@keyframes rwdcur223126 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHhElEQVRYhb2WW4xW1RmGn7W+tfb/D8wMBweRcj6UwfEEyMEwanGogmdOKtpgbRrbtGm4aNOk9qJpTGxae2ObNmmapprW2kTFxkONYqvSiCJBcHQcBJkRZBxmmAPD8M/M/vdeh14MKgooUu17tZO9s95nvd+31v6EYdUBZwHd/J8lAJNm8MeGldw9YTLnHu2nc6hEOxABkiSZIiJl77370gAmTGHCbd9j1dLrmDttNutGVLIwL9PjyiNLxpgngVuNSKcxZr/z3n/hAKV+3KKl3L7wCszsC0jOncecyTNZe/SIWtu+jzpjzFQRWRNjvEC0ftca0+G8j18EgAYoD9G0fy+t6QCMrIQZc+DyFWYEVMy2VrTLc5xzRRFZmxSSZ5VSv0mSZNIXBgCkrc0839MJMYJWsH2zsGensGDBIubOm0ehaAjB45wfa6z9gbW2sVgo3FMsFM75XwDkgwelKdReoNcZLG9uN/z515WkpQpmzO/j8OESg0c8NjGgIc9yQFUYa+uBNUopZ43Z7bwvf14ABVBVVTUrhPDNaXP46WDJ6qM9GiOCFsXlNw4xZeYQf7i7gqRgENEEHyiXM/LMo0XQWjvv/fbg/a9CjM9kWZZ+rgRE5B4R+WFPp1fja6YwddokJp/XT8cBx6F2zbXrUlp3C72dCu8DIprEWowVvPd4H7TWepKIrAUu1Vq3W2PaTufECIDW2htj1gXv9ahRo7BJwiXLW1jcUGZ3o+Vwt+WmO0s0v24ZOGLwPhJCwFiDtXY4lTAMIiLTjTGrYwi1ovU71pjuTzsxAmCN6QDWaq1rSqV+Skf72fIsTJ8DK25OeeyBhGJRce1tZTraNKW+AiEEnPOgYOyYMSgFWkOeO0IIibH2Qi2yLsRQI1p2ee/7TwngvM+MyDQxZon3niQxaFE0bTNMmZVz6fKcPNe83woXLcmoPssxMKAIMTB5RiW1sy4myzNiCFhrUTqSZzkhxApjzBKl1O2idaUxptl5P3ACAIBoPSBG1ocQRYzGGIP3gXfeMtQvz0gH4Ps/8rghRW9v5KLFOfVXOabWpjQ3QndHCaUi1loKiWXNtyyjagIHWnNiVCOMtZcppa7TSg2KyF7vffYxAGtMF6irRWRiiIEkGQbwmTA0pDlnYs70OhgxNnD+fMhSy5MPJmz8k6a7Y4A0HeJYP2ES4aY7Ei6uN8xdmLB3j2Nw0Kvg1Thj7TVKqcu896/FGA99COC8d6J1pRizwjmPtQatFCKKroPC3CVlyqmmojLwu59rFi/1rF7vOXui0LYvcqRX450ny4f/WaPHw2UNY/hqreIrMxV1dQnbt+Q45wXozvP8b0DfhwAAxpheEfl2CMFqrbDWUC7neAdLVuTseUPz9RsiW1+w/PZnRRyR1evLXL0aRo2Dph2avKzIc0dPV06IOdWji4weZ5lda3nxGU1wqj3P86ucc/s/VoJjAEdiCF8TY2aE4EkSSwiBGCPLVmY88WDCshsiNRM8zz1aYNdrCY/eL0w733H9bRnL10RMEfa8qejr1uzYkrN//xCd7Y4Fi6t5ZXMgT5OfdHX1/uuEJjxWhqC1FhFZ6Z3HWEOhUGDi1LOpW3CUZx/RzKzTXNKQsW2zcPiQIXrNC48rqms89Ss8C+tzFl0KpaOR91oU7fugpdnR0prSvl83acyGnp4j2UkBjjVjmxb5DlDUWjF+/Hhmzailaadw8EA/Cmi40ROIbP23IfjAhl+UWXWHxxZAGzhniqe+ITC6BnZuZTBLtbS1xDhYyje8/37nzuP99CcBgG7v3CYRIc8dvb3dNO9qYt/uwwC8+qKm/V3DkitzImU2/HKIW76bUzHyowXSDPbu9bTuTd821t2oVLwrRv9wjDz2SbMTEnDeo7V2InKzd15ZazGigIhzjjxTTJweqb/SUbfQceWqgJjjzIegcSs89Hte3rSRld0dfmdFRXGL1urxvr7+E8a6EwCOleE9pfUdKFWNiiRJAWNk+F7wnoESNNzgmVkX0cdlWOqHLc8R/nIfj2x+ilvSAQ4BpGmZNC2Hk3mdrASk5fJg8P4pESEre/LcoQSsHd7qW9s1Lc0fbTtG6D0Emx4l++t93PvyJtZ7x0nv/tNKAEBrPWSMuTWEIFdcr7j1ziJpBt2djqwMY2oii5fm+AgdB+Dph+l/7H5+3PgK9wKnPUGfEsAac1ApVimlx1eNDiy7PuHqVVWE6Hhzm6e7K9JwXaCzPfCPB+j459+5fXcjD3FsnD9dmVO9SMvltKiLG62xF+5qdBzuiow9q4wtKopVkbYW4YmHDO+1ureff4JvdLWz4/MYf6BTJgBgRI6KyPosDbavP1A3z1J33kjeeiOlsy3SuI3+HS+FRaX+uOdMzOEUTXicmpxzr4sIvYcc40ZrKoqR+YuKw8NHqpPq6srqMzWHz0jAee+NyAgx5pquDkfjDk1UQnFEpPHV3AWvWlFhS5pmrWcKoD7rg2KhMM0mSaP3vrpYYcOo6qp2Y9XzpVK6cWgwe6mv70jvmZrDpzThcWpzef4fLXJJOc3vyivc01onHQfbu056sXwp0lrPF63P/zLW/i8KkH+fRReUVwAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur223126 0.4s linear infinite forwards;
}
