@keyframes rwdcur198935 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe2WT0hjVxTGfw2P2BdFxjYMo6T16SthGIbSdFEGwYJQN7WdValJF+5KsRtDGYOLoeCyiy5GEJFSXMxiMtRurLsQ2lJp85RiFNpg7eCitYgQpqMv5l+fp4t3M/P8F6OL0kU+OPDeufec953v3nPvgyaaaOJ/ivvAK//Fh547w58D/gI+An6/YE4/cBUIAzeBl5T/EbAE/AocnksgmUxei0ajWeDDC5Dw67oeHBoa6otEIu/29PS80dnZGTo4ONDS6fTBzMzMj8Vi8QGwCOzVS5QTEUkmk4+Bb2lwOUzTbJ+YmLgVi8Xebmtre8/n800ODg6ura2tOSIi2WzWMQxjFfgAV6n6BC5KwjRNP3AFCCq7DtwJBoNHSLS2tqaA1xoicIxEuAEhfICmKgwABnA3HA5vl8tlERFJJBL7QKJhApcg4YUG3ADSCwsLjoiIZVkO8PBCBDwkvr8kiQdTU1NVERHbtgVI1wYaxvDw8BXg1Wg0Oovbor95hm8CbwEvAhvAd8CfaswAgqZp+jzzvc8ncEKBcrksOzs71b29PWdubu4x8BVHlbg7Ozv7ZGlpqTowMPAH8AXwDvAm8Hl/f3/ecRwREclkMgJ83RCBQqHgiIhUKhXp6uraxD2kavapp5L7W1tbUq1WpVQqyeTkZDkUCj3y+/2/xGKx/Xw+/7SY8fHxgoqtTyCXyxUNw9i0bdsREZmens7jHtOv47blCzxbxulMJuMcV+7w8PDIezablUAg8BPQV5dAKpXab2lpsYAv5+fnn4iI7O7uVoGfVXA78LxHgfd7e3tzq6urp+3fpx/v7u7eAD4G2uoSAL7BXb9bkUhks7Z+IyMj28BnnNzA14C4ruvW2NhYwbIssW1bbNsWy7IkHo8XdF1fAeJAiHM24T3c3g2qxA/X19eLIiLLy8tF4Afg5WMxmpp/W8WngBVlKeW7reac231BXIk13NMsMTo6ul0qlZzFxcV9pVDfKVVoKq4Lt0NuKAsrXy3nudA8yTXA8Pl8Kx0dHRuq+k9wN+BpMvp4dgy3Kwso34n5Z13Hx9GOq0oAqOBepX8DpQbjz0SjBGqXi4b7M1EB/sHzY9FEE01cFv8CV8TuDU9pCakAAAAASUVORK5CYII=) 5 7, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 5 7, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 7, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 5 7, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 7, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 5 7, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 7, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJklEQVRYhe2WT0gcdxTHP7us2TCWUItI8bAMseQQisSeJAQPBXvIUSEUCXsR0phjB5aeelB6KNJDKR5yEA8lZGMEKTEkYSlBcjHTjWWHxKFYLAg2Vlvt7jrOzm7G18NvVqZL9t+l9LBf+DF/f+993pv3e/ODjjrq6H+q74EP/gtHkTr3beB34DPg1zbsRYFB4BNgCOgN7v8J/Aw8Bl4CJ80M2el0+hB4SuuZOAdMaJqWMQyjaJqmHB8fy8HBgZim6RuGUYzH44+AieDdxgAiIm1ARIEJXddzlmVJPWWzWV/X9VwAEW0K0AbEJU3TnliW5Vfn7e/vy+rqqmxtbf0LIpfLiaZpGeBSSwA1EBfqvJ9KpVJ5EZF8Pi+Tk5NOLBZ7BTyPRCKvksmkU6lUTu0ZhlEEUi0DtABxJ5vN+r7vy+jo6CFwB/gUVZDXgEfT09OnBKZpCnCvLYAQxOpbIB66rivz8/Me8AC4ArwLvBMcbyUSiddVO47jSBBMewANMvFDqVSS4eHh34CbwNnQsxhwa3Bw8I+qDc/zBHjWFoDnebK7u1spFAr+wsLCIXA/BPHd+vq609XVdbcG7AxwNRKJPF1eXj4tUNu2BXjYEoDjOL6ISLlclv7+/k1Uk6qOL1HL6frMzEwGuAFoITtXuru7f0yn05VwMLOzsx7wTVMA27ZdXdc3j46OfBGRubm5v1Bt+iPUsnwvSLHe19f38cDAwMXguqqvFhcXvbDzQqEgiUTCBq42BMhkMsV4PP4cmF9aWsqLiOzt7VWAF8BlVDc7G2TgTOg6rLnt7W0RETk5ORHXdWV8fPwwiL6vIQCqmkeA4aGhoU3fV58wmUzuAF/XRBoNjbBujo2N7WxsbPhra2v+yMjIa+A2ank27ITfAhdRP5P3gXuWZbnBGnZRFZxoZCDQeVTDuR+ML4APURlrqF5USmOookpNTU3tlEolf2VlpYjK0OVmUQSOegOQ88F5U+cEjqOhcz0ajf7U09PzCyr6z1EF2AygOl8LRqz2Yb39QK3Ooeg1oAwUgL+BUovz66pVgBgqdTHUZqIMvKGFjUVHHXXUTP8ADSo05VN8kLwAAAAASUVORK5CYII=) 5 7, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur198935 0.8s linear infinite forwards;
}
