@keyframes rwdcur139636 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdUlEQVR4nO2dS2hcZRzFZ0qERlobI21jQBkEEwwGLSElsYKCglqxKNmIK9FWEEQFN6ENFWJ10ZXWUmhahW7c2Njio/XRLpSWxAw1ta0jZCGBQl9pFVqLio+4cHVO6v37cSeZcc757Q73MXdx5v8/9/u+e29xdnZ2tlDHFIvFYq2voZFZVOsLMLXFBhDHBhCnKdphvltwnUeQhscVQBwbQBwbQJwwA7hHNzauAOLYAOLYAOLMucnnuYGFHgfw2P/C4gogjg0gjg0gTjgO0Og89exATX//wOgnEILWDjy6oBnIFUAcG0AcG0CcqmeAa9zXV/sn6hru6RHPPfgA6JHg+GpnBFcAcWwAcWwAcZLXA3BPT+35jba+gHs+93SmVFoKenr6CujoeM4IeTOBK4A4NoA4NoA4Yf+Inh3M2/NrPf8fzQVE9/Xcs7nHR9xRugn099OXQHNGYEYOHQadmglcAcSxAcSxAcRJ7r+pmaDe1/xxBqj2ff0j95dAc49nOBMwUUZIzQSuAOLYAOLYAOL8l7mAXOMA0fnqLRNwz+Sx9zfWPw77R/fpUc/mDMH7R5kgddyBcQUQxwYQxwYQZ04GqHbPj8YF6j0TRJQrp0H3dt2SdHxqJojgjLJx9/7M9QOuAOLYAOLYAOLkfk9g6prAKBPUmmgugHv22VtvAz1y6FPQ0VwCZ4hCATNENNfA2zfu3g/acwEmExtAHBtAnORnA6v9nEC9Ec0FrGrvgP0HdwyDHno1bQ1fW9/DoMuVH0CXSl2Z53v/QCVze4QrgDg2gDg2gDjz/mxgo2UCHic42NcH++9YPQ56eP09oN+b+RX04ODToCvbd2VeD48bTJ6ZAs0ZJXoHkSuAODaAODaAOE2p3w2Mdq/C9v/V+oBTH7wD+ivq+Uz76l7QT1KGKNyM/8nNm3aCjno+b/dcgMnEBhDHBhCnWO01gKnU+v0Bqe8HOPnRi7D9SBnH7m9vWwX6zp7upOs5dewk6IlvUN/Y/gfo54c/Bu33A5gkbABxbABx/N3ARPqHjoEe29ID+kh5EvTELuzhqXDPv7cX1yAuuWsN6NTvD7gCiGMDiGMDiNNU72Pt9c7Ah/gfGl2HPfr86WWZx0f3+dzzOYPw3MLUt0czf49xBRDHBhDHBhBHvv+nfjeQ77M7NrwM20fX/QV60dk/QW+4eD3ond2/geZMkcqZiTLonykTeE2gAWwAcWwAceS/HZwX7vknrj4Eeu+ebaBX8gm6OzPPx/f9DI8DpI4LuAKIYwOIYwOI4wyQE+75/X09pPdkHj82jj3+lTffBr2kGd8B9MUmfA6gUMDM0P0YZg6vBzCZ2ADi2ADiOAME8Ng/v9Mngns8ZwTu+cffegY0Pydw4io9SziHbcF2xBVAHBtAHBtAHGeARFqv/AJ6++Yh0HuXr8g8/nLluqpez+HPD+Y63hVAHBtAHBtAHGeAnLwwvAU03+czPC7QOroV9N0vvZt5/Nqun0CPf53v2UNXAHFsAHFsAHGcARJZ9vtl0K+/tvVf9rw2Py5tBt1K2zubb8g8Pm/PZ1wBxLEBxLEBxHEGIHj+v78D3/vXxmP9Mxcyzzc2NZm5/RzprsJ9oJevWJmpZy6cB/3EGlyjuM/fCzBZ2ADi2ADiyGcA7vncQ5lz1PPnZAJmKnszU/nuS9CcCZjOlsVpP0C4AohjA4hjA4gjnwEY7vGp7Dv6WZWu5B9Se3x0/Zx5XAHEsQHEsQHEkX9PYEvL4qQPIvDcABON/ecl+n0muh5XAHFsAHFsAHE8DpDIfPf4iGjuIXUcwhVAHBtAHBtAHPlxAP5eAI+VNxpeE2gAG0AcG0AcjwMQ0bt1mVpnhtTrZVwBxLEBxLEBxPkb/83PYx5SP2MAAAAASUVORK5CYII=) 19 33, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiUlEQVR4nO2dX2iVdRzG3xMTTPxXoc5BchAsPDVC1nTmwMiwLLRiILK8CDSlsK6HDYVpXXgjiAhOu7CLbnI5zD8pjjCUDQ86SjnSLmIg2HQ1aBIGiusiuni+Z/6+/nqP5xzO83zuHt4/51Wefb/P+/u97+/NTExMTCRVTCaTyVT6GmqZJyp9AaKyyADkyADk1Hk7PO4WXOURpOZRBSBHBiBHBiDHzQDq0bWNKgA5MgA5MgA5RTf5dm6g3OMA5R77b9/UVs6fK+JUz0n4D3ir7e2y/vtVAciRAciRAchxxwFEHLane2x5fRXobuf4UmcEVQByZAByZABySp4BJrmvL/VPVBW259uebslmZ4AeHr4D2jveZoS0mUAVgBwZgBwZgBx3LqDoANPTY3u+93xBtc0FePf1tmfbHu+xOPsM6OvDf4C2GcHSfa4PdGwmUAUgRwYgRwYgx+0XsZlgkuPDF1DhgQKbAUp9X7/m1Sxo2+MtNhNYvIwQmwlUAciRAciRAch5lHcDoYfYTBA7DlDpnu9he6Yde/9i87uwv3ef7vVsmyHs/l4miB13sKgCkCMDkCMDkPMo7wamGgfwzlftmcAjX7gBujn3bNTxsZnAw2aU7Yd7g88PqAKQIwOQIwOQU5QBSt3zvecHqi0TeHMBtmf/tmAh6O5z34P25hJshkgSzBDeXIPdvv1wL2jNBYggMgA5MgA5qdcJ/B9zAcHjK403F7Ck4TnYv+NAF+jOnXHP8NW3vAk6X/gVdDabC57vm1OF4HYPVQByZAByZAByot8N9Hp+rb0baDOBHSc43dIC+x9YOgC6a/MroL8e/Rt0R8cHoAv7DwWvx44bDN4cAm0zircGkSoAOTIAOTIAOdFrBcf2/FrLBJZr334J+kfT8y0NS5tBbzAZIpmPf5M7PjsI2uv5drvmAkQQGYAcGYCcDPt3A2PXB7j63aew/UIex+4X1S8B/WJTY9T1XLt8FfSlK6ifargP+qOuE6C1PoCIQgYgRwYgR98NjGR552XQ/bubQF/ID4K+dAh7eCy257c24zOI019aATr2+wOqAOTIAOTIAOTou4EG20Ntj7W0Hce/oZ512KNv3ZgVPN67z7c932YQO7cw9NPF4O9ZVAHIkQHIkQHIqav0u3jVTu/W10Bv/Cofdfz8ujHQH/4+DfTBdxaAtpli73E8n+35lthxAVUAcmQAcmQAcvTdQAc7n79zBMf6W5sfgP75rzdAHz2yD/Q8+wONz4PsWYfns/f9FpsJYscFVAHIkQHIkQHIUQYw2Pvk+mXr4T4698JK2H9mDnv+8pYmo48Ef69/INzj+3cHNydJEpcZLKoA5MgA5MgA5CgDPGZsjy/OCKgt76/uBL24Fcf6V61eg79nMkPjWo0DiAAyADkyADnKAA7eGkH7d4zD/kfnzA2eb7wwJbj9bN890Nu6sKn3nT0dPN7ORSTJvkn3+w9VAHJkAHJkAHKUAVLy55SZoLd9gusHePf5dpzgl549oD/fhXpsxpOg21/GdQljUQUgRwYgRwYgRxmgxNienZY5c/EpwrG74w/Z819i1yRSBSBHBiBHBiBHGSAls+6Fe7IdJ7A9ffT2reB2y9N37oK27yqOfLwLtNYIEkFkAHJkAHKUAVJS78z/J6O3QZ7/4Xxw91yyMrjdMjKA3yrWWsEiChmAHBmAHGUAg33mr9x44woe3vVrjSAByADkyADk0K8ROHv21Kie/94KfO5+xNznW/qHBoPbvfN7HLt4Jmp/iyoAOTIAOTIAORoHiCRtz02LlzliUQUgRwYgRwYgRxmgyih1j/dQBSBHBiBHBiCHPgN4awCVG+8Zw7TjEHoeQAAyADkyADn0zwO0b2pLdXylM0PsewAWVQByZAByZABy/gGwUb88/e8zPgAAAABJRU5ErkJggg==) 19 33, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVR4nO2dX2iVdRzGd2JeFJZEqHOQHIIMZ0PGmG05SJhptjBjICNvAjUwrOuha8HRuuhGkLHYsgsvjCgXYmoRMyiVWWNKaUfaRQyEpa6MtFBQWrc939Xv24/3PXvfzvN87h7e33nPO3j2+z6/f+8pzMzMzNTkmEKhUMj6GaqZe7J+AJEtMgA5MgA5tV6DSpfgnEeQqkc9ADkyADkyADluBlCNrm7UA5AjA5AjA5Aza5Bv1wbmeh5Ac/9zi3oAcmQActxhYDXy4taurB8hN1AaIE+cGD4OIejZrs45zUAqAeTIAOTIAOSkngH+YVyf9lfkGlvTPV5e2wF6yPl82hlBPQA5MgA5MgA50fsBbE2PrfnVtr/A1nxb0y3F4v2gJydvgvY+bzNC0kygHoAcGYAcGYAct354ZweT1vws1v9jFoO8cb2t2bbGeywvPgT60uQvoG1GsAyNnAQdmwnUA5AjA5AjA5ATXX9jM0Ee9/yFMkDa4/oNa4qgbY232Exg8TJCbCZQD0CODECODEDOf1kLSDQP4N0vD5ng79iaaefe39q2Cdp743SvZtsMYdt7mSB23sGiHoAcGYAcGYCcWRkg7ZrvzQvkPRN4jJUvg25peDjq87GZwMNmlF0HjgT3D6gHIEcGIEcGICfxewJj9wR6mSBrvLUAW7N/WvoI6KGRz0B7awk2Q9TUYIbw1hrs9V0HjoDWWoAIIgOQIwOQE302MO1zAnnDWwtoql8G7XsGSqB734jbw1fX+gzosfKPoIvFhuD9PjpRDl73UA9AjgxAjgxATsXPBlZbJrDzBJ+2tkL7gVVnQZe2PQn6/enboHt6XgJd7n83+Dx23uD81ARom1G8dxCpByBHBiBHBiCnNvZ3A73mKVz/X+0PuPjxe6C/MjXfUr+qBXS3yRA1S/B/sm/3IGiv5tvrWgsQQWQAcmQAcgpp7wGMJYv3ByR5P8CFT16D66fHcO7+0bom0I83N0Y928XxC6C/OYf6wfq7oHeUjoHW+wFEFDIAOTIAOW4GyJq5zgC25s9fuTp4r9G9zaBtJvh1KtnrmG3Nb2/BPYhtveOgf//2DGjNA4ggMgA5MgA5tXmfa680tuZf+fpDuG7H5ZsGvwDddRT/h4Y3Yo2+enlB8Pu9cb5X8+3awpS5v/YDiCAyADkyADn63cBI5t8b906eJbXXQW//+T7Qg88vBW0zxb6jeD9b8y32+oSZF7CoByBHBiBHBiCHPgPYcXHdE5uDayPv9D0Hur3lT9Df/bEe9OGD+0EvtjdsfAzk8Ea8nx33WzY34/6DjnUbsEHH0yC3dHfC36cegBwZgBwZgBz6DGDx1s93lI5BDT30wXG43tbabPTB4PeNng3X+MZbp0Avb8f9CbbmL76OZxM91AOQIwOQIwOQowxQYWyNn50RUFv6nftv6e4EPTLwOmjvXIJ6AHJkAHJkAHKUARLS39cL+vDCRcH2N8rzgtc/P3kH9M7SXtC25tt5i7Wv7AmuZWhPoABkAHJkAHKUARLy27wHQO98Fd8f4I3z7TzBD8Nvg35zD2oPvR9ARCEDkCMDkEN5LjDmHUEe9uxdw4qngu0XLsJdgdPXrgbbl7//EnRsjfdQD0CODECODECO5gFSZsGdG8Hr09fCn7c13+Kd949FPQA5MgA5MgA5ygAGW2NjqXP2A9gQMDpxPsnXRT+v9gMIQAYgRwYghz4DJK35L6xeH7x+xdT8WRkBf+Kn4ti/Vz0AOTIAOTIAOfQZICm2xqfdvtKoByBHBiBHBiBHGSAhdi6/bVnTv7TMJ+oByJEByJEByNG5AEPStYG8o/0AApAByJEByNE8gCF2n33WmUHnAkQiZAByZABy/gLE09JwMU4xhwAAAABJRU5ErkJggg==) 19 33, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 19 33, auto;}
}
div.testarea{
animation:rwdcur139636 0.8s linear infinite forwards;
}