@keyframes rwdcur121891 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIxklEQVRYhcWXfWyddRXHP8/vebuvvbf39r1la7e12ypjHZO6wWAwYEYRgwoxATGIU4IvLGOJBpUQZWAwIUDCFIMDgWDijIobMaiQUsMKbmwihbUr2bp27fp+b+9r773Py88/ntutHYWEf/Qkv9w859zf75zzPed8n+cH/2dRllLu378/tHHjxgcdy7pKN819VrH4Tako067rfmPz5s3jvb29DXO53AsIUWGa5tPFYvFbwKsHDhx4cM+ePfnDhw/fJB3nx0JV3wFwHadDUdWHOjs7XwKIRCLa0NBQ6SMDGBgYeHak+593BPNzJCIVxFJpHFVFbNxwbG17+93v9/Y+TWrkElWBRAFiPsiWYMXFn/5lTX3937q6Xn9RGKGQYxUAUHUfbimbveaaq28LBoMHotGomJ2ddQG0pQJwbHtbKF9g/YqVniJeTWYuz9uJxKVCiFXTU1OXXHlxC36feW7PkWO9OK67TQgxOz42EbruxisWnfnqwT+FhBCfAQ4s1IulAgiGQjvTyxqnZ/N5FEWhYFn05rKl1e3te4aGhl5Z19Hxi2PHT9uFYhGAmcQsli82afr9uyYnJ/du6Fjfc+pEH1JKpJScOtHHho71PZOTk3sv9LVkCQDS6fSWo93dr62cTRt9js3qq7c+0Nzc/LN5++Dg4CP9R9/8wdrmGoaSdrajc/P1kUjkrbKtLpNK/WF0KrUFoLE68kY4ErmlpaVlHGBhCT5WkslkR3dX1weZTOZrS9mz2eyd3V1dH0xPT7cvZe/r6zvY19d38EJ9NBpdEvn/mSwMYMkmnJcnd39+mU+IVaqmfmInjipHduw5MDD/PPrrLwQa73o5f+H/lgxg773bm3ymb9NFVVd+KeCP3fqJvQOFUu7v++7jaYDinHOs8a6XT408fFOs6UcvJT42gL33bm9a2XjdA7Hwsh218TbqYitBFSAUMPiIublAHEhMn91eEarfjuswmxv73bP3qV1/mc6/AiwKYBG2v9q1raGl8do9a5Zfe2frRZsIRatwlSROaQwlHEDx+cFQwVBxrGGEUQmmBroKmgqqCgFv+YNR6upbqatqw69XrouEVn9R10OxLe3OkdfeGcsWCgW5KIDH79lWs7zx6kfXtXzu9vqqVvAJiGk4pSHsxGGEUYewIlBUYM5BZmYRdhSkAhZQAvKADbgS15pB6jkUPUxIjVMdb8FvxjryJau+pTZzqOvYcPZcAD+/e0t0VdOWpy5t+/JX66pWQVCHiOrhXTAQSjXCjaFIzXPoWAijCgwBioOdOY4wazxWkUDRhWwBLIliGxBPQX2CkFpPWNSuc9xsc0eb/Mdrbw8XxKO7NvlaGza+2Ln21ptr461erU0VhIAMCCeKaixDabKhbRwCVrnOFlgWVAhEVTVEgMryqhAowUqEGveQCWcgPgWGRW1lC7qq31zhD4QA1BsuuzgQDdc909F6o3ewAURVD8qcA46E+jTUJSBYhHABZn1gK+BKqNJRzJCHpSsh70BI9UoYECAlZHzgd6EyDRmTuL+VRHqoc23A+r2orWrsvqrje17mfg3XSWOffd+rp5RQm/Sc6w4MvgGDClgqqIYX8FgJJkvlmVJAV2CiBNMlKDo47mmc5BT2e1O400VoSRCtjqMoYgsRVdMUREc4GAe/AbqCiFei5MOQBmqy0JAAvQTDr8PMVnCq6Xn3RVK5MyDLdK5AJNbM5Z+6HTTdG1vbQ08ElqOUbKz0CBQCUDcH6vnXgIaigGZ62RZLEDRQSioIByaC4KuE3EGYvApkGz3vvsCZiTevmBk5c3zhCMebRtt7LHHo8g13gKGAoYEOimWDraA3t0HYBiW5iDIEUoJd9DrYNLwudt1yRws4VQETt4FczZG+PzKZ/A+mETgUbqhtmj8k3HBRk2kED00mjnHk+H5PaTlQLHqsVJuHsAvjYfhXC2ThhsvvZ23rJSmPCaWEXAl8CgQM3OIkbimBVtEOUi3PlsJl627hMucr4Eq6393Xm6+YAAkBfy1bO7/r8apzLjWcxBBE51CjDTAdBWmCehac54Fvl0uADcyA2gBYIECE6hBuHbh4y3JAF2DoHjIFi62bvwN5y+sDIbwpsAG9HEBQRfWvgKQDtuYxJRaIWih+HRQPHQFJkPeDPuGNke1CUEKoTFMC0FWkk0VaJQ8Mnw6KAobh0a9mnM98/nd+KgIakjmknYZiAqw8TD4GU1eAm0AgBMSB8HOgjMGEAwnH62JDehmpLq6cQPrmwMf57ygd8Osedxh4tiBgethiqmA4uLmTyOwwyDAUx8FMQjzmoY2uQlsTqGNQ8RL4xqAoYcqGvOsdFlJRK1sRZsRz4AenMAKm6zn1gdQtXGscAhKUcgIpB9JzqFotQl8O+dMgn4FIP2en6nFc+VsNx4WJMS909TQE/wxqJzgNUFwOJbfMcgIcxyuPBnIuBaEar/4ATgmZS4MWh6wLTIPsL/NEuZGNLqhKQbGVf79dYODkyE7NLVkPnOwZ/emqNZUQqAH9NMgBKK4FcwNIx8NcEZDPQK4T3BC6bw2kbI9ByaP4DyPEHOQGocIHDIP866KZxxeDeAVk/SjaBLFYDC09Nvrw+3pTwZWpR9pac6CFwKiE6AD4hyFrnT9ATYOb8WqpqDCTBkcDkYfgm6CmQPjB5y9vqONDkh5noF9gu+4PfcWpvPry0TF30/rKo64VTcpS7rNVgVFQA+CPQECHqAlhw3spSR20M6CfBO0D0PvBNwD+ITBM0P0eFYP3Sq/ye3vnV2qME0eTnDjh7B6eGn/y+3uPlM7dC57ffX2gosrYsaIh98SaliToUdA1j1IBtHoQgQ9nNC+6gJoFdk1AOgETQ+dU/ccVTg2qO9/rTz7zk+d6snDBxeT53dcHKuLmDp8pn1iob2+epq7GBmHykSIUMPVFqpFRg4GB87pCUdmZnin+5p59RwrzF5MP3Ywe3bXJVx2oXlS8cIiHBMon/jq2XflULs8j889T+anx3Y+9VVh4M/ovKoOIh/7nmNoAAAAASUVORK5CYII=) 15 20, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 20, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 20, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 20, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 20, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 20, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIrklEQVRYhcWWa2wc1RXHf3PnsbPrXXu9u347jg2xSUwcTAhWCuEhAqlaStVSqkq8SlFU1BdRyIcKWooqUSoqIYpKVKoWCuGhUqlACaAQIClKYtqEhJKExBicOI6d9Stre7273t2ZO7cfZp04IW7hU690NZpz5t7/ef7nwP95afMpXNdtAhJAP9AMFA3DODirdxxnGWDM0Y+apjlYOhsG2oDJ0udRoNcwjMzZOMY84Ive3717c3JoaPHSZcu2Hdy//5qAbWdc173FMIxXHce5acvrrz/rOI49q1/Q1LTfcZwbTNMcODE09Lu9u3ffkaiu7gcYHx1tvqSr62nge58rAn2ffnps8s23mi5qOY8D/f10NDczPTPD3nCQq1evvuXNN954/ooL67DtAAcO9dLR3saefQdo7Li8p6Gx8aVNzzx337U33EhqfAyAWKKKtze/xO3fvfUhwzB+NhdLnMuAaDS6LtvcND6Zy7GspYW84/DRTK7YvnTpg8CWzuXLf/Nh73G3UCyy7MILSE1M4ZVVj4bD4fWapm1csWJ599HeHmKJKmKJKo729rBixfJuTdM2ngvvnEtKuWrXli2FoRf+ot5+9jmVTCZ/MVc/NDj48NaXX1THP9iuut/dNu267so5Z2t7Dh/esXXbTrV1207Vc/jwDill7ecGn3NRZ/fOnZ9IKW89l9513Tu7d+z4xHXd9nPpj/T1bT7S17f5CwOfZUTzf9O7rjuvXkoZlVJGz5ZHo9FTqZ+3DQEe3/DVJluIRbqh/29LzwbX1eDaB1/tnX0f+sPXQg13vZabNWByctKDedpw4z1rGu2AvXJB4opvhoKxm78wOpAvZrc+eS9/BCjMyH0Nd712ZPChb8Qa73slNfe7zxiw8Z41jec3XPtALNK0tibeRm3sfNAFCA0s5umbs5aE1PiJNeXhujV4ksls8oU/36tv//t4bgtwhgFnxPb366+pb2lY/eDihavvbF2wknA0gadNIItJtEgIzQ6CpYOlI50BhFUJAQNMHQwddB1C/g6WRamta6U20UbQrOyoCF/wddMMx1a1yz3v/DuZyefz6gwDfnv3NdULG65+pKPlK7fVJVrBFhAzkMVjuKndCKsW4VRAQYMZiZqeRLhRUBo4QBHIAS7gKTznJMrMopkRwnqcqngLwUCsM1d06lpqpndt3zeQOWXAr3+wKrqocdUTy9tu/E5tYhGUmVCh+/HOWwitCuHF0JThA0oHYSXAEqBJ3OlDiEC1X9IKKHiQyYOj0FwL4lNQlyKs1xERNR3SyzR3tqm33nl/IC8eWb/Sbq2/5PmuJTffVBNv9XMd0EEImAYho+hWE1qjC23DEHJKeXbAcaBcIBJVUAFUlna5QCurROhxPzKRaYiPgeVQU9mCqZs3lQdDYQD9+kuXhqKR2qc6W2/wL7aAqO6HMitBKqhLQ20KygoQycOkDa4GnoKEiRYI+7H0FOQkhHU/hSEBSsG0DUEPKtMwHSAebCWVPta1JOS8KGoSDe9e2flj3/OggSfTuCc+8vOpFNRM+OCmhKM74agGjg665RucLMJosdRTGpgajBRhvAgFifT6kRNjuAfH8MYL0JIiWhVH08QqKnTD0BCdkbI4BC0wNUS8Ei0XgTRQnYH6FJhFGPgHnLwKZBXd+59nKnsclOcDa1ARa+ayC28Dw/Tb1vWjJ0IL0YouTnoQ8iGonQHdm8MDmgZGwPe2UIQyC62og5AwUgZ2JWQ3w+iVoNro3v8sx0feu/zk4PFDc1s43jjU3u2IXZddfAdYGlgGmKA5LrgaZnMbRFzQJs6gDIFS4Bb8Cg5YfhV7XqmiBRwph5FbQF3AnsN/Y3TiQwJWaFekvqZx9pJI/YLGgFW2azS1jz2H/uoLHQmFgs9KNTmIeDAcgX+1QAauv+x+lrQum/KZUCnIFsHWIGThFUbxiimM8nZQeqm3NC7t+DaXym+Bp3h3/5MHcuUjoCAUrOGqrh/5vCpPuYZMHYPoDHq0HsajoAKgnwC5Cfh+KQW4wEnQ6wEHBIhwLcKrBQ9/OxJMAZbpRybvcNWXfgg5x68DIfwucAGzZECZjh48DyYkuIbPlDggaqBwO2h+dARMgLofzBG/jVwPyhSESzQlAFNHyQzKKfrBsE3QNLAsn34N67Tns8/ZrggZKGZQbhoKKXByMPoojF0OXgqBEBAHIs+AloQRCSnpV7GlfI90D0+NoOwZsDn9EzeBoOlzh4WvKwMCfmwJ6GBJvGwfKjMAKgKFYQhMQDzmRxtTh7ZG0JNQ/grYSSgoGHMh5/mXhXX0ylZEoMIHCILMD0LA80FtUKaD5wxDSIFWcmBKQnoG3ahBmAsh1w/qKajo4cRYHdJTTxtID0aSvul6P5S9DHoXyHooLISiV2I5AVL66TFAzUxBuNrPP4AsorJpMOKQ8YBxUD0lnigVsrUdElNQaOWD9/P09g2uM7yi80Bf99AvFy2uhFA1mP2geqGwBAIXg5J+zDUBuWnIdoEXxrQXw5TrMyg5tOBuhJiB7FEot4EBUG+c0fPYMYiXQyaIZowQi8Uw0smhhz4yG/Oemnq4rTULRhisSoj2QnAAMs7pC/Q0eNN+LjUdTqZBGiByUPYe6FMggmAHSwfOMQinh+ntEbie91O7MJbTX9ub9FZeVLnXc6ITqpj9ciI0BHoIghUQMiEagIjl/5SUCcZxMPvA+ATMHrB7IXgMrACYQZ+Kwf+lJ4L+2dk9leTjvRN8/LHcMDA2/PhPNu4pnhpKN224LlSesNaeV599bHHLBJhRMA2fUgGMOhChz3o0u0wB1XP0hoB0CkaOnRL1HNI4clRfd7Bn4qmfP9OdgbOm4k0brguVxwNr7YB6bK68vXmc2moXRGB+A4QGAfMM0eCQRW/vaVm+oK1Lnyz86e4n9+Rnp+LPjOWPrF9pV4WqzkheJMyvBNoXno5dTz2RzfHw7PtYbmx4w6P/zM8dy/8D03WGsnstEVsAAAAASUVORK5CYII=) 15 20, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 20, auto;}
}
div.testarea{
animation:rwdcur121891 1.2s linear infinite forwards;
}
