@keyframes rwdcur27044 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhcXXT0scMRgG8CfJJBNmd8Z/BaulHrqDimDxJLLYm/QiUjxo6Z48eum9X6LfoNBS6MUPoAdFRAq9FVdwUQSltKUrBbHL7rjdGZOe/AJ5yyb3PPmRvJO8AxDG5upC7fXqQo2SwSmTI9tZKavsBSUjoExutXOje4wSQQNkXYv8zvgDRArQgrQ+DZBoICQlEAG/24D0uQMXfwwkbX0aQAuuQ15ob4BYWxUw2h7QPsPcwprcH+Bx/BdcRP0HLC2tJa2H84uT+NiNB4Y1dk+dAU5vQaFKUSt99jYYX38uWXHjvLor4GD7Q1P9OttvXMdJ42f5ou8AACg1658O2ZPiMNmYpACc77EfZ1++T6TVVI+mr55OTR+c1/e+ueSQ+oG0+a5euT3h8kHlpWsGCTBXUbMz4WX7OI+qi8u1QZcM0j0Qdjpl2dv9PGRG3lvRLvoOuM1y3TNZ8XX7zZZrBglgwAAuScdIO4KQg9NaQloR5gZdYw2pKSTtwOW17UnBnYrvvwCuMkAwj10xFwzMevwvKAkgIFURETAQcihh/QHuAgZI5Q8w+mgMcawC4MgPQCTDO6IknR6h+/EPVNJ2lI5Yk8UAAAAASUVORK5CYII=) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0ElEQVRYhcWXQUsbQRiG353ZmR2jG4NgYqymJCgi6aH0YnoIlJbiyRavwd7jwf/SP1HorYeCgniIePQiog0bbRKwtNXQghq3cdfM9Oo1+SAz93nn4WW+hxmAsKrrpcrWeqlCyWCUzQlztzYhw/eUDJey+aYbaxU5lAgaQNgziPvaHkBCAoqTzqcBJBXgkRKIAJ0uIGw20LzWELTzaQCKM+WxB2UNwFdGug6tA9oYxgZGx/YA5pIGnNEaIKl4Kct7L5ZmSSYauIHy6sbMv/zbTe/P6SfJv3QF9AMFYOAG3rxcuIJU6auFdwd1WX1V/xGdUwAG1kitVjP5TLSv+9PF76JQvnSf/Z7Jxdu/Go2hbuNQHrsIgmg5JXeN8NMdv/BBeLn5lVx/LwiCaCQAANBuf4vKUz8X03yy2EnlivnC86fH+5+/jgwAACqvC9X8WLN1dnG/qceS2flM4rTdOAkHySB5QIS3E8KFOtz+eATgaJgMEkDv7l7SPEgE0HAAGHsAnsfAaE9CmopjjZ42erQqfrxaf00kOCOpmARwGQLcsfgqZtyBYyz+C8Y54JJuERFg0mOQ3OIY9l0HENIeQOZJFr4v3SEtTAfgyakdPi5SlIz/wLCHHbdB7Q8AAAAASUVORK5CYII=) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhcXXzUsbQRgG8Ge+dtfNl1+QRoWmNOki9JAKFQ+ivfYQQo713EMvPffcf0hyKe3JFkEQClXIKW6J1OhBBUlikm6zyYxXr9sXMnOfZ368zPsyAxDWh/rW3sf61h4lg1M2+2ZYTTujGiVDUjb3B7H2xowSQQOMIoN4qu0BfAfwBOl8GiDrAS4pgQi4HQDKZgXaPQ1FO58G8AT3XD7xrAEynnEko9WA1oaxgdGxPcBa1kBwWgVIozgoiGgjWCFNosQV2Km+L47TpZfxoH2gsN+XbMaAydTov083P03M68+tTu4u3Tk6pgASj5FOeNILFtT3yF2pnavy7rWqdJ+tut8uwmY0EwAA/Dn71X2RV/tAavnGL76T88+3N4Liz7B5dDMTAABchM1oe+myXACba7lr+fXS+tsnGfWl3Tq5T5JDasNKKftK8cPf7TCsXUWVN5A8cVeRAGrQ8x2JxdMfjS7QaPxPBgkQDf85tDlIBGgwAMYewHU5OO1JSBvFsUakjZ7tJHy8zu/MWAk+sQa4HgGCWXwVc8HAjMV/QUoAknSLiICcy+EIi204lQxQjj1AfrWATMaRwKkdgMgufhUpNU/JeAB5ZYTdWuoH4QAAAABJRU5ErkJggg==) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhcWXTUtbQRSG35m5X/m6KRUiURdiWwQpiI2QYKhmJSKoSBeFlEKhCO3C3+IfqF104yIgpUVFwaUJFErjwo0tCn4ENRpoMOn13jjjb8g90Jn9ec/Dy5x3zgCE82ExV1xezBUpGpxSHFWtubjVXqBoGJTi5m0gHZ9RJGgAbU8huJf6AKIW4AhSfxqA6wA2SYEIUL8FTJ0OHP2VMGn9aQCO4I7NO442gISjLIPRPKCNYaCgZKAPYMBVEJzmACmKh9PCezHcR0oikgMm555gvpfPz8djzzIF0Tytbq1/OvtvAH+uIz9ZJ/vm11CmkkvFm6x5/qpbjdAAE9NvU5Xky+xNcmg81art8IOvH7c3Pl90qxPqKSvMv39a75la/Sd6JhN3jfXo1belynapEUarawcKM+8Gb0aKpcCX7mitXHbqG3truz9CNQdCTIHPhYzU9lf6fpeyGfv74dgTeyxscyCEA+XN1RMAXwBg9vVz1+p4+qLYa91ZtBwkAkgwAEofgG1zcNpKSIviQMKTSuqL4uOG8k3BO9oALtuAYBq3Yi4YmNL4L4gJwCDdIiJA0uawhMYxvDcYYFr6AHr700gkLAOo6gEQ7uMtETMfUTQeALYshGzmE2eCAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfklEQVRYhcXXzUrDQBAH8NmvZE2aVFqxrR9HxWNFhN6VigeRXgU9e/GlfAYhIHj1ICLizYsepEUtxJqmackmu75DBtzc578/hp1hA4D4Lge9s6tB7wyTQTHFnpmd1JzsFJPBMcVJqrTMCSYCB8gWBlSp7QE8B0Ay1Pk4QCgBXFQCEjBOAYTNDrz9ahC483EAyah0aSGtAQJpHE5wPcCNoTJgtLIH2AwLoLyO2qao4u1OnnZ3D7sHg4uGFYCAJHOc5srMeKEVwOv0OPsoO6mvi6xqBuoO3HtHG+JnLW6p4aRqRuUO9PvnXuEG3VLNR1EU5f8OWCzxxpYZtnfGNy9VM1AAxf3afjuXe81HxwqgnCTfIh5+uvPJqhXAw911nI9un6YJQU0Sago00RqA2QO4LgWKexLiFpHSsNBGox6FqA68xyYXjBbWAF8ZACMWX8WUESDG4n+BzwA46hYhAXWXgsOMPUDJCYBAbWIcoLXegSBwOMCzHQALGxHzxTIm4w+vUXGeZZI1AwAAAABJRU5ErkJggg==) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhcXXS2sTURQH8P99zMzNqx2j2JqaQZK6KGhxJUEijuJORaoo0p0bKYh+gFY34hfwC+jCjWtFFBFXBoqL4EawFuurxr60aTuNYSa518/gHMi9+/s/Pw4zc84AhDMzVZu+NVWbpmRwyuWs2b2QdzsXKRmScnk7SrSKGSWCBuh0DZK+tgfIuoASpPo0wJACPFICEbAeAY7NDixtaTi0+jSAElx5vKesAQrKuJLRekB7DRMDoxN7gLLvSm4244EDwjBUv6rX5ir5pXBPxrTqQfns24e3X6fJSjULNoZP313IHrrjcKW4U618K19+dObSzWAggDAM8+tq5Cq2Oviwth/NFR/1oHRw8tT1VFPxvwGJqpQilg3Q7qLRO4rPo3WMjwEoliYGAgBixLt/USvmcOVkAKM1Xq4AzY12mvopADvbLZ8lXycmx7FXLCOz+g7dvIHb/7k4EECj8TQK9rHHH3sS5kcTJ6pt+PL3d7b46kkaQKpRcmzUzK9FvnMk+nQ8I3c2F5ZbN948mJ1Pk0U6984dfn7/fOUZJYP0JdSMaUCQ9koSwPM4OG0lpG3FiUZXG01aCkkd+PLHxI7gPWuA1Q4gmMWtmAsGZiz+F+QEIElPEREw7HG4wtgD9CUDHNceYGTsAAoFVwLv7QDEUPGFyDk+JeMfRTiQ9v2PAkUAAAAASUVORK5CYII=) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhcWXTWsTURSG37kfM5NJJk3SJCYUNbZF2oVdNIhRF10oRbQiATcW6aIL6UZw13XFpQv3/gJBBCniQsQsChaxIOjCL1qQWlOsaRrjJMw09/obZg507v489+Fwztx3AMJZqtfm79Zr8xQGoxQ7+t/1lOndoDAEpbjTDZTtGxQETcDrawQDFZ+AYwI2J91PE0jbgEUiEAV+dwEZZwc2DxQk7X6agM2ZbbFDOzYB19amMGg9oK1hoKFVEJ/A8YwUgulDCiPSDF+YrRfl7PLDS+XczcpYNd86s/Bz+93zj1FYkd6CdvLs8qYoL0nNBdOF/Lfi3OOZ248uH4nAuSsLUz+s0h20Ovi0W8JGM4uJobxzunbt1pEIQJYrvhYp/OlhXU9h58QMLo4CxVPj09VqNfRMhS4wVB/M8zGcSKM2mUXTV3izBzhsX7muGxYXvgOi3/ycSVntQqWEwa8NWM23+JtSsHpba41GI/RGhBZYe/3k60hRPksMFzBh7uD86D5ySc+X2+svwrKAiGtYKTjvOz03O93/PpmQ3faXvYN7r1YWn0Zhkc79q+OrD+ZOrlIYpC+hYgyAScqVJAHLYmC0SEhLxYFCX2lFCoWkDmy1tC85Iz1GJIFdD+BGjKmYcQOGjvG/IMkBQZoiosCQxWByHZ/AQBiANOMTODZShuuaAvgQjwBP517ypMxQGP8BU5WQIQEjLkUAAAAASUVORK5CYII=) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTElEQVRYhcWXzWsTQRiHfzuzs7tJutkkNEnTJrGkURSK9CAaqkhQDzZUbD2VngQvXrzpSb0o4qH/hreo+IHkIpqTHyD4QaioaGhSFLFqkqZJms3u+i90fRt27vPMw8v7m3kHIKyLi7nlS4u5ZQqDUTb7na0zI0rnLIUhUza32qat9SUKgibQ6TkwLds7Ab8CaJx0Pk0gqAEqiUAU+NUGhJcV+Na0IWjn0wQ0zjSVDTTPBHTNUWSJVgNaDE0Hjm16J5AyGJOZRLoI/quHj8+fz/K5y7dPjkUWJjOH0z+O3Tw0lcx8r1We1YYuMHviXPprqvCoHs7OnbbWZU0Yyn0+e4AFM6f2p1JvapWnriRcC+gzS9fWpOiCsykw3u7jtxTFJ5FGMKQbaiI5eeFo7E65XHZ2ynPVA/l8XvssjxXQ6ANOF+WJg5BEFJGAjPiogLUZnn79fC0CYGMoAj6fz+bbpm3IISRiI+CCYcuyICIclp/D6g4G3e7fgRumq3mgVCr1Q1qvnN43jnBYR7aximmxipYugQUYkqPtSjQqWkMTAIBo++OKKpwP9YaFmWAdudgGjKCMPVpzffv9g+vFYtFVLF03YfXL22YmoL1o8lD8CKtO+VTLrCrG3cHLe1cerlx95ZZHWjcKmce35vc+oTBIN6HNZAA7TtzuC6gqA6ONhLSp2LTRsx2b9BaQKlD94/QFZ65yv6sCPzsApz2GNAHGJUiOh/+CAAdkUhcRBQyVQeEextCSJUAo3gnEJxLQdUUG3nkjwIOREg+IEIXxDy0tqLWOZ5HxAAAAAElFTkSuQmCC) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMklEQVRYhcWXTWsTURSG37kfM5MmM5OExDbNh2lsFtKF3TWoSBERCYpU1EXBvRsFF65EF0JX/gtxl/oBIi4UcVcXLiLUYF00aauIBGITxjTOZGb8Cx2PYe7+Pvfh3HNm3gsQ1s2V2uqtldoqhcEom6eC35cS6vAyhSEomwe26+uOQkHQBIajAK7nRycwpQI6J51PEzB1QCMRiAJdG5BRVmC770PSzqcJ6JzpGhvrkQkYeqAKhVYD2hi6AQLfjU6gaDHGOW0M/qmHT9ZXS9r5Ow/Ozmavz1WW5n6cWTt9LF/e2d18tztxgeXlK4V2vr7eyR6/esH7LnRhiGesNs+tyrmFQvFjZ/NtKInQAtbitdvbIncjGEjM2g56SgZbaglWyrTUmUJ5Kdl90mq1gsPyQl+gLTKngl8OgAO8L5yAIjPIGBKZtMR435i3bTUBYDAxAWXkjpNSx0w2AcYUHAQeZJrDizH4NtALyQudB8yYs1Gs5pBKGajuf8aCaKEfVyANhtK0/aWUcOyJCiScr4814TX3+mMsWnuoHekiaQqUtcE379OL+41GI9T/OXQT7mw1B0cN9U2fJ3M11qnGNM9tS3P9z8bTu88f3fsQlkdaD+uVl2sXq68oDNJnzGcCwKEn7v8LaBoDo0VCWip2fYz8wCeFQlIF2r3AkZyNIxP4OQS4EmEqZlyBEkT4LohzQJC6iChgaQwqj3AMPaEAUo1OYDqfg2GoAmhGI8DN9Gsel0kK4y9JY58NgslZEgAAAABJRU5ErkJggg==) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDklEQVRYhcWXMW/TQBiGX9+dz46dOJULFKtNiWgN6gCqQKgZqIQQS6Qi2g1VTHRhKIgJ9lYM/AIQE4IdwYDCyMAGQxSVIqFSIhggFEobNU4UJ3f8Bvuj8u333KPvvvf0HUBYt5Yqy7eXKssUBqNsdnTnal5G1ygMQdncPoiV3TcoCJpA1NOIhyo7AUcCNiedTxPwbMAiEYgCOweAmWUFtvcVTNr5NAGbM9tiAzszgYKtpTBoNaDFMNbQKs5OoOR1FRce6TVN3cOzN9YX50vBSnl6fmZn7l4Qjg7fNz9vREk5qewvLNy5XB+7+FzI0gSD53zPn1mNwpsP07BSCbRzUyv4o/Mffwdo7AVwBIeYnFm8dP1uOSkrcQ9Uq1XZGLhnsd/D2+Pn4BZHMXFMYtCzfJYLKwCahyoAAFKYIvQcMK3BXQXlcDBjCIXuICkr8RXUarW+P4JG0S/i9F4DU/EGOraBk+P9XVtvfTh0AQDI/f306Fen2z5/5Afm8i2cOsrgR9sv3zx93EzKShXDb5vvmicmp5uzonXFyWl8MdxnP188ub+1WU8cQ9Jaq5ZfPVgIX1MYpJdQcckATUHQBCyLgdFGQtpUHCv0lFakoZBUga+7um9yljj7/02gFQHcyHAqZtyAoTP8F7gcEKQuIgoULQbJM4zhUBiAKbMTGBsPUChIAdSzEeCeX+OuOUJh/AM59pD+UWTFVwAAAABJRU5ErkJggg==) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhcWXT2sTQRiHfzsz+yfJZhOSVhtco8FUrKA95GCgijeVQpEiQSjeLRQvnr0oXgS/guDNQy6CiODJuwhGscJCKoSChEpjmmQTd5sZP8POq+zc55lnfvvO7DsAYWxvNrcebDa3KAxGmZxVkw3XCm9TGIIy+WgcSycyKAiaQDhTiOcyPYGsBTictD5NwHMAm0QgChyMATPNBPaGEiZtfZqAw5ljs2MnNYG8oyxh0DKgHcNYQck4PYHT3lQyXiTdpto13Lj76MZa1d+u1a+uHK7uiIvFwcdut5s4Di37tVv3zn9auvZC2FWfGYVsb7H5eLx8/6EOS0tg4pxbx1D4334t4cuwAtcxIWqX77RaLSspS6sG/kjvEkYRPpxooFAuo1IyEQ1y9UG44APY++8CnAvUi1kwKPCchMxwqKlkEx4lTlRLwMtEHavkwd/vgM8W0XevY9kOg6l91EvK0qoBNvr6ejAe9Rrln7ji9nFhAXB/f3/VbrejpCytY9gLOsOzZ6rBKj+4mcsAwWz+LHj/8vn+7u6xDk97PFmvvXm6sfKWwiDdhJKZgKJtmiRg2wyM1hLSuuJYYiaVJDWFpAR+HKrI5Iz0DUgC/RDgRopdMeMGDJXiuyDHAUGqIqJAwWawuEpPYC4MwEz8B/53AidPVZDPWwL4nI4A90rveM4sUhh/AU6aj71M1ViRAAAAAElFTkSuQmCC) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27044 2.6666666666667s linear infinite forwards;
}
