@keyframes rwdcur25263 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIklEQVRYhe2WMWvbQBiGH5c6eJQ6mEIWcxlDwUZzIYOgFErxYO8ZMoRkaP5ByU/o0GKb0ux2plIohQyG/IBk6VijpVA6VBpDMnwd5LMlWSfZkjAd+oLQ3ae7+16936s7QQrOvoqkxbcCnfyfIPEf20Ct7AJWg8xyBXfZOR6VSWw1kJa1jCXbLSufYCEFrAZy0YXz6XrjvcCsxMYKRJO/PVhvzkXXrEThEujkyXva8yylChM4n8YX1u0okXUU2tgD2ni3v8K+fDleLvZqsGi3n8bf3uSDQgQA/MtjHjruyvP6zRUAnaMlGS8I75UQAEvk0zMeXrzJHFW/uaJzNFgkNxEo7IGd3R47u73UWDTuf3ieuU5hBWjup5ZAQ5eC39+xT66N+8DjzQkENfvkWvzL/dzkdm9gHKNR+CywGojJiM29eGmyzoNSh5FpdwvuLKAFeEBQ+sDLoiDJK/yZaQt0Bc7mcTMKeGAV9z8/AmHtay9twrefAoe5cyshUP/2Lmw0k8b0cueWrE+2vHBAqITZB6UUUOrJov36/Q8+n+4BMJv9mSffCixxXVfG4/HcfNqQ7UjfjMJb8RKhvP1+f95vsfwEvdzZlZgQYDKZALdVLbcZXNcVERFAAHEcR5RSYtu2jhlRQQniCRzHwff9tSeXLYEopQBdAvB9f0EgQkQwfPJlFBClFLPZDIDRaBRLGlVhOBxqEpViUXPXdSXaT16R5yv4C6QW3JWkgTVTAAAAAElFTkSuQmCC) 5 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEElEQVRYhe2VP2vbQBjGfyl18Ch1MIUs5jKGgo3mQgZBl1Iy2N8gg0mH5huUfIQOLbaHZrc9lUApZDDkAyRLxxotgdCh0hiS4e0gn/7ZJ9mS6JI+IO7u1d29j5730R1kcPpdJNk+PfxX4Mlhp+oGVpNcrwT3+TmeVUlsNZG2Fcey/bZVTLCUAlYTOT+Cs/lm873ArMTWCiSTfzzcbM35kVmJ0iXQybPtuvd5SpUmcDZPb6z7SSKbKLS1B7Txbu7CsVwM4s3eDqN+52X6600+KEUAwJ8NeOy6K+8b15cAdI9jMl4QtrUQAEvk6yse33zIndW4vqR7PIySmwiU9sDuXo/dvd7aWDLuf3mdu09pBWgdrC2Bhi4Fv39in1wZz4Hn2xMIduyTK/FnB4XJ7d7QOEej9F1gNRGTEVv76dLk3QeVLiPT6RbcW0Ab8HSk8qVnoiBgycPtTB5uZyIXAwljnWV7umzNKOGBVTR+fAo7rawvvMK1FaXJ/zo4BObklaCSAkq9iPrvPv/i2/t9ABaLP8vk/wSWuK4rk8kkUXvtg06hB0qfhDFCefv9/nLcJv4DvMLVtZgQYDqdAjd1bbcdXNcVERFAAHEcR5RSYtu2jhlRQwnSCRzHwff9jRdXLYEopQBdAvB9PyKQICIYfvkqCohSisViAcB4PE4lTaowGo00iVoR1dx1XUmOs0/i/Qr+Am9V25al28qbAAAAAElFTkSuQmCC) 5 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe2Vv2vbQBTHPy118Ch1CIUs5jKGgo1mg4eDbp3sf6B0MO3QzF2Cl+4dWmJT8gfYnkqhFDIY8ge4S8cKL1kyVBpNMrwM8kmyox+2pIRC+wVxd+/u3vvq+97dQQKOv4sk2R8EJvhfQeI//gk8KuvAqpNZL/4yO8bjMoGtOtKwIttmv2HlEyykwGbgPCz8dCV2VsAEP+lsvydLiUIpOOnAYLY9iax1hWvAON1sk+YHs3sgMJitOzb9OJFtFNq5CE0u/WUwlrN25OzVRdhvPov+fuEHtqRCLHAKLLHqPt7nNuwfJS+5+kXrfUDGBK+UgJw95+bFu8xVtfk5rdenzD+0sd9cpBIoXAN7B132DrqJNmOff+mHc2n3QOGLyJv2uWnpxPna/BwAu3t6PwTySOwfriuT9R6UeozSbjd/aQENYGEspR+9NAoCllxfTuX6ciryrS+Brblqj1dtOp5UQaP242PQuXMsF7l7S0qT/XfQAWZkpaCUAko9DfsvP/3m69tDAFz3zyr4g8ASrbWMx+NY7k0dNHNroPBFFCGQt9frrcYNohOwyN1dSRECTCYT4GdV7naD1lpERAABxHEcUUqJbdvGlooKUrAewHEcPM/benPZFIhSCjApAM/zQgIxIkLKkS+jgCilcF0XgNFotBY0rsJwODQkKkWYc621xMebX2z+Dm4BtFbTzJL8pRsAAAAASUVORK5CYII=) 5 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7ElEQVRYhe2Vv2obQRDGfw6xUbmXQgTciHVpDBZXC1QspAmppBcIKUxS2HUaoyZvkGCJoDpIqdKkcSHwAyhNyhyqU+SuFLiYFKe9O13uj3QnuYk/EDczuzvz6Zu5PUjh6rtI8vn/4VGBRzw0DuomUA0KhzVYFtd4UqewaiAtFcfSdkuVE6ykQLpwGRZBvhJbK2CLX3c3P1OkRKUWXHdhMNucRNG+yjNgk6afWeuD2R4IDGbria2dJLKJQlsPoe1lsAx9GXfiZK/vIvv8efzvF0EYyxrECm+BEtUI8D91oHmaveX3T9rvQzK2+E4JyPiM+xeXhbsO57e039ww/9DBeXuXS6DyDBwd9zg67mXGbHz++SJay7sHKl9E/tcL7tsmc/1wfguA07vZD4EyEs2TdWWKvge1PkZ5t1uwVEALWNjIfgiAEgAZn4Vu85SDl18SxbvAbP8E8lFO4Gmd8lo/i+xXH3/x7d0JAJ73Z1X8QaDEGCOTyUTgXEJV1Mq2fj4q3wMxQnn7/f7KbxHPwKL0dK0WJDGdToEfu0q3HYwxIiICCCCu64rWWhzHsbFc7KAF6wVc18X3/Y0P122BaK0B2wLwfT8ikCAi5LzydRQQrTWe5wEwGo3WiiZVGA6HlsROEfXcGCNJP/1LrP+Dv6zvxkLMc9/lAAAAAElFTkSuQmCC) 5 1, auto;}
}
div.testarea{
animation:rwdcur25263 6.6666666666667s linear infinite forwards;
}
