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10%,10.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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14%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIcklEQVR4nN2bW4gkVxnHf19V9W1m9pIlWYUkRlEwiA8RIbL4oA/mISAGX4SAoBgUjCAIShD0RYJvouiDYFBBIkIIBBSM6IMGUVgJhsAGksiuJLvZ3dnNzu64PdOXqjqfD+ecrlPVPTPdU9PV0Q8Op259Tv3/3+1cqmG1oq6sTKIV9q3bnKPPi7BCElZFgN7kNX/ILn+3ByuQVRCg13kjQCuAMuTPsAISmiZAr3LFHUrllmHM76FhEpokQC9yE0VgUkq3Ach4tjhpQJoiQM+z41BJBV14ZhAUw9PVG0uTJgjQc6Qo4koE7tiKjQHgqTEIBuUpaICEZROgL6KAON1GleAHTKgxFMMCAxiUH8GSSVgmAfoXlBzIEQzRxP91ZrceuK9zLAlP+ptLkWURoM+hZHgYkbMAmdSVxwFvJ/YX9pe2BeWJ4qEjlmUQoD9HSYEUAhIsPKZiQNnsy8f5pBXlcf/wkUpyxO0pwGNTGrbyOoOSBYSWIEEsEL5yUB+zOziEHDUB+72Y6gR8eRwgJa2bedo6Mml0JJgTuUxQjQNFhLBm35w0SoChPBYoKzkPSnPSuAXkFQsIBz/y/05ARuRSorcA8AOhwv+zJl+paQKoWIAnwTj/z/hfIODQudhm9AhDPAmGQMX8x4dt/lDvtigBtQYiI8I4YLsu5gAZlqJaBCz8josQoMc/XG8gNgDGCLmzAtcsQuYsIAWGtfrQnmt0TpmXAF07o5jeYV6pkD7WCjLnAmEMKMAP6nXSAb0LmJOEeQjQ9qeUvAtZTQK2sfBS4iAbWAuwpj8Edut10gES0PcAc5BwEAEaP6KYLuQ9MN1673YTS8KYiIwEEJcPvPZ3gf/U66QL9Gyt9wMHkLAfASqPKtq1wNWRUEc2gS1gB8gnbpA7Ajz4mgSsueKI0I8C+5Cw12RIeUxRA2pAFDQHMcH9Q8gV4ARwGjhNghIj5AhD4DaWnq1afdADYqxqXa2fAHlh9ixyFgHK17S0QKNh/QW1ROQgLnVL5koKUQrRCJIhxLvQHkB7FzZuw+UhdBXuAu4m4U5i5/994AZwDbiOcgewC/EYWgotrEYTrI+3sdeSCtiYKfB+CUIfBnl+moQqAco3tVijCNcqgtGqhrUnwlgCTGrrfATxGuQDGO9A2oZ8G9iBkwbeh3AviTP/LeAy1kauQTyAdmqBdl3pONC+xHsQUKy52DpINvpZkOfKJIQEKN91VucB+2MqRKgF7usJIYFFGEdCNoJoAPkxyNYguwHJNtyXwf10iNgB3gQuQHQV2n1YU1gPwLcDrVeBh2UG6BIhAvp5kKcLEjwByvcD8AUlZU/Mg+v+2SopjghPRj62FpENYNSH0Z0w3oSNt+DMsMN72QReht4bcHwIx4ENrC97rScBaGFvbXvQ4bE/D2F9GeQpS0ICKD84IN5o5VgoW0mVrIrbaA55DnkG4yEMduCFa/Dgqx0+duss3H0OTuVW620HPNSwnzd5dVWXEmZtNIX3ZjynXwf5MWqb7AXA9vvxQY2HnVS147XYhXwdtk/Dd+59nYe2n+WBl3NaV0B2KVZSM8qrZLPI3ktvZo/r+0BQfqGzgXiZZVazAk4INsaacMcCZx2bB08aaF8k5pc8wk/4VrrFBy7B+hVIbkG0A9EQZEyxrOwJ8bEndD1/HhJQJadCmnzPVoVRfUmU3wQkeL+JKF/zPujPq1HYg29RmHMPOzhZB9pjbLT/B8K/eYU2z7fg4fvgnhOwfgPa25D0bfD0RIizCp96p8ioxiMoExMQJN+eICplAeFRUX6rsyNo6I+zcq/XuI/WPnd77bfV2fh14AJwAeE2O8S8RMS7IwN3wLvasL4O7duQ7NiMGA3t+EJGxZijlH49IbPIqBAg3yjAVwmwNz4jyp902qxnAQ/N3Ws9oUhbPopHGXYAfBOb798E3kYYk9JhkxavMGJDgA04lcB6BzpdaA0cCSOIxo6IcUBERjEw83VIBEwylHy1DH4WAfaBh0T5m07n2Rh4oMZyvZ6lmBH0EVIMMX0i3gLOO97O1JhzZM/MJiL6IjDnUNg++HFRXtJyOoqD+4uLFmP9bYQRYDAII1psMeAydhhQpw+z5qzDz2MMxJ/bu739doaEj4jympZ9vZbcws72dhHGgGKIyEno0+IGKVdr9mB6BQHk0P40sA+ZB22NCR8U5VJgCbWkj532joDULYOBIWFEzC1S3q7Zg+kW4HufBA6wpHn2BoV7RNnSI7AAT8DYTYMNSuRWBCIG2AWTOpJ3bVbYeBCYw43m1alwSmxEryVDYIRMtG8m+wM5EUMS+jV7ML35wcNiRi2s1d2wHVKMdX2OErc8BilJ3SVRTnzINTqnLOrVNRkY433f+7/dJYrJaZES1d8VWPAdDxPWapAQznRwmyK+SSEjIqsXaRd+t4a/FE0pf/5SiJm4Qe1As5A0TEDm1gDLU7WcmNwpL234lRomIPxcKq/csRYwrp9rF5LGCRDnAtMfzM76fG750jABHnyo/eLDSTPXuOxoZSmfye0tfuIeSqF1Q4uYdJ623tGfySn6U+yQd1CqhQHVpRsNLMC7wPt1g2OMSEg5iV1MOgb8WiZ9HJkswwXErjxkQfGat8D9Z5JMjmxtAmyZC4ZjV5YBHpYXAwR5ggJ8GP09CdVlXZmAhiIdjoA/LAk8LDcICvIks1csp9etq1+S+2+Jzi4RPCw/CwjyQ4r0B0UKrG5E+ExQWME/JYclgi96Xa4I8jPKmp+2hGK3zcbl89K3v12yNDUOEJVfMXs7J9zQAyVqDHzRazMiRp6ZGgF68RngomxCQ+Ch+f8NSia/swfuTzRFKozYlEvQIHhYzT9HZSx/nLq4Jf+ChsHD6v47LAP56+TklrwKKwD/TpD9Nrkbkf8C2WWQUf1zl7MAAAAASUVORK5CYII=) 31 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIO0lEQVR4nN2bS6gkVxnHf9+p7nv7znsgYWbhQlQQNasgqAguDJqliAsXgjtBdKO4EAMug1kFgoKIEGchCEM2EV0YMOCQ+GImAXXiiE4yiTNj7jCTO/cx3X27q+pz8Z1Tdaq6+z66bleH+eBwqqvq1jn///le53FhuaK+LE3cEtvW29xhnZuwRBKWRYC+w31AAOEeb8KSSFgGAXqdB5R4zQo2uAZLIKFtAvQNRiiCIpUHgrLN69AyCW0SoK+jBfA6AQH3A/5U/mhB2iJAX0ULl19Fp5VrQRnycv3BwqQNAvR3HnwOUKi/+F/4OkfIwb854rfQAgmLJkAvomRABgW8Ka/5OvdEKEJGxkVm/skRySIJ0J+hpFTBB4hQIpOKYaj/CyvKL+JXj1wWRYA+jTKGopQklOrvX/V3w8gHijKkIOEn4cUjl0UQoN9F2QVGlOBTSgICZCbIyIsSSCg14RlYAAn1WNRU9uzgJZTjwBpjeoxYZUiXAR0GdHlAQp+EPqt8Yb92jqzfnaP6kJe9OqaxFlDUGnn/YP/7fuvIpNVMMFZwk5iKPAqF7UmrBMQakOEoc4EQH4Lja09aJWCMkTAtDZZCP9I2u9QuAbvg84J4MqRR+EuRh5mAEfV8AErnF0zg/U/A3LF4SElCPCUOtm8aMJ7383P17bAENEpEBpRmkFcmROoJGDcl4NB9PAwB2n2yWSLWx0gwAqxpiVRfGGE6Mr94rTpwRw9KgCZfUfLeXH0qZAsjwczAgl/pAMc4RpiONJPDkHCQTFD5upJnIA1D9Bawg2lBhkRaMMaxi4F/0KyRFcApKiADz/Eesp8GKN9U6IH2aKwB7wH3MYjjwv5D+NvF9GO7WSOJFnMsPQ3sowl7aYDyPbWYlUWlgdwDzgCbmBmYquY4xjgGGPjNZo2sAokvgJ4DWZ+tCbMIUH6o5dwkj+rwfA656+B4Duexsc5wPikeYHqxgdE0fxusYnrdodBv/RDIm9NJmEaA8oyWM5eYhBx4SqsaEZZ8fJ4rIytuCEnfSncLepuwsQmrO3BbDWpGgiPFseOBrwPrKB/DDGYAwTF2MPV2QNf3XCKgoU78/VA7K/oYyD8mSagToDynITErk7TwOy6BlEBAakXHvowgPwbZAPI18x/5irX+1g58ROExHI4Rjg3gNnATuIXR0zcWO4BTc24dX5Lo2kUlkBJKuO8h6ydBLldJiAlQfq5V0FAlI67rZMRlFJGwC9kpSE9BegKyVUhuwbUt+AyOhL4H/h/gho180oeVrBzpFUoCgn0HsPFIS+0aCl8Q7unnQC6VJAQClF9qFXS9rhNTX8MIxMSmkXoyRpAOIHsExo9Cegb+eh2evON4nHXgCrir0L0Hayn0sBKPegw4Htk68AhsRaLVN/0iyEtGQgdQXpjhb+pE1J9Ne17XlkgzNIV0CFvb8M934ZUrji9f/QM8+kc4uW0ObAUb+RhoAFA3WInq+vJi/Xm9+18CeRG1Nanf1BDKjOu6xI1Ouw4jEcAEdT4GnM5JTl/m7zc+xUcvgfsfliWFbNgWDqpOOJbZmwyT2jqr+xfLLiu/9wlEsI46CXWArnbf1UrsqFaw0V0DegorO8BVejzPt7nAtzbGnL8Gq7cgCZnSAIssgYzYx9S1DEoz3IuAiES5YFVQKuEJUV7VKlA35bo+ujHg2EEF4F1fVhTcCAtvbwF/xvE2r+H4y1n49Cfg7Fno3YHOBiQPQAbYHDpsLgS/Ekegug+KSYn9VAz+px4zVasSPivKazoJuH4dg54FvkNpyzLCUp/7WLj7F3CDhG3u0uNv7HLulH3/VA9WT0J3E5IdI8EN/SdiIuoaETvgeuiOyJBnS/B1AuzB46K8oZNeNk4w4nt18PFvxlDk+PeBu8A7wC0c93AM2UV4G/g3cOwkqIMTXVhdhe4aJANw/ZIEGYGkTO641MmYksjJ01Xw0wiwFz4uyg2dVHMHnGuwXK8vYNnePRx9hIwU4T3gv8AjQOc4fPhEgyaeYyoR8hRwwFTYXvygKO/qpMqH53P0zdLdDYQdHEMgIwd2cKyTcxuIsM/XxhoT8xf5zuzv7TUbFM6LslnThEayCWwhDPzyl00vByRsknMHmy02Ee2BxOC/AexB5n4LIsJpUYaRJjSSLWCAMPSrP5DTYYybnAvOKXkPRM1PuK8B+2jSQVaEhJ4ouc6nlBUx8OXoW9KRIwywPGijYQv5MQPf/SpwgB4fdHNUcKK2vdlEAvgUF22DZX5BbIfG60Hka9B7AjjgcB1GqaXMm+YVy3Ol2CCznGOMKwJmUwIOAx4Ob9WNjEA8eCvV9bWMhCGW+DWUQ/VxHrc2Nwlh50eKGFVuledeC/rzfnzOvrV8UjSAzwv1D2l7SlIcqWlTWibAgrMr8leg0ADzDA81AbYCHIMvJewUPeQEhF1BiwAumrCnvisPOQGl7QfrT6MJRkan5dMBR39KbJ9FqOoOizlEiZ66eG94r2+9r4/JKfoDbE1r6FPfIULf17NPg2U4usDn1WaFp3w5A5wGvl89X30ksggTEORH1DcLqqCnr1hmHluIBqEMWQx4WJwPEOTHUBx9yaL4H69TmWgUCqG62DMGnl0QeFisExTkeeI1KZlh1uodYT0SpMCFBYKHxUcByeVXxOcA3ZQ99vjcYObdUgq8uGDw0E4YlEx+bRcHOGAQTo283AJ4aC8PkJG85C9jZzgZCVIcl1sCD+0mQjKQVyhPhhMRUWK9KsPqjQVL2/83KNtyZSIHyL3dX5cdaBE8LOc/R2VTrk7cXAb4pTQYiZ7TDwCwLjeX3ZelyQE2sRcr/wct76UFeAPztgAAAABJRU5ErkJggg==) 31 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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21%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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31%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIjUlEQVR4nOWaS6gkVxnHf19V9eM+5j5n5MbgJGNIJFECAwkRDW4kCYiKujILURealeJGwcUg4mPnA3cTEAWFBDeRiGAMuAjELEQURUUQR5LBxMFMJt57u6sfVZ+Lc07Vqeq+fbu7blWDfnDuufXoOuf7n+99DqyW1LaVUbDCsTX8mBJ9QGGFIKwKAA0ez3luv391IKwCAOWTk7x2H14NCE0DoDyhE6MKIAqbDzQPQpMAKF9Qy22JS3shCtv3NQtCUwAoX7YrL/aOFJ6alpp+767mQGgCAOXrHvOulUg8hygKBwfNgFA3AMp3FUI70iwJcLcTCKwkXNytH4Q6AVC+b5l3rQSC2l4AUpDUrL6k9n4Kd6/XC0JdACg/scxHdpSQogpI9qaZiFUBUSMFoQUjSOH+oD4Q6gBAeU6hhWnl1XcSEBR+kRlBB0CQQKgQJhApvId6QIjO+Htmgo9NsXIAVyY9gTjGbQsSeO21E36fjzHzhUXorAGYNTEtSEF+N+sdCHN868yo2UjQ2QMB9UZ2LrAEQCPULAC+PfBJgcTq/7jRGa0AAN8Qep5AFMKxlYYGqVkAWhTUAHK/L4npo/9pCXAAlNVAi16gSVoGgOWFdBoANtiRFIKR8fsVaOG5LQpANQ3tAG0MCJ4NkASCsYn+WqNKI8CCc1wEAEWvLTiXEnUpSkFo76fGAEYjaFe0Add5HRYAYV4AFP0D0F9mTjmtkYNgmZfESsDIGMBORRsQMeQGr8CcIMwDgKIvAQPbKtAGBoQOOQBq4/4E2iPYqOgGI2JCBrzBX2EOEE4DQNHngR5m9XvVZreJAaGLsQUBYI1fawhrI9iqNgIRsQUh5pDfwSkgzAJA0WcwjMfAsW0VaAvYxoDQNvUASY3ud4awlcKFaiMQ0rctJiCmx4swA4STkiFFf4RZ8XI+y8wPzqQdDJ7bGFWIbO4/gM2hYf52fw5LUEgfIQVS2ycMeJ4Oj0zNIqcBoOhVO1Mhr2RYEPQpimUeZ9ZbGLluY5S8A6zbtmZaDxgCh8A587lwDGsxXBjDncBdwK9QdknZYECXmBYDIoaEDAkY2TZGGCMkCIllOAEPANDs/xHP0uLDEyCUAVD0OxiR94P14ITmSj4OCNccCD3L/KbheH0DLkTm8/80r4Qj2IkN4++0AOwxZIM+HXpWpwcEDAkYIowJGINl3DCtHgj+6iuSVVuUhKcJ+XgBBB8ARb9pmccDwJVv3G9C756776Qh8qShRW7yN+yS78DGLtzehZvA76Ebwz0xPATcR8o+R6xzSIseEX1CBohdeSkwngJjxFtlV1YyM3XXarkx/ys/RPhUBoIDQNEr5GLvKChd+7UsH5iTJCPypGEdYwX34NxtcO8++lvhzmP4kMKDHLHDTbrcIuSYkBhhRMDQMmqYditOYYUds45xn/wNaLV/n0T4rAIihvkvMkmzCjLl4r4vKWWwfEBaGB+4BVyCP7+Lnz0gPNy/xjr/IuQIYWB12xgwCqvraFrVRKf8P9uOCp9zEnBagHPaB5VJpE3LddAwFVid3uYNvvb2V/jg5V349SVgHyMlHYoZU3kzwS8mKJPAK6eHN/nimbREvqfoEycwWT7D4PSsLHLuXgKZuBrRDRgQMKBFjy6H7HODR3mTR26l8OA1+Nuf4MYB8BaMr9wktx/OngS2L6vcNOkrgza5GyNcAZAou5arin56BmM+EO6ZM0aaia3R1bHV3zEhMRF92vRY55A9jrjMgEeB7TeBtwLvGED/OhzeBHYxgUI5bGwzmUkFXi/etc+478nMtfCNDA3fCwjyAxV9fIJJ89DpYmoZVQuAz7yx1CFDhBGR9eEdYtY44jxD7mbMQ8AdQ4j6GOfwNuD1BF4+hN4Q0iP7YAOjFl3yXNrfcCiD4djxQSkaa+HbGfNlAAAklac01I/g67AzSPlqO2ucEjAmILHMmyAlZETEkA4DIvqsM2KfmDvIff1m3+QAdIDzwAHGCf17AMdjSEf2hgPAB8GXBldj8+1GKXizAAhXC8xPAwBAEvmptvUxD4Q8rIzlhSk/mY++oiba20ug0zdFEI1ArHfkP8AI5DDBhIuHC4+hfJSi9zFACD+GOUNhABnKc9rV93mrnhCQJevLbFroRUy8vzGEaIDRqBCzuNsY9Y+B68uPYRK2oo0Qnjnxe7P8hcTyAqEV45CYsGJB5ADYUmgPTQgsqd0g6ZBFy2xXGoI8a+0B8UzmYQ6HeSS/8dLLYaWpbQFdW/oKxuQu20XNm7ZVon7WhF/CKZI0T0VIbslfaBPTrlgQWcdUfcJRvg+AkOdPa/alSmTqF8JLMIcazVsTlBvyD98GLEWdxNT9grFl3oUVIQaALgaESjRA+CPMaUMWqQrLq/LqUlNyFI0tALYQCvaUiHPpHSoDIPzddHPSovsClbasW5b5DABnA4Q8V+pUGWHxOS6zM7Q0CGFaXP1CLuPXVJanhefW6N5g6Ot/6s22nDE3SI0CEFjLL+ptg4u1A74UNDmnRgdzu79O/13nA3DWh3ZOm1OTg4knAVmy6SdsfjbbEDULQOrpv19eKJcTG6R6jsmdQO4IbOEYjF+s8XeMZ3/rzE6Q1XEUTV9UG9SNTeLTHkErNi3qQ9iDMIbwGIKebX1MDuN6l8+4/2OQn5/9nOtQAXmvQCu1Rs/5fncGeFp9tbz/MmWboQ7m3ZB1kNwfWua987++C5w4DVbeZ4nyXp4236xjonUaQblnzZ7/8Y7AOyNYfLPUPCDkyeyNWqhuLyAXd3LxL1j+wlv2tu8NIpBvuaf1URNuUG47IF/9si2AydUPQL6aPamVmooD5Pwlpm8eZW/kTb6U3amdmgyEZOfeE4wfZOzK5/2r+qnZk6Ig5y7PePgZ0zU0F6B5AABk490UxF+B4BPm2QrmszLSwS/Q0bMT1uD/ilbO/H8BBlX0tr0dX2YAAAAASUVORK5CYII=) 31 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIqklEQVR4nOWaXYgkVxXHf6eqq7unZ3pmN7vMbnYniYxfq64QYgQ1BOLnS4gK6pMgEnzRgGAeBPXBB1FEEBQEEYUgPkUUER+CElAwiL6EYIwkkoAs8Ss4ZrM7093VVdXHh3tv1a3qnpmerulqiQcuVd31ce/5n//5uPcWrFbUtpVJsMK+lc8ofErN+YpkVQAoDxc6yydWB8IqAFC+MK1r8LHVgNA0AMpXdLpXq3b4weZBaBIA5ZsKYn9J6QooiEL7/c2C0BQAynetTmJ7Fdv8PGDP1+5pDoQmAFB+pBDa3oLSlfL5xLAAoP+2ZkBYNgDKz7SweEhhedfMXcjEnmf2PIOtK8sHYZkAKI8rtDCKOwb4ihd3AkZxUQgsCEEG23csF4RlAaD8QQvFffq7Hj0gxDxhLO+aBUHGcHl7eSAsAwDlGWt53/o+CM4VfJmQg+Ba6I4J7PaXA0LrlN9nBviWqnZWvq9lN/BjgGOAws0nD3m+6OPIG04ipw3AUQPTkhu4FAi59ZlAmM71rlOTZivBFtOB0EV/Bcm83w1J8wC4eODEVYGZdYOs0RE1DECIAWFGDEAxkT895NklSbMAREzXBNion9n2qgfAuYE/F3DpLjXFT5OyCACL5+I2ZRZgSWAZQApBPQaceGwnBaBeIeIAcNnAvlEmhvpBCq1xrR7sG+eXkwCg6BMnHEtFOrY5FtjeHf3DMQRJvS6eMnl0bhDmBUDRx4DhImMqZI0yADYGSAqSQCuBdk0GdEj4ixnnXCDMA4CijwID4KDG0IAuBQi2BnUZIBhDOIJ2XK+LDgltxlzjZZgDhOMAUPQHFMrXZMAG0MMA0cawYGKsH8ZG+V5NBkTEtBkTEfNP/gHHgHAUAIp+G6O0azUZsI4BYQPDggCYmMAXjaA7gs2adUBETIsRLXvc4wU4AoTDJkOKfg1j+YAibIfF9UVkA4iBPsYVQhv9R9A9gK0YLvpjWEAihoAiTPL2Cn9ii6szZ5GzZlyKfoli9dJvoXd0rUWR2zoYbjtn71mtN23rwyCEvwHPAE9C9DRs/hkuvgivHcAbgV3gVuAWYAOlS0qbhIiUkISQlICMgAwhIyAFT2FBETLEzqyEDFA2ePuUzlUGKPowhu7ViXt1NcOB4Uo7B0JEke/WMW4zAEZACr2zcD6E8wanIIb1G3B5CFeANwG3AWdQ1knoMCZiTJgrn+TKBaRWYaesUd4/GjYYMg35LWvcW2KCD4CiD2E46oMUeEcfDI5hhANizQLxCnDTvP/MNlyOoA/tAVy6AXcr3A3soGwxZo0hEbFVekxA4imcegpn1soT+59apQHvt/OoEY/T5X05CA4ARR/0LO+kuoJZXdL1AfHPHSt8RvQwbvASyB2wsws7Xbavw/0DuI8JtzJknX0iBoRWeSGxVE+sYhnOxwtlnbWdFOeSh5IipIz5BW0eUEAE0EA/jiIImmPnHlZ/2naozFru9ZkSoDkrupgouAvX7uOHd23x3r1/0+c/tDggYGwtnNnBOwv7syRH7bJiZXFWl9I9/ghDPuoYkHo7Vv5Dx3VSXJP8WLWEEuTHEQEZbUZc4oCv9x/igQtvhb2rwDaGJa5KmrWMXBhDp4wya89t1vWytACZyKMa6odKSklJaa1QyaeY872JB0Jqg1SCkBJYP+4wYIN9XsM+Hybhnr8DV38Dzz8N413gMnCOomLyZ08R/u6KlMCpMtA/Vlnpzh4EEBcDJJOfa1s/MAMjp7x61nXpJc39L8iDk6Fvka4SOozoELNJzC4x7wLujaG3B1wAbtuDv8aQ7WGYcBbjJuuUJxD+goIfgP0sVWZKGSSn/KdzNPwsIGP5lXb13VCKqO6hiVXUpZksP7qUFJASkiGkRCRExESM6ZFxCzG3A1eBu4Dz1yE8sHpeAq7vw8sZTAaYjHEGwwQHgquf2xSbDs5Vqi5TXX4u3Ej4XK58FQAAGcmvtafvyBX1I66UFJ8QkOUKCxNapLRIaBEjQJeUPiPOYQqb1wNvBi7E0L0BElu9ztkWD2F/AiSYuqHvgdClqC981/Azjp+ShSpDhC+WlJ8FAIAM5Pfa1zu9IsNFYOW6PDfjkfnkJwoXFNYPoDWwq0ARJjuexdRMWYwMY2BvoT6Uz1KAUjBB+CrMiISHzQXkpjylZ/RKbtkyEMfmxZljuwj0Y+gMzNRXJnYEa+SVMiPcpHOhPkzVGZaa8K1D33fUbFCuy7O0GdjcbGrvOrKZQWcErZGZApPZEfh1Ur9WFxSl9wAYHqk8HL81Jv+SF/V23bblaL256trYzPnD2C5+TuzQ2hgAehh3ryUDnAsIP4ZjmDTPipBck5dqKw8QJdCKzbqfpHZkAeVpQ69uL0NgMJfyrvt5RF6QfaKaG3fR2Cx8irM+FMG6jQGhW6sLjPKPuTcfKydZFZZnZbDQkJy0xob6ktoM4MoMl9EcCDVEeMIc5pST7gvU2rIOE0t/9x2Qm3YIBoRTAOCkY1xkZ2hhEIK02APMC01/ncUxYXE58dga3RvM6W+/ASqNwhVz7SZH1DAA+Q5wtZyoLiY1KM0C4Kxvd4NL4oPQoDTOgKlluupK2qsZAGf53PouDfqz1nDmk0uT5Xwmd4iIb31XBvsMKH8/dNS7/qc/k9PnD6Bty97ITn7CEciwcAMB82F0dfUqBP0ksE8xp7HbCvLH/M5Tk2W4gLxu3XzqEkyK73794kfKy43lFS2/LnBBsbUc5WF5MUB2znnKe98AS3mlbXrR1w+GFgT5XX7Hqcsyg6Bs75StL77/+4GwunznsUB+ad61rEEuOwvI2TdQWN4Pgvkd3tEHogXy09IdS5Em0qBs3kkp98th8d3LBvJI/s9Spak6QNbf6bkBlLfy/CV8AflO6d+lSpOFkHTfQ1nxqisIyDfyX41Is5UgSPt+ZipOAPLl/J/GpGkAAKT1EabqPPm8OTQ/nNWJ6iOofm8qL/xfycqV/y85qui2ciH5rwAAAABJRU5ErkJggg==) 31 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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53%,53.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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56%,56.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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58%,58.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAIlElEQVR4nOWbS4gsVxnHf19VT3XPzJ2biWDiwhAQXGQhLpQsNOIDdBPQjagL8bEJwd3FlRFxkU0WWQiCiwhuko34gOAL4gNuVFC8UYnoTcB485rc93hnpme6u16fi3NOnVM13TP9mK4W/eBQz65z/v/vdc5X1bBaUdtWJtEK+1b0SdBvm/0VyaoIUPTx4Oi75twKZBUEKPrYmLNPm2stS9sEKHqBia6vP2b8heVJmwQo+pVqt06C2KEI6M+hRRLaIkDRLwMFdeBua8ED0AG9GF5cqrRBgEb6OYQSg8ltmyJATGUNeokJN56pLJsAjfWTeNAhniY2ZwUCdIAY9B/jbjxTWSYBmujHreYLpDL/0BLGDccREWFIeA2WSMKyCNAN/QARGUJuwZeMtwTwgMG4QUxFADHoTcb86ExkGQToeX2PBV9YCzCtTkQ4BGf6UdBijCs4d+jDEkjonPHzFGBf/jb2ougXqGcCxUf/QPPyvtP6kJNumEXOmoCTBqZCYVXYjAFRsI2nedaZScszwZLxscClwBoBrUjLBOTUXcAp2cUB5wbtScsEqA2EzWAYgv8fJkDIOD4TDKO/i/rtSasEuHkBlRWAT4FO+//9BMydi735NxdFYc5P5n38XGOblYCFJiIRaWNm6MRpf822hWSmMc5CgH5vwXlYREpEig+COd78HfiFLACeUpiBhGkJ0J8obM01Ii8xI2sFGQa84nN/AnRZmIAj4MnpSZiGAH1eYQM4v8C4TGdDIkZIZQVuCE77XdsWkAGGhG9OR8JpBOifFdaBTeDcYkMj4ZAOA0tCjnEDZ/5doMfCFnCIIWEAfPV0Ek4iQC+n0M2hV8K6JWIR6XFEzBERQyDFu0AXY2M9yBfMzIOgDYFHTyZhUm/6rz4kmWndFLoZ9DJ/fY7GOkf0OCChb0koMKlvHdgA7RrzXaAPjgLwjucvTSZh3KxD39gFMlAxDaCMoBT456Hdj6Cw21xMy4CR7f8A2ANuA9eBN4EdBhREpGwQc0RBbodgHexIYBf4k5rtHWA/ADWygFL8ssJt3cx6YLai/pwo8Fml/L4cW0o3CdBrV0FTe2QJ0MiToHbi5gjRkIjY7KcCdwFvs+1uzPEmORGHFOySskdKhjH9bRglcBN4C7iBIeAA79Mjo5QqgQRLCnFbpTbHqkiwx/GnlOLZOgkhAXrriu0o0LwDr+F+QIRGnpjKMmJDxvkY7o7h7cC9tm2TE7PLgGsMOKTgPBTbBvgrwI41G6d5p/UMJNC22CwqjfqKuOQSzLMkICH6hJI950lwBOidl+qaB09CxZD4azXrsFsFNLZkxJaMDmx34J4O3NeBd0VwPzm/4k1+yy0OeAdcWYNLwKtW832QoQWdWVAh4MDEpfGaQcIJZkgC/p74w8rwoiFBAN1/EcbVX5oOowH4mkgQYYJrGnlr0ciQUqzBqAs3E/h17708dukPRM/2kDdADoHUa1rChWNhwYaDC4cwrsg84V53fPRHMRYQjWb4cXBewutNLajXjlh/jTKQEUR9uH8H3n+xz0PPHfCtcz3+nkC/A2liyMqtbVYkBvlqkiJq508rqEn9EXr0+zrYY2y74zIA7vbLALQ1VymN+ZKDpNak+8At4HXgr8DLH2JYfoMX+Ci/pMOLwLUYDtZgtAaZDapl7Jurl5TW9VwgrhHg9uX4vpO9ywIgLgbIxgfR4W88WAfMEdCMqOJSTDMS59aEXcQeYiL5vgX/FnAFeH0Lyi0Sdng3V4F3cg/CywXsFLA7hEOBYQxZx7RSfJBVMfGmtO6nFRLMmzXxwMsQvMDtV8TdWcsC0vsYmv7Ma7sCGdYwy8b5wpt4laJSTPR24Pcwwe0GcA3YiSHdBtaJ6LPJVe5jC9hmE5M6rwK7Cns5HOU2GbhUay3DEeGsIIw5RQA6xlpJBNd3PPgmAQCSPIzmP6Rm3rUcGwCvVrShxlP8LMxp/o4l4KZtw3XM2jIBRiT8m3Pc5l4SYIOevXodnxH7wKCEtIQ0MzPmQjwZpUDZsUYq0HFp2lqNRrBzsw5+HAEA0vk0Wj5DNamoACvII2N+MaXoXcBgDb+8WgNyIvok7HGOTQpiHqJ3+sOcexb10w8k6idp1kVKgVf3j4OHyWsBiT5vIrY4bbplpr0+RzNT3aJrwfds9zkRQzr06XLApu9krj56GfRSs35JRpCkk8GfRACAyCPUV1aDE+6eRjJX83PL3hjzzjAlZsAah3TpL9TFuprVa68wK9mXRpPBw+n1AJELjLOAOaUbtDXbfQlkCANLwmKdbGIcrAf8RU8GD9NVhES+zhkR0LFDcxUgwS3pIjIihsQMF+phC1O4+R2ng4fpa4IiT7C4C1Q1v6TRdYmQWVdYjIBN4KdTgofZqsIi35lnSKEkGM033wAVCHlQNZ5fnp4BPMz+XmDqB48XZ/odfDXYTTELawXZCb+fSmYa4zwFuAVIsF97VASAL+UU9qXJQgTMPLaW3w6H2g/H6j6hyW21uD1pmYAOte9+gNAFoCBa3AVmkpYJcOvZ5vrUrLTEWkGbsiICnParcgRhLGhTVmgB7qOIYJ1dfVDZnizlM7nJ4j6ECoNg891GVdw76VkLpmMvy/hMTpUtDMgeZmZu3/xU4JviXUBQCn5AwQYl65T0KOhRsM42D7g+zkyW4QIiHGCmvWHEb34HPA6Hq7oYV3Bfmgr5UsDD8mKACDeoz/jCNi4LhJ/Uus9qzbzgHA/CEsDDcoOgCK9R1/4kC6i/3/QBsaTHR2BJ4GH5WUCEyxwnoIknLDl7K0h4mDE3n6m0kQZFeIG69id1bQgQlJjPwJLBTxrFMkSE5xkf/Bov91CELzLmxqVImxMhEX7B5CzgtP8oYy4uTVqeCSLCj2gWi73mL0CL4GE1/xwV4Rm3a7eK8LXwRGuyCgIARHjKH/C42fwfShgBVyL/AbB1nQtwARpMAAAAAElFTkSuQmCC) 31 31, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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71%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAH8klEQVR4nN2bTYgkSRXHf5FZH1nV3dU1O7Pb0zszu2AvOgoj7KKsCwsedEeQ9SAo7GlRBEFRT4IHPSqIePHgzYO3vahXFT14c66LetyLKMyKrr3T213dVRn5PES8yqisrM+czJJ5EGRVVlVE/P/x4n1FFuxWxLedSbTDseW+wCcc/J2RsCsC5PUA8i5J2AUB8oaAKdy8K33YAQlNEyBfXwLxRPahYRKaJEC+61e+bFBF3TQJTREgPxSI/YBlg9rg7i25CQ2R0AQB8nOBNrPgiwOHaFNijuR28XYtUjcB8pZAC6f6cdDCgSV4514bwDCUu+5WjVInAfJ7v/JtHAlKRNEDZME0LG1/rwXAgbwINZJQFwHyQHLQSkCoATNfDiixHrilhXhd6cmr7ms1SB0EyF9sDrxLToSqvvHvy0SNYUZMRgtLG6FFRz4HNZCwaB7bigDcKy6xl594rVASVEIPkBHxrvnHqjGKu2hredwELJuYhJoQflG3gMxS89hALpNGI8EOy2OBlG6T04EF86hN1C6oBugS20ADZM5E1iuNEtAld4saF0C+BdInnYAOuQaUwcyIsU8yAV1yLQgHztDAx0wDoKZkGwK29sU9ci0IYVoiLO2p768gG89tUwIqBSKJbx1yd6iSEfnor7In2GiOmxAg8uMNp1KQBKcFCfiIP0+ELBEZ7WkusLXI267bNWVdAkS+D1xuM6NcesAejgDVADV6lg6WLhlJtUFIQN6BNUlYhwCR7wAXwHmFeQHJxBHQhxmYlvZU/S29aoPoRpOHsAYJqwgQ+SoO/Mhfq0ztCvYEBjhtiHExgEt6uqT0yOhXG4QE52s6IKewgoRlJlfkS7hVV32t6KGSC+h3YNBxmtBF936MJcGyR8ag2iB0yYPtCGQEprcwgVoESeTzuFXXvmajl628QfI+pB04bMPA5N1NSEjZxzJAOKw0hiNAS69ewcWCiUtJKCNA5NM4ddegPST0dWYrGy1y597xTc19H9gDOQA7hPG/IWvDIIHriftYgDF7pAzJuAEcg/wSuA4cAvvkViOsL2laFc9OcIqxUHvKBCIzR0KRAJFP4lbeBE3HoWTckIiQBPV3fTDn0BqBGbv+DjtwfAz7xq3+hGukHAG3fTsChh68dhQm0yHoQqFdgmvx5HEs0JklISRA5B5wFRAYBa/1JzpmXHhdJELJ6Pt2CPEZJCM3qaM+3ByCZZ8rnkX4MPCCJ2BI7jA1bFK2g8lkJWBDAii5dy6wl5OgBIi84MGXmYpQE1TC+rZ+vkwr+sABRA+h/x4cZXD3ZUhbt5jwKeBl4JZjKowUxLiJZwGYEHiRAEo+o3D/VGDoSDCAyPPMF5rWKTyVJW5FYmDWi3QdETwP//kyfOi1t3hkPwPZELIWZEazo/mVLQOzzFSuMqPPGBwBz6z44qLOsy3uSQsueyB3SO03+MIb3+J3r+E0f0CeLqrWhxpWbKGYwrUoZfdvG5eDmn8hMix8qCsQii25NwUWXMXkv7cRuVHoAdeAO8ArnHKfj/wGHvwTHn0csueAGzgi+kzjmbmaum7HoqGGeYIWXU8MgFEbYMwpIqui0BBkFuzNmVWPmNX5lkezDzwFHAN3SXmJC25wNIbjv4G1cPFfsMeeowG5E1Ai2oWuI+Y9YJltKhLzMTOlIvQCxowQSchXEYKVXMaMljtDK6grnngk13Du7TnghCtucUnCAXB8Co/+DiIwugJ7hrOFqgmqDWFNrRgOhK656LpDLXkpB18kwJFwicjCjaQSFra0d52NzlKjoQOP5mlPwG0m3GTMkAltesDTGTx8DyZtx/d4DPbSRbHT7Em57AStxXx4UIyLQu14dRZ8GQGOBKRAQgel1PABMF5BULkIPyPjKVKGTOhjiWh7egaXcP4+pC24+HOFI4Ffy7wyRsD9efCwOBfwJOyX/aa0ozVEYEjKkJR9UrpYnBU+AAYZnJ3DOK+HbDdGmLxp+2I5eFieDhu32vhefFxbQSwHWPZJSUhpYzHE5BulP4ZexZSbi0JbAh5W1wOM4Yz8iLNatcaluz1f/YkRDBE5tX2BZLvdlcu5byPgzeXgYb2KkDG8y3wdZ3PJ6Pu8vzN9JkCjBE0ee1UJGOFKd99cDV7HX0eM4R2qa0DXl7/aXgPcDDV57AFJ1QPwEfC99cDDZlVhY3h7mylNJaNLRpuMCMFgyR2olhGqlkT50frgYfNzgUpH1hktMloIERYz1YCY3LU/hvPhjea4zcnQ1iS41W9hiWeeCwoTxYoasPHcGj0bdBoQ+2NwN1fVgLCY1KTsgIDI2wAX9oa1Hq2fNCmNEiDE/gDUzDwZpvmjakGT0jABTvUlICCspj3xGlDc/+ryNVPVxK5JqeUxucUfRmQYvwXyH+jqFw6flvX1f/2YnFzyRzJ6ZP6wMyVhQo+JV/iwlhkWbDR5+xrCGfAI+AAX2V7G8Fe7WZCzjtSxBUzCZ6dPfKnaO+DR1AAWl7foCcJri3rA67h1iNnjlWnUl02JmC/pFk7eZtJ4jQ8eUA94qNcImkPuISUaAMxtg3ALhJWuP9QIHur3AuY6Jx64Bj+zRhDmtUA14Vc1g4dm3KC5ybOB+5vFUyRCteAXDYCH5uIAc4dr0weiwm1QrGJHwE8bAg/NBkLmhL25KFCv2n7QIHho/n+D5qN0ACk1gt9uGDzs5p+j5sWSYb+yA/C7FvkTIr9Fdv4P8l3KzsH/D1mTPVC/2R7DAAAAAElFTkSuQmCC) 31 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAH/0lEQVR4nN2bPYwkRxXHf9U909MzO7t7+6Fb79mnO/ukQwiBZQQ6CwQByBZyAI5IkBCIAFlCODIBIiQjQaRICHIHpEhAACQ4wZJNZCEQEjjwsTbe3dvZ6Y9HUFVT1bU9szPT1z3Ak0o16p7pev9/vXrv1ase2KyIaRuTaINjy1cFXtLwN0bCpgiQb3iQv7hBEjZBgHxXQPkXgE9tiISuCZAfGPB1A2+ChC4JkB8JxFRn35eSmHsyhg5J6IoA+anowSIcAba3aEujTpckdEGAvG5mvoczf3/gYta7q3dlHzogoW0C5NceeN8CbPMRlt7iyOlzJE9ByyS0SYC8IRp4H01CbAa0lgBVf+ATkNEDYE8+Ai2S0BYB8nbuQPeCFkpp+sIQUBqKhB6CYluehZZIaIMA+csZxAXEUgVuLcASYyX0AQV909uY0WMon4UWSKibkCYiAPfG9Td/XhMJrBSeKn9X7103xrxIurI8bgIWKSYJzhKgan5y9aePDeQi6TQTDJeClRzIDS3lY5+TxdIpAX3TwjzA3xMXJF2q1C0B/hKIg3vOAXa7PdmIBVgrULgQWKL9QP7/vAQSnBVYS3A5QERJH/kfsIC1Y3ECpKa3fqDAhcCCPnJlcbSr26oENEpEEmCAXgLW1WkHqCNeRo+8uRNcScdVCBD5/oqqBJKUmoCUapDPiREiSnrNo4D8AVYgYVkCRL4DPFpHIyeDTBMwNK2H1rREkTOgoIeQNhuEFORNWJKEZQgQ+ToafEMCkikMRYNP0FZQoAkoiMhJyRk2G4RUN3kHliDhOgJEXkYDPzetgQwmkGawhbYEG/ByIjKGlAwpGDUbhCGOhH/ANSQsCroiLwKXQIbbxjWQwRmkCWz1YVv5BPTJScgYUzBnJ7W0pFT2nXICan/uBmoeASKfAS7Mz/xqhrm/jmrJv2GYwNYQxom2gow+JX0ytikYU7DXaAxtAbbwZno5AzWuJaGOAJHngAmubmXBRyCfw9W3bKnHZjYD9OK2Xm4EjIFtKPcgfw/KHmyNYC/Rc5WjmDIiY5ecQ+AQ5Me6Z888YGQebgfwUylPuUrFUVWbZKD6V0gICRD5qAFvZ9s+IwqabxlWn77pbcYzAs6Ac4gm0J/qRxYD2N+C7UQnQRN2ybiJcAu4DRwZ8Nu4NZ14A8RzFLJKWbHXzGcRUKpCgk+AyB2cp/etyH49Dn7lk+5PiE34bcwbAR+AOoVkAggcjOHmMRQMmXCLgnvAfeBJYB8980Nc6hTOds0shxIuIgEKgdiRYKGI3ETPvAXvk+BLFNwL9eh5vb80hsAO8C4kJ3Ag8MweTNInueQB8AA9+zdwgTKcbU85fw/tA110zcqlwECT0ANEDnCFuXUl3OSHhES4XPgtSN6CZyfw/ldeReQFkAP9BYlBVD3ARaAWucy6e2cCYyUKEGmae8wbTNBgZp+NKcsYirtM+TYvfPNb/O4l4Cn0kk+5OvGhldfV1P1roauruwawp/T8qIsaEmrNqsb8StyetiJ23Srz2XrFfeAu8DwPeZGnX4c//RNOPwncQTv/HfNV6/fsoyKv95dn3Xlb6BbCz0cKzBJgRkKkHKiVxC90+YVvCzw1qA7QTu4+lzzHh+xzeAqHb0MmcHkCcmy+totOGa0f9KNfj6tBILSUeT5SAbfVjBI/CihVitRUZz0JD7jC8GOTAxsCBgbFNnrmj4DbFDzDhFtcMGAMHPwLzv6mjWo6ATlF+8IdXDBIcQEhPG6KAxVUTW8h33fgQwI0CVgSbGyzMxoSY6/3vN7u9P1EYMeg2QeeQDgm44gJu1wSkwJ7l/DwIUwHepVlOcgEHZK3zWN8EvzSkq9CuEz8+YmAT1TB1xHgkRBuSrRLV5zU/GQ5EX5GziFTbjBlSIEiAXYExucwOYEygemvGhwJ/EaqJNi5e/4qeJi/F1CKUxFucDX5oPZBS4gU7JKzS84WGQmFUWAL2JrC+Tlk7zsd1hmDR1TdUAx8oR48LN4NKsUHIhwzv5i9mhQz8ENT/tK6DoGRQDqBacMtN2dUl8aX54OH6+sBSvEuzpM3SxgKRhQMyUnIiSmNngl6macZJBeNhtA1i0fonew14GG5ipBSvIMjYX3R4HXpS5fBXYKYAmmhq0aN5AJNwNeuBw/L1wSV4k2aW8CAgoScHgUKwVmADZqDrNEQmoBXlgMPq1WFleL366g0k4LEVH7jGQHgdtADdOW4kXxvefCw+rlAoyPrkoSCHiWRqQa7/GWWQTR/BWIlHdc5GVqbBA0+pkTNsu2QgP66D19Tt04P4pz5RxUCbM5pk+gupWMCYkoiSrP+rbWHiXSX0jEBkTF/RYEjINw/dikbIcDuOG2NwibZ816ja1M2QEBUMX/rtRa9R9imtPKa3PybEWLWvy0k+WVD6wuWeFajcOxLG6/JyTl/NFnf0Bx4DpiSMp35gKvo/O38ywgfYlJ6BZMEpgn89XS1JGcZaWMJqC0eIPSN19dNPAdY908p3wIqTaBXtAMe2vMBapePIQa4M31VsYAwCvi9vwH/c94OeDt2W6IOedrMvHN+dTjC0zcf/Bu0Bx7ajwLqmCe82Xd7AHBhMARvLeG3LYOHbsKgusONWfz3jxNmX6BKQgz8sgPw0F0eoO4znK37OgfoE/CLjsBDt4mQ+ji9ucHdVrB/0iF4O26Xoj5dkwdYC/hhx+ChewIA1OdrcoHXNgAeNkMAgPqS5xBf2RD4/wbZ+N/n/wOe4DU0/q22bAAAAABJRU5ErkJggg==) 31 31, auto;}
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}
div.testarea{
animation:rwdcur221738 1.6666666666667s linear infinite forwards;
}
