@keyframes rwdcur122470 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 30 30, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 30 30, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFUlEQVR4nOVZ27LkKgjFrvPfqXy58xLSiIubJr0fDlVdO2MQcLkEzBDtSe+9dyLq8rk65umA94P/KKZoAZ+VVQtP1FojHVd1TP5Fdtv1Qrzv3z+TtEuffyrkngImI0/sZmUOobFKvA6TlkRTrbSoQAf6Ez83LhQo8E9EG0dA09Q6DpG+kEZf+iKRtDaBYLIME2eT98AyAHacsx465yxoLGOWDCDE+Wf7fHzYz+DskSSoAkBJ7I7NSY7lcylsmXMVoyakLQC8YBj11oysLZzzWNN6xlxpIA2ImGvN8Y4WsjeUCjeoRCKEtqMEmMjUXvVJy8AAPRmUnzmbtNZQYrueB33vyLAtadeJe1qnYlYJhGGHg1q8Wz+zJdK1kWBROVar0agAUa3fnj1zjrdoYCsHgmds44ytMKayux4IOo41585zaCvrlB0j/1Eczs6nY/kgBV3D0fOTkuklWOR4srJxw2SKpA0sfUmkJ7tJvcGH80ze+0SMMB5ZBsPjjVpJT91yOkUW7DaJRorj0LoFVkxOdMbt1vtCArQd2jpewoN6Xn4ymAAZgmg2zQLBVCQ8g2SDMOkl9dFiu3pHH0WzTka3R0St5wmgFb3j0AP6T1LVB3Hcd4NPJbMnLxTWSWlk7BgKXl6QeA6qSOB63b8m4pvmJ4nctEjDaAf25KLhDbJwq5RGp3n03dk0VT/iAwKkP1okjR8k5CLRzukxi67N2VVzk653XCU62Qy8/Yi49z6I0JfW6BYIP4AQkbXjyI6104MtDbS4EZaonSpXlfKi31l/s2OZ+SoGq3yvM0B/cxuHaTr8BbMtYoBQDnOHSrAmExiAMl3QIkgxIEquKkvDcli5l0h7AiQUxB1rhQEZkAYQIgLonatUBq3rVAk3iN0kiOQGQaOfpTSLpUuikYlsRvIGAEQjE6babz1bAWtdUiwT+acJ0GFe0vIWAOz4BiFB1e9ERW0HnGiRYV7LArCaJGFi9OhusQCAcYOb8WvJAMBxHKu3PVd677CPl88RC4DubtUaY0wsfhcc1LTAq7DT6FR8pXTezAFamtjJu5ny6rna/Ud3nOWXAIQSNTcVW4BFUH6SA1jUrU0OMyPkjVD+h6q+fWZ8ubdIlokBFgjHcVAlAD82+84uOziwgAwIw0eWC2sTBfmiX4s05TxP19iCoPLaxa5b5dcry/zOK5P3/L/OAWhHh26uMA/pPNYIEdGjx0BKo6sMy9/1zit/CISwYdNH/K8ZwNKu4zWNe+WvuiEov0kArCC2nBZk8F+oSMyEfhwHKQZN9nQemxJQlAiRkYdliOE8z8lPFhw99ziOvgWAMvjEVyRLpjjYd7VX0fMiAKBzaUjrOnZ25Qb42rllJrAg5j6RBN9iwZ3lz/Nsb3WpCIApGRq7T1RsTxdksF8B4TzPJuO28tZ/mwGy0egoyO5ux34KBLFweXTgPOsIpEqiCjLT369KNZ7L7feTOxmb4+WA22mWeqJH0J/BUm3pixL+x8i2MEhXM0IEgDAkurO7O+jE4naRLBmjW42Joi4speA73/C9IOvL8O2uMYtqqkMMgoE3P7YvB4/jMCtPoQuU9k3JHoGVJATtqJ+kt/xtSaVVr5TBdp7nNhO0TfmPJ5qd6j1lBe072VWlSmt0mXFs82NpTTt0W2JDZVEFm0SLa9k9b8tseEJWd13KU83JT4F4YuGPGVAie/ZHDSf6iSV5sz2dantFQNl9JdZf9ufVZPeXd4f/j/wD7Svu1+FqbO0AAAAASUVORK5CYII=) 30 30, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 30 30, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOUlEQVR4nO1Z227sIAw0Vf874ss5DxtSM7HNGNi3M9KqKQHf8A0i8kGTEa211u5x7zmCtYaZM+M745XGz01BNIHWmpRShmefv4lSPgSKen4pgzz6GPLS778FbeHpjgS7MdCEn8vY42esZ70iBdoVQTiT1uR9RhZKzg1eInKHgOLwuKB2RWsMhbt/Rf2sOTPo0HGxGJYmBgNoRS2GliwyKu4C80wWlgzKCMt0XQ/QDKwxIRVXwpabhxY2zO6w3pJhIIRrGIQegCGhx4RUHPDYAWi9BO8KqvxjKu55bRZUH8AkwUmWbh0ObZTJ6j1OVCgOCcVn5UyMMWtuyHv2vFIZfqKXPSMrl3f9LEhQGPdmjlHzepNUcM0sD6ix3nhZGMZDA6gFVIBl4zTILY8rz9Y6NNzqkI2QbDy93DFyVeevJQPt/lboJXV4MecnOzE+E3QWu8lkF+YWRBQCtOv3+RD3YbfmHXosgeFgpcdCMI2SZ4BM3Le/P74QTHepBQ52rwRKNTC8bq0fws7akdBsAjBdjffUWkMuKtPD2BA+lgdkXP+xuEhcmjxPeGqssxaYaUX0/6iwJX+vLgNdpgxS6MIvniaLFyYRS72elRPzAhogm/heuYiNd0uw2VzIEUPf4JDFXFJg3REPKOjizM7jmFURAkMWWG8ZARPi01hprBpgiDu8xGAuK1DBTMc3suXoA9zLDQbNeVa805meWkeUMMsLrMbJbrgCwiETzU0cRdXvJRz7bChySgd6MVN3LSHNMZHXrjLeMpMzNBDSOFUGdRIqRnCaY5iRJZlHknj1AMNLEZHrunasu/M+ExozsB5g9gGREZgeQX8BsriH61BBvWOTrG7JYL7DimWGAOEJLqJNCurW4J6q7OHnNcYCpKN8cKwV7iilRKc1E9Cw6N1e2QjmpPzgtz/s7HogwRA2nUetFTsaXC/C7fY2XA8Ag2TPCB1FRNp1XW1i4GJ4AVPyQr7MxDAECMEpYWqt80nqBjqR8LZB5YDrukTWd0OENILIeOCRxE4iGQk8Vm/qrzfpCyi11nZd1yvf6JxgNUyyHoIDLG+mPACT1gZMT2ByhOx5oIupAQ4q3/EyQq21GHyGvv1AGJoIDQBCndyFxwisge95jAypcNETm4gU7YrWrmSIE4joNV0aITfodUjDpAl6SZ/z8oBdl0/Wb6pvN0qivucXpGHlE0+vzGFoJrCIfL4OSbyraCAqtPTNkV4Hx+Ymn/Ay+VvjgwF2m55bEMqlJWcE7QWYl1LNPxpBG4BtVlxhWUEII1hnf4+2PoIPucA5Fg7zjp8GPVhneyt+u9D3+1c+sbz0LpGDgdgTZdgJXtfVnHhKd2e3d5jXUq21hmcAqAAvuQh+mkbzvBM9YKjPk4qw0hc8md1STHkFHoqW7wWAz2vT2MPQ8Q7M+oLUn/+mbF+MTm+S3Iyt30UG0E3FCtD9oel5an0fm8gSyWGGbHghwtwHqB59aaswNvW/hleE8GSNdAgtditHY8cbuicE62l5tCfcidylG+UA+hJDMRNZ9IbErW8Ks0053gfcFx4iG2EBaJL0xu7yVLlkBMiGggZ4EbvDj+AHeIc8aYF2BAGBLP7Y7Z3iNdUvE3NHjKChDPLcQ2AC26DLnUuStI8bQcOq41kjZCtR9la41Fr1Hd2RHTsB7U2ZdStVoMhCiWRwwOXTZXS37g7esIpa6+sukjHG6q5rnGo8KENYiq2E0AnFO059GSoiIj0/iLyNsXvZuthPTHH609gjmDbGCoKe4Si+QtRB+vLkK1L8x4h/0hyMVKyZUT8AAAAASUVORK5CYII=) 30 30, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 30 30, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 30 30, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 30 30, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 30 30, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 30 30, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 30 30, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 30 30, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
}
div.testarea{
animation:rwdcur122470 2.6666666666667s linear infinite forwards;
}
