwmkU6nMTQ0hEwmA0mSEI1Gt07NsixarRa6urpg2zYURUEkEgFN0+A4DsFgEL7vw7ZtiKKInp4eyLJ8uVAofLm6uuo8JwAA+Xy+GolEpkRRfMfzvAFBEFCtVpHP5zE/Pw9JkpBMJqGqKkqlEgRBgGVZWFpaQqVSAcuyiMfjAIB4PI5kMol4PI4DBw5gcXHxcqFQuDg5OWm+8Cecn5+vh0Khe11dXcOdnZ1Dt2/fxtOnT5FOpyEIAhRFQbPZhOM40HUdy8vLUFUVvu9jfX0dnudB13UsLS0hEAggGAyiWCxenpmZuXjnzh3j73k7zoGzZ88KR48e/X5lZWV8eHgYlmWhVCqhVCqBIAjwPI+NjQ0YhrE1A3zfh+u6IEkS7XYbDMOA5/lrsix/Mjs7q22Xs+0cAIBHjx5ZrutOaprGGobxvizLME0TNE1D0zSYpgmSJNHT04NoNAqSJGHbNhiGAU3Tm4LXTNM8PzU11dwp56V3waFDh6jTp09/Mzo6+pllWajVaqhWqyAIAjRNIxaLwTAMlMtlNJtNcBwH0zRRqVSu5XK58w8ePGi8qP6OHdikVqu5sVjsniRJdCgUetcwjKAgCAiHwwAATdNAURQIgsD6+josy0KlUvm2WCx+Pj09vW3bdyUAAAsLC+6NGzfuNhqN3+v1+vGNjQ0qFovhyZMnePz48WYoNE1zqtXq1wMDA19MTEzYr1J719fxyZMnPxRFcUIUxe56vQ6WZQEAqqrWnz17dun69es/7KbeK3Xgr+Tz+aXe3t4Fy7Le8zyvy3Vd+L5fKpfLn968efPqbuvtWgAAFhcXC4lEYoZl2Q8ANKrV6plbt27d/Se1/hXZbLZvdHQ09Z8Hv07+AB8CR4S0F2pjAAAAAElFTkSuQmCC) 15 18, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYhe2Vz2sbRxzF3+ysVtrVWltVK1kSsn5ZBBPbog6kpsS4poHiXAMpwdAcDIG2UNJDA72VHkpD/4H00kMpiJAUUjBJMCm0pS1JDg40xooT24HaErK9rrRI8u5qf/ZklTTKz4Ze6s9x2H3v8Wa+M8A+++yzzz7/d8iL/HTixAnuwYMH7j/XFxYW7JcaYGpqiuV5fsbv94/5fL58u90O5HK5kG3bIqW0+12j0YDP53Nt29ba7Xbdsqw2IUT1PO83RVG+W1hY0J47wMTExCuCIHweDAY/ME0ThBCEw2EkEglYlgUA8DwPrutid3cXlFLUajUwDAPLsuB5HiilIISUAJyZm5vb6eVDey2eOnUqffjw4a9CodC7W1tbYBgGhmHAcRysr6+DUgpBENBqteB5HnieR6PRQLvdhuu6cBwHo6Oj0DQNxWJxdGho6PVIJPL74uLi5lMDnD59+u18Pv+N67qThmFAVVXEYjGwLItmswlCCAzDgCRJCIVCiEajAIDt7W1YlgXXdZHNZpHNZlGpVBAMBkEIyfr9/reHh4fv3759e/WxAWZnZ98ZHBw8b1nWICEEnufBMAzs7OxAEIRu5ZFIBKlUCqlUCjzPg2EY9PX1wTAMsCyLgYEBrKysIBwOI5/Pw7IsiKIYTiQSb0mSdH9paen+IwGOHTsWKhQKX8iy/BrHcVhbW4Pf7welFPV6HbquQxRFpNPprvHeQbRtG4FAAMlkEslkEtvb2zBNE0NDQ2BZFpVKBRzHQdO0PtM0WVmWr66trVkPBVhdXe0kEolfZVk+lMvlMpFIBAcPHsTx48dx9OhRcByHQqGAmZkZOI4DSik0TQMhBJRSbG5ugmVZJJNJeJ6HeDwOnudh2zbC4TA4jkOlUrm6vr7+4fz8/J89t6BcLquiKP6UTCYPybKcEQQBsVgMrVYLt27dAqUUpmni+vXrqFar4HkehmHg3r172NzchG3bcF0XmqYhk8kgHo9DEAREIhHUarXvy+Xy7JUrVx46iD3H8OTJk9nJycnzg4OD0zdu3MDy8jIMw4AoijAMA4QQMAwDSZJgGAYajQYYhgGA7sRIkoRCoYBMJoNms1m6efPmmUuXLj0yio+9B44cOZI8cODA15ZlTVuWBUopAoEAdF3vjppt23Acp2vueR4I+VvSdV2IolhSVfX9a9euNXv59LwHAGBjY6OVSCTmotHogK7rRYZh4HkeOp1O1zQajUKSJPA8j3a7DYZh4PP5wPP8XsCSruuPNX9iA3uMj4+HxsbGPisWix/19/dDUZRu5SMjI6CUYnl5GaqqIhgMIhAIoF6v486dOyVN055o/sQG9qhWq51cLvdjPB4P5vP5N/x+P+LxOAKBADiOA8MwcBwHsixDVVUwDIONjY1ztVrt4/n5+fbT9J/5NRweHuZGRkY+6e/vPxuLxcRUKgVCCFiWxe7uLmq1GhRFsev1+rlSqfQpgEdey148tYE9FEVxlpaWfk6n0394nvemaZpCtVpFo9FAq9VCvV5XFUU5e+HChS8BeM+q+8wB9iiXy4vpdHrJNM3xTqfzqq7r0HV9XVGU9y5evPjt8+o9dwAAuHv37oosy79wHDfhOE5za2tr5vLlyz+8iNa/YmpqKjU9PZ39z41fJn8BrRUgFkTGCu4AAAAASUVORK5CYII=) 15 18, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur27551 5.3333333333333s linear infinite forwards;
}
