@keyframes rwdcur215367 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYhe2XS2yUVRTHf0y/DNPJpEIlw4A4gZI0qNRUXqKIbRPjYwFsjIkbV90gcSXGRwyLSmCjCaRp2Bl3BEggYaMQdGao4SWkhWKprVj8MtRaa5lOm6GdfvPVxT1nejtMkeJr40lO5vGde87//s/j3g/+l/9YFvzF9QHru/9vAQgBYSAoADwgD+QEhDcfZxUPETwKrABqgMeBavkfK3jhQR068wQQAZZfGLh0PrggyLpl9Z9idv4z0CM2GebBRODPTYoSBJYAtZPeJGNTY6Tc9t3AC8BzwJPAcgGp6flHAMSzXpaG+FY3V8gBrAHWAk9h0qIpcR7E/4MC0OArEm7yk+5MN0D1+d8vknCTyzE7rxGNAVUYJsICJmjpLGDlaiBgqdqEMYW3EuD9de+lgVjLhj00uUmARfIsJ2uiwAgwgamHPKYmxi2dAPI2gJCgVlXkjgSoTbnt+31T4FUKvineSMptr2qIb41JsBCwFMgCU+I7L7+HARcYFIC+AghKkJhF4yKLocVAXAIOy7Oi+BRIue1R2Xl9KaUCmqZ4415hNq8M6CAKY/L7A0CgzHjwKTA8OcLQxK9UVlSyeGE1nu8xNpWl0gnzZu0baqp0e21dh6pu3/2FfZtadNe9QAfQCfwoLIBQXg80772yf/rg1dbpEzdPTgOjwBhwFyjsvbJ/GiirCTdZ/H6s7/j07gsf6O9J4DcJfATYDbwkTEcWWABqgA1AE1Df8NXLa7dUb2bzoxvZvnobCTdJU7yxlJg8Ju/BhJsMAGSmsnTc6aRlwx61mcDk/iegW4B0Y2phRHPsieEIMAQMp149nU5xOvrRpT3Bw71HmShM3pMWpRoIpO8OBLP5UXbV7ZydOeMzLQD6JRUZiec5lmFWHt7A1ASAv29TSwwIHu49SsJNEqCChvhWDeCk3PawT4GmeCPvnHu3FKDmvQf4HpP3tIDKAb6mIMBMJ8Qx6XgCeBpY82X/qTWvrXoFgITp+6KUpsVKVU523ckM7QOYdOgc8HTY6OExDtwCrgHfAdcBN1SxcFbAxNBZEkNnuXani2N9x+8BJCA1PRPiNyOa0+BYcwDL2Bd1hA1tFa+t65BzOdNhFxhvpZo5eLWVVZGVbF+9zcairOrhpJtU9aH8hcTBTLMa4MWEm2wF6B69UVpgKnoT8tu6DjnR0FKWLKxWNgYx1J8D2jG1UMy/BivnMIQ51R4bmxrj1ODXtG054Im9z8w816EDwK66nREg0vzt25FnHqnD8hPl3lNyTgZCmFG86cTNk0fODH5D25YDI5jO0LYawFT4uABwmDkxo0D1jjOvxzYuXs/H6z+8jinEFHAZ0/8KviyACFDzefcXVzsyXbQ+/1mnOHUwrXoL0079AiYvzyLAMsypuEJ2HMBUfQ9wUQCkxc99AdRipuKzmFqokgUDmL7uE0c6UJS5JQJglbAYlmD9mFroER9FBua6E+r47BfDkCy6jentNDP9XBzHmCk6hKE5JpvxxNZOWVHKAdB5MIChcEg+xy1HGdmZ9jNi42AqPCPrQ/J/TuwVQBHEXG0YwdBeZTnJM/s2k8PqZ2utql7BYOZWpF2Tvx8AdVR6h7MHiTqa621I1wSstT5lruv3ezOynaiog/m8htnj/qGkFMTfKn8AL8Xfy8VyiNoAAAAASUVORK5CYII=) 14 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpklEQVRYhe2X32ubZRTHP8teYhpiaNotZjUpNhe1pVtbsFQFEQRh7F5EvBiMjV0IThn9A4QJInojg4EyEbwY2+12UYq/GNOps3Ppum7tdGb2fc1i1/VNa5e2aZZ68ZzTPK1pbSbojQ88JHnf85zzfb7fc87zBP4f//HY9g/XB6zvlX8LQAgIA0EBUAZKQFFAlOtxtv0hgseBJJAGUkCTPMcK/mCrDp06AUSAFtf3vgVIxZLvY3b+KzAuNgXqYKIeAEFgB9CuD1zfG0jFkl8CLVTlKAsAnZuOwN8Z1ADQOl++TyqWnFwoFwE6gN1AF0YWlcTZiv+tAtDgSdf3jo36owBN30x/h+t7LRgG0jITQBQjV1jABK25BlgtCQLWVJswJvGeAHi5/SUPSBzo3I/rewCN8q4oa+LADLCIkaGEkWbemotAyQYQEtQ6FbkjAdpd33tHbKMKPhVL4vpeNBVLJiRYCHgMmAOWxb4kv6eBSSAvACsKIChBEhaNjRZDMaBVAk7LuzXD9b247Ly3BqvI2rcxzJaUAW1EYYy+ExstBri3dI87C3nC28PEgo1UqDBbmqPBaaC/pU/NlO7yYHYo6hY9Dncd1F3fBK4AGeBnYQEwlPcCh05NnF45e+vcytX86AowC/wBLAAPTk2cXgFqTtf3Vr9n8iMrJ0Y/1N9LwF0JfAYYAF4UpiPbLABpoA94Aeg99PVru/tjT/HszmfYE+/C9T1SseR6UkoY3YOu7wUA/CWfy/4VDnTuV5tFjPa/ANcFyHVMLsyoxmUxnAGmgOmTz53wTkL8o7GPg5dyw0jNrx/aeALufS84uzzLvra99vuK+PQEQFakKEi8smMZzsnLG5icAKgc7jqYAIKXcsNacjYTjut7YX32wcjx9QBV93FgDKO7J6CKQEUlCFCthFaMHJ1AN9Bx8+7NjvadpgMrCB3rZbGkKsquM1Rpz2Hk0D6whgFtFLepNosAEG5wwh12wE9ufApAczBGJj9Cb6JnDSABofIsiq+CzKIGx+oDWMZ6iDjChpZKeTA75Pwwc9lOMN4aPsbZW+doezTNnniXTYayGpFP3aR9YNW8kDiYbpYGnnd97zjAtcLY+gTToSdeZTA75OxqSND8SLOykcdQfxG4gMmFVf01WC2HIcyp9nhheZbP7nzB0Z4jZbGvUJVImw4A+9r2RoDIuz++F+mOdWP5ifPXU3JDBkKYVtx/NT965vPfv+Joz5EZTGVoWeUwGT4vAByqJ2YcaHrz4kCiv7mPV5985RomEc8Dw5j6V/A1AUSA9PnJCyMZP8MbPa9nxKmDKdXbmHLKCpiSvIsAuzCnYlJ2HMBk/TjwvQDwxM+mANoxXfFpTC5EZUEOU9c/iSNtKMrcDgHQJiyGJVgWkwvj4mOVgY2uZNo+s2IYkkW/YWrbo1rPq+0Y00WnMDQnZDNlsbUlWx21AGg/yGEonJLPectRQXam9YzYOJgML8j6kDwvir0CWAWxURlGMLRHLScl1t5milj1bK3VqVcwqN6KtGpKmwFQR+vvcHYjUUcb3Xp1TcBaW6HGdX2zf0a2Ex3qoJ6/Ybr+of66qYN6ru91jT8BvxLQyDozwhEAAAAASUVORK5CYII=) 14 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYhe2XS2yUVRTHf0y/DNPJpEIlw4A4gZI0qNRUXqKIbRPjYwFsjIkbV90gcSXGRwyLSmCjCaRp2Bl3BEggYaMQdGao4SWkhWKprVj8MtRaa5lOm6GdfvPVxT1nejtMkeJr40lO5vGde87//s/j3g/+l/9YFvzF9QHru/9vAQgBYSAoADwgD+QEhDcfZxUPETwKrABqgMeBavkfK3jhQR068wQQAZZfGLh0PrggyLpl9Z9idv4z0CM2GebBRODPTYoSBJYAtZPeJGNTY6Tc9t3AC8BzwJPAcgGp6flHAMSzXpaG+FY3V8gBrAHWAk9h0qIpcR7E/4MC0OArEm7yk+5MN0D1+d8vknCTyzE7rxGNAVUYJsICJmjpLGDlaiBgqdqEMYW3EuD9de+lgVjLhj00uUmARfIsJ2uiwAgwgamHPKYmxi2dAPI2gJCgVlXkjgSoTbnt+31T4FUKvineSMptr2qIb41JsBCwFMgCU+I7L7+HARcYFIC+AghKkJhF4yKLocVAXAIOy7Oi+BRIue1R2Xl9KaUCmqZ4415hNq8M6CAKY/L7A0CgzHjwKTA8OcLQxK9UVlSyeGE1nu8xNpWl0gnzZu0baqp0e21dh6pu3/2FfZtadNe9QAfQCfwoLIBQXg80772yf/rg1dbpEzdPTgOjwBhwFyjsvbJ/GiirCTdZ/H6s7/j07gsf6O9J4DcJfATYDbwkTEcWWABqgA1AE1Df8NXLa7dUb2bzoxvZvnobCTdJU7yxlJg8Ju/BhJsMAGSmsnTc6aRlwx61mcDk/iegW4B0Y2phRHPsieEIMAQMp149nU5xOvrRpT3Bw71HmShM3pMWpRoIpO8OBLP5UXbV7ZydOeMzLQD6JRUZiec5lmFWHt7A1ASAv29TSwwIHu49SsJNEqCChvhWDeCk3PawT4GmeCPvnHu3FKDmvQf4HpP3tIDKAb6mIMBMJ8Qx6XgCeBpY82X/qTWvrXoFgITp+6KUpsVKVU523ckM7QOYdOgc8HTY6OExDtwCrgHfAdcBN1SxcFbAxNBZEkNnuXani2N9x+8BJCA1PRPiNyOa0+BYcwDL2Bd1hA1tFa+t65BzOdNhFxhvpZo5eLWVVZGVbF+9zcairOrhpJtU9aH8hcTBTLMa4MWEm2wF6B69UVpgKnoT8tu6DjnR0FKWLKxWNgYx1J8D2jG1UMy/BivnMIQ51R4bmxrj1ODXtG054Im9z8w816EDwK66nREg0vzt25FnHqnD8hPl3lNyTgZCmFG86cTNk0fODH5D25YDI5jO0LYawFT4uABwmDkxo0D1jjOvxzYuXs/H6z+8jinEFHAZ0/8KviyACFDzefcXVzsyXbQ+/1mnOHUwrXoL0079AiYvzyLAMsypuEJ2HMBUfQ9wUQCkxc99AdRipuKzmFqokgUDmL7uE0c6UJS5JQJglbAYlmD9mFroER9FBua6E+r47BfDkCy6jentNDP9XBzHmCk6hKE5JpvxxNZOWVHKAdB5MIChcEg+xy1HGdmZ9jNi42AqPCPrQ/J/TuwVQBHEXG0YwdBeZTnJM/s2k8PqZ2utql7BYOZWpF2Tvx8AdVR6h7MHiTqa621I1wSstT5lruv3ezOynaiog/m8htnj/qGkFMTfKn8AL8Xfy8VyiNoAAAAASUVORK5CYII=) 14 14, auto;}
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}
div.testarea{
animation:rwdcur215367 1.3333333333333s linear infinite forwards;
}
