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RofwTndLU1kz9XOa2/a7ybDsAAFr7fmHoVjfwHOtT6R/u9bHAdT6KxdEUuxwEd0SC0wiuLJXNo6ks+bwn2+mv2uq38OqTLRg6DxHl46lo8rf8p+qutSwOaQdnAtPoRb+ajuH6Ew00MbgMzGNYfUC10Dj8rDUvg1+x3TQ6jtqniJoRogAIFApKpfZvrosbpWalfA0vckpCsuAl2jRRmM1VmlSS6bZZFcpIqfFldoRyAWM49Nmce5V84ur9Dqs4nOZ39bocSt2xuXhUh/w9hxlka0C9z/AEVpVcwRsyjYCw+iY/D7CssZlI1Plb6c0rxBNa6Tklch+KOqKXjk+4VVkOqlsWnuSoYlV4Y0iTPK2BT9MQ5jSOmvsoBTWCyDI4Hkf3TkTS6FpLW1RriodogmCy2cfcSnUNPmdo3sOblnLQr18PKGjxCrljrrgyRlsFnFuV9xax/Na9r6bqZrfgrVNktDLBJEXWDnFzHtbfd7Q0g+xSYR1Q6ctmO/gS7zVI7Rn7uWxU25Kzf4acJVVBPUtnYMpawMkYczH2c69joQdtCAtEp7+bkU1dCWuR603Gi6aEhA6+v1CcBcYcSjRJZv3snDxomUA1tbXnquOHoR3SYb3XQC44MptUm7gOn804umjXXJPdBPqhkO7DqdGgKl8R1lr69lbMXflasp4wxLKCOamzd0ivD1sUnieuzPPQKAgGoR4hPd1um/qnvC1CaiqjjGxdr6DUlFWsTr2kbNg9L4VJELWOUH3OqpPFs+W+q0fEHBrLcgPtZYzxtX3eWg+qlitpUUt6wsq9XLdNbopZNUnmXoKNI86UrYpdOKGpyutyKZZkAjSAbLE8oJHD3+JGfzN/bkgiALNQ/C/FRleIA3Zw/ixhzeY0voVrGB0mLxsZ4skT7ADI6x9i9vPvqo3B8YxeRjXCGmsWg6zxX1G5aNRorbhT63/wAwiN+THXy+43SHy/Y5Ol6JPDTMW3nDGuv8rCXC3ckDVOHBN3P6kgrtsg6o0wGHE2x6pZ0wG6TLx1SU4a4aotgdRVtYDolR9VFRmJrtDYg7dbJ6a1umq7ZHasdtQc5Nf7WEnJWgc12yO1HTzYHqmkbwNyE2kxBtrkqsYzxDHEbude6VN82NgvRMcR14AOqw7i7Fbudz1+/JWviHihr2EMdm6LLsRlL3231+pS0rlbHt1GkNImue4NaC5zjYAakkrZOAeGv7HH4kovM/f9I/KP5ph8P+D/BAnnb/ABCLxtP4Br5j3KtVfUkA2Sc2W+EPwYa5fYyx/ENDbSwWKYzUEyPJ3urvj+NWzA7rO66bO8lH40ebA8qSSpDdBBLxUUjvlY4+ytSbILEEFIOwWYbscPZITUTm7otWjNkd4VVeG+52IsUEzIRrDjb+GuDp4s7aqWSF7dg2Mua4dRI02d6KepKiSle1sFUyZrj52yBzSz76KMd8Qn0phY139uD7gBls7SCLB2Xc69OSkca4jbMwCXD6i+8hMMjcgOzhJl9fopuO0Pd3TLI7E27F7C48wbhJvxaNoOZ7dBe41+yzWr4ophZkGZrbbGTc8yRqSlqOkqqhgljivEPP4hsGWG7rk6ga7XW2waLrFxE0vtH5/a2ve6PEuJMnlcLE8wVV6nCp2MjlY+NzJNQ6na97QLblwG2iKDAzPdpqobne/wA3+HddydwKy8Utuev1XEPEhvmJ+qVm+HFQ0EtlgeO5e0/5So93BVaNoc2pHlezl2JBXNP6NVfZJf8ANZ5fW6RPEjjfzHT+uahncM1nKlmPoG/6pr/wapDi3wHh3RxaP3Ky2dSHuL8SuPlb9b6KrVVS51y83Ck67C5GStjndDCTYuc9/ljB185F7aa23VUxPEQyVzYXCVoNhJZzQ79TWu1t6reTeEd19V4Ys35nDTsOqs3wu4b8Z5qJBdjD5ARo5wtr7Kp4ThzqmUBxOp1PQLVziEdLA2OKwaBYdfU90nLNJUh+KDb2ZOYlijIgTdZ3xDxaSXNZt1UXjmLOkJJOnRVirnQ48W3YyeXVcHFfWFxNzrzUjg3CNROA6wjj0OZ2hI/S3f6qR4BwETPM0ouxh8oOznCxueoC0WZlgMo3+w/kvWw+OtbZ5GfyHtSIfDuHaWFoDYxmtrI7Vzjz12Ca1sMbL5bAhStQ4taSL32Giqde7X5iHk630HoqkkkTJtvkf0tYdQ/2/wBkzrqqNzXOcwWboNOabROsM0mzbnLoL663PIKCxrFfEd5dGjTp9P61S5yoZCNsjavUk2t0HZGkXvugpH2VIugpIXVETcOkdneT/DLXNDSBfyvPzey0DDZMcjb5GOkt+HxInEj0eQVW5cYhkoqejigdFWRPzE+UOjc0lxe1w12Nrd1cOHOIquwbM+F9ubmua/3N1Mh0ivT1OR5dWYOM5Pmf4Dwb8yHx3H0Ufi2K0giIghfA63KWS1juCxx2Wxw4jcXJHsSm9ZFFNo6KN56uY1x9rhFQFkZwLEP+H04c/MbE+XTKcxsNOgssw444flo6x8ji4sleZYpxzub5HHk5u1umoV0rcXiw6V+UgscBeIH/AKbr/M0Da99lK0dZUVjcgpmmneLuNS3Mxw65Dv2sPdG6aMVxdmaj4jV8cWQTAN5EtaXAdM1rq78CYljMjc8zGOgcMzDUeR5v+Ut8wb6hTLOAcOiLJDTMzMNxcuLS697mMkg26HoEnifHsUTyw3c7tbToL7ILrth1fSHWK8TiLyyhkR5+a4J5hpsL/S6ouO8cwwlwivK8/iGw+ouixTGIapzvGjkycnNOo6u6HkmQ4VpXR+OycujLg3zNNydyO9gs2OSKLXVUtS9zpCTc3IT6hwIOFzoLXzHl2UniVFBE93hSF7bW05m2tvTb2R1GIExtBsA0baaoNhuvsd4dG2BvkIOmp53TLEcTHqVEVmIHa9gBuoeoremvcpaxOTsa8qihzXVYUU99zdcudfdL0QBe2+1xdVwglwSZJuRqfCzRFDGz9N7fqOqssDb3+iqVLXNFraHpflyUgMYI0B7FemeY1bHeMAMGvqs9xSQufbUXO/QKwcSYsfK3823oq7X1Dcr3E2sMrdPxWH+66T4DgiPx2ZzbR5rnd5B58mn009yoe6N7y4knc6lcqKUrdlcVSCKNEEaAI1qSGkkijrGk/wBseA06kiR2x8p28oGo6JajrphycO2/7qtcK+E+vcHSFtOwyOibuAXGzRf3K1SmpYT8sjT6kKehrZBR4rOBbW3PQfumWKYvK5hBdJY8mHL/AJVeW0TLbs+yjMRdTRtJc5lxra4N+1guaBTILgaspI2l81MGzMccsj7uzA7Gx00/dWmTHpZLmKKoJOmfIGt9i47eyhqXjylbE/w6fM5rSW7DzW0uUeHfEW8Qc+IB9ho3UD2XbJLkLVyfBM1GA1Erc7pQySxaB+AZvzHdx9FBQ8K0uHEzVcgqZiNA4WjZp+CO9ye5TDFviMQbXI7d/QKhYrj0tRJmAJPU7oW0+kGouPbLdxLxTEXgwxjRthpYDn8uxVbxTHJ6gsMj81gcrG6NYL7ZQAB7JGbRozavOlhzvoAO6vGA8AsjHiV3Joe6Jri3ILXyvcNnHoNgt5aOSSdlMaMrRlGZx1cd7KHrnu52B6b2Vl4kxdpJbE0RxjRrGCwA6k7k9yqlMS42GpPuhSGNkbUEk66pG6t1NwPVSWLm+G0gOBfvY7HKNUzxng6op73AeBzYbgjk4dQnRkuieUH2VxL0Xzt9bpulad1nA/1smx7FPosIriHX7WunAxDX63ChHv53XEk/RV7CdB3NWl7tTte3pzCZ11WS0MHyglx23PT2t900e/VB7wQNLHmb7+yTKdoYopHCIlBKtpXH/wDUoMRQToULuoQXUZZo3BWFRNYTIzMX2ueluiusOAxOF2PP2P8AuqzgNS1rQWm7eY0zN9QrbRVEbtj7hToYxI4C0DWR3pYqKxGhlLS2CNh/W9tirQyY8rFcPrH/AJR9CVtGWYvVwPiJAd57kPFufZJPfI6wMj7dL2H2Uxx7hLhMZ2jR5u4AFova1wFGcNQQPfacyNaBclmXMdf1aBDTHJr2N/7K0cwp/BeDa2UtLIHNYdnSWY31u7X7KdwXiDBmuaMrm5HB5lkbc+U/KNdRz0Wi0/FVJKRlqIy63yk5XG/6TqjUPtgSy/SK1hvDMGFMfW1rhPKywgjAOUSHRoaD8ziSBmNrbqJ4sx8iDLnvJIS+W3U6n25DsAu/iDjgkqoYQQWRgzO6F3ysHe1yfYLOsexAvkdrpsgk/lqg4L47MZSyOe6wuSTYBaxwPwcKdjZ5mB0pHykA+H3HdVr4X4MJJDO8XDPk/vdfZa9E8gaW73XNBWIeM0GxbbNudOn7KqY3FHICxzXNOoYQQR3br3VzfC14uRodv66KB4loGOAcTlAsHW6bXH2QtOjk1ZgvEuHeDLyLXagjY9dOR7KJBsr58SqeFpb4RJdu7UEdL36qhqmPRPLsWa9JuK6Gy4KY3wAEggghNDawnYE+iAcRzIUzw5lHiuebAMtsdzso2pkDrWAFunP1XGBMqCAjTayC46jT8Lq5ow3Oy+lvEa1pJHRwOhU5FVMcL5crvzNJaf8ACdPuuqJsjLZ48w6hSkcsJ+ZhB7tBU9DLGTZZB8rnH1BP7JvLPPyP7hT0MMB2t9CP5ozFCFtGWUTGKSaQeYg+pcSqxReGyYCfM2MhzXFt7tJBse4vZa88xDZl/VVDinCPGuY4/N2Gn+6wJP0Vv/kmc28Rjmty5vEbaRr7638puOuoXdXwpL4YZHNnaCHBkjS23InXUADlZOqXiCdrGwklro25QeZANh9rfRIT1UzzmzOJHPVHsZqyv11VPD/Bke4hpu0kk2Gvyk8imDpSTqbk8+qlq4OqCAX+YaC4Fj2UPUUz4zZ4I78j6FaqZjtGyfC97TSAjfM4H1B5rQKfusN+HmOmB/hkXY7/ADE2B79Potooqxr2gggJbpOhqtqySfJYW+ij6uHOxzXW1uPtz+q4mqgdAbev+qNjsrTdw01v25rFO2a4NIxPjaic0ONtGuykqkrS/iSWvzOZtv7rNSjxVXAGa75OiVwjRJ7FAQQQWHDmnqMrHtuRmtp1TcrlKRxkrjjloQSkQs6yCJIxs9FQ7JCdBBICBS/Min3KNBd6O9nEe6dU/wCJBBYjjNsb/wC+9j+yfzf9tJ6IILUFL0Umn+cKTx7/AKL/AEH7hBBYjWQ+FfNB/wC63/MFtGF7BEgk5+0PwdMkJNk3qPl/roggklBnnGfyO9Cs5QQVPj/iS+T+QaIoIKkmCQRoLjgk+pEEFsTGIH5z6o0EESMP/9k=

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

Is the answer 3.7853?

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

Handsofclay

This makes more sense than Robbored

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