@keyframes rwdcur14347 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhdWXXWgcVRTHfzMbxp2ZJa2hSCllkVKlhFL7UEIo0gcpWyxhkaVIkeBDWMoWiohIHqQoPoj4UOsH0gdptQ/Fpz4UBQVB0QelKFpFC02xWD8SkTa7O7vZNkl3jw/nbjqZzGTWLCn0D8Pcvfd8/Ofec849C/czfGkM+9IY7seGvRYlT5qFrLRG52j+Dp2CK3Mj/ZD4/xCxXQmOeFIrIDLgSlDxpbY/gezmdePhSX3clWoJEVy5sSVBZsKV+ti6kXAlKA1KbftqMjkJ+oqTdUUmNM4BA8DivSRgmfce4CjwFfAY8CtwGbgNXAM84A4wa0gu9OPUlfqoy+LlWWtTMGDmPOBhYAJoGgcbgb+AFjAN/AzsAD4FPgOmevD1LnAF+AH4pjtpYwe3cSrI1Fth4fcASXnmgZ8SnH2A7k4XH0d0S90FT+pjrgRHogaKwHcpBBrAUIzzc2b9T/O7FKO7jLhrSIQr4SdAxzxx6ABPokcSxgjwjBl/bd7fx+hvAxwARAArDzIdFhgwzK/HsBfgJTRO4jAG7AMuAhfMXHQ3Dy3TELE9CcpRQ5uAGaAdUZ5Dz3hnAoEwLhgi+4ydInCsBz1Ad+EwcCvk/Apw1ZB4Hdjbg51TRndPLw7DuIOm1zR6ZlNobFwHDgAvAllgEE3FJBxFA/Jz4BHgxtKKiO3SKAP/gPwbp2wbR1U0lbqBWgY+Ml/2PvB0yseNoEewCDwaXvCkutuTYMKVoAKALzd3RhqLg2jB8SJGDwOnDYlzaOGKYjuQN+NDQMHIP57MVWY8X+rPRxqLqPMwubfJZNroDj2H7tJF4CS69WeN80U0s3ahu3ES+JHYRiilsQjDeeV4yXnnxJe42Xn0/ngNOB8jupW7qVvkbmCvSL8uCTypP+tKLTV6Hzhzaj9DQ28AN9GvOs7KKjmOZs9mdKcEOJFmG+1wgpIZO6tIbgNeRbPkqhlvDa0X0fuja2M03bmBJ82CK0HFk+akL7O7VhF9CHgZvcJnDIkdZs0xBNbWkmUl2JuTYNhL7+lyaKn+FqijMTEC/IYezT2BA7yAFp959Kx7OO+1Qv5OStMKmhFttCSXEuT6cS6OJ8HkoNxK6obH0ctLgEkilTAMK2khDQ/K7OACmbKQ+aJl5S7FiDyFVsUO8OZa/SzBk+ZuX6pPLJsUcXxpHNsg1Y0JanlWXnjL0PN/wxb+JcHOu1IvLk1a1oLQudbBTrLzB3rD9k8Ay6JlbfjQxs76Uuu2YHRo/9LGKmellV9NPQn/ASbIYGsWGG1nAAAAAElFTkSuQmCC) 3 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhd2WX2gcVRTGfztZwxpDDIs2bbqZWZelxhKCmJCHIhUEfQg++BAVQpBQQgiLTyIiKoIUERFRKYpFigj6UKXFUrBoEUFBKtaiwQr+a9pUkQRNdmZ3TKLNfj7cu81knWQSMXnwg2Huvefcc7977jnnXtgkPAXdnoJ76/3dCnOuKqUuhZ2btfWv4Wr+Tk+VYSQHoFN+1lNQclXduW0k8goHPPkH9krNAJ6U2bbF68ip0pNTuX/bF/7fwtkqwzkpk5e/J06WjrQHgQJwDrgIFIEfgTJwBVi0+jX7bRhNQI2m/a7C1unUdeeispT9twIPAk8ALRhvTNr/DuBDS+Jr4Gerf3yD67tAP9J7LuGwQ236YqrtkzjFArAEqOFbjrSXgAXg8BqLDTT0v4jMPQngKhjy5A/GTc4CjwB/xZCIfpew8VLQYrFejICPrHzI9k/EzD0E4MkfdBUMwerAmwO+wbh6LVSBu+rzaixlPcLRor5vBs5YnfoZvx4z/zuAS6nr33dg1pU/QkGVHRGFdssybufLdnfZqMUuVfZ6CiaK+q0NKGGOyAUeirGxb/Xccr+zjKKDZcsyiGH/FSYz5qKDDq0XAGeJa1uBV4EHMMd0BnjJem0SuA/4LDo3TdM0rqojkXMEyACnG5j/ZP/HgIlGZq5mGy+hAVa8tv4F5ap6m6vqWG7lMkkDB4F5a+RzTNQ/j8mC08DDQPO6hiFv9ccS9CAvf4+nYMJVud0ONWPc+Cvwhh3rB54BfEvqcaAtwfSY3cTTiSQaHhZZ4ClMakWPp9sa+wU4b3XWcnELMArkMHF1JJGEeVgs5G03j4mHRuQsiR+Ay7ZdtLIpzPEdxez8XeADK/sUOIXJjlXZcBVdKhc8VUf7pHSswgragSeBL4Hf7aLHgFes3MF4AOBNVuKlTkx2I//ETar0dikYv1EzrQkkMsCjwMdACDwH7I/Rm8JU2DpexgTx2nC1UPAUlHYpuCGBhINx6QlMyh0C7mnQOWhJbA6eqjsLqvRsUP0A8DbGtUeA4YhsxJJLypjNo09n064qQ0hgyvRhS+IoJgWbMTFy4D9fvA5X/j5Pfj1w7wZexNyop4AXMMG6tchrrtdVON4htWBS7Fmggkm9x1jJiK2DSeGrgduDCb4ZzCtqiPiakvwQdVUdzGmhmKR3OdV+QTjHryF1f0FzASYYX8O8MTKYN+Xm0SG1uArG86r25hT235FQpDzNt3sKJjwtdnecfGeATCa+6lmk1hPW0aez6VluudVBV0RtYInwrZnUrj/WJqGMqN5ewym3nZ+a/Lan58+NrLMh7JZf9BSUOuVnk7W3CF0KO11VSjdLSeU6EX8DSb2R8fFX/DoAAAAASUVORK5CYII=) 3 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur14347 1.3333333333333s linear infinite forwards;
}
