A maioria dos pacientes criticamente enfermos têm sua pressã...
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Q2470672
Enfermagem
A maioria dos pacientes criticamente enfermos têm sua pressão arterial monitorada através
de cateter intra-arterial. Contudo, artefatos de ressonância podem estar presentes na curva da pressão,
levando a erro de leitura. Assim, a utilização do teste de lavagem rápida (fast-flush) é altamente incentivado
para avaliação do amortecimento adequado da pressão intra-arterial.
Considerando que a figura abaixo representa a curva de pressão intra-arterial seguida do teste de lavagem rápida, assinale a alternativa CORRETA:
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questão](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOcAAACYCAYAAAAfgP40AAAgAElEQVR4Aey9B5zU1dX/HzU9vzxPokmeRI0aCyqiIvaOIlWpKqDYokFjQ+pSlt5BmoAFBRVEAVGxgAhIl97Lwi4LS9k+s9O/vcz7/z93dnHlQZ8Ydwng8Hrd1wxbZmfuvZ97zj3ncz7nJ67rkh7pOUjvgeNjD3ieRzKZRP79JL0ox8eipNchvQ6yB9LgTHsLaW/pON0DaXAepwuTtp5p65kGZxqcact5nO6BNDiP04VJW8605UyDMw3OtOU8TvdAGpzH6cKkLWfacqbBmQZn2nIep3sgDc7jdGHSljNtOdPgTIMzbTmP0z2QBudxujDVZTkd1+Xbh4fjHm18+++k3qeH6x5tpK3fD1nHNDh/ROAUUNqei3W04XpYrv8tw8Vy//ewFdA9XMf/lpEGZxqcPyKA/ZDFVhbTc3GONpTF9HFcH1uG41UaLrbrHH04Lo7jfctwcJyvxw957z/G301bzh8RsL/dna1wW8tdWsfDsp1Kw8ayraMO27axbedbhnzv6/FjBNgP+cxpcJ7k4KxsuY58XnnjHPm9yqCybQvbNr9lfA2+b/7O//565b9R+W+nnx/d/U+D88cETtvBKR+u7eA6bqXh4Lp2ajg2jmNVGiaOY3zLqPxzRz6X1/nara38XAApm09GGpxpcP4oN0FlQAgwFSjLHz3H5eth4zrWtwwD1zn6cBwB7pGgrPj/d4MzDcqjg7JiXtKW82SxnN+wgqlFd1wHNcqtlwDTF2BaKQvq2S6e7eFbLp5l41gmjpkarmXh2qnh2Qaeo/+v4To6jq1j28bXLq9jYTu2GoYjd1EX13JxLBfLcTHla+pvidvrYMn/1fuU9yzWW8Z3b9ofy/fT4DwBN0JFYEdt0iNBKUC0xWIJQJxUZFZSHo5YzRQYTcshblkkHBfNctANWz0mbI+47aLZHjHTJm65xC0HzbFJOEZquAaaax4eCdskYVskbEf9bsz2iTtJInaSUscl5vjYZhLD8gl5PmHXwTRl2BiWgwDY9CTFk3KrPUcseBqcsrZpcJ6A4Ky8eVXuUja8a6thuWLtzPKR2uiO7eNYHrblotsOYdei2DfZ7yfY68fI9aPk+hq5vk2ub7HXt9lla+zxLXI8k1xfhq7GnvLHw//3dPa4OjmeQY5rstuz2OXZ7PIcdvgOu32HfZ7DHs8hK+mwN+lS4nqEbIuQaRBzTHTXRnKmYjU9OUROxDWphvecBmc1TGq1b64KaymkAtdVmzvu20R9G90z8R0d3zbwLQvPcrEtH9PyidkCDIOseCkLC3cyu3AD00rW8mbpKt4sWsOUQ+uYvH8Nr+9bxZjtC3g5exkTdi9hYvZSxu9azNjtCxi15XNGbp53eIzYNJcRmz9j+Oa5DNs8l0EbPmXAhk8ZuPEzBm3+nGFbFzJm91LG71vFG4WbmVG4ky8DeexMBCjyNMpcHc2zFWvJczxkVPv8nSBrngbnCbJQ39iw5YEcsZrC9kl4NjHfJpK00TwTz9LxLQPXNLFsm6hlEfI99rsJVpTuocs7Y2g46EnqZLbmot7NOad3Ey7q14zLB7SiVv+WXJJ5D3/r1oDzuzXkvK711eP53RpxXpcGnNO5Pud2votzOzfgvK4NuaB7Yy7s0YQLezTm/B6NODejAedk1Ofsbnfx164NOLdHE/7Y9Q7O7Xs3F/dtSe1+bWk4tgMZH77C4oKdFHkJNHFpFTCTuE6ynAqYdm3T4DxBwVnh2orlNFxbAVRAqju2Cu64lo1hW0Q8i8KkyU43xJeRXDI+e5mberShdsd7uKZHC67u04LLe99D7cxGXN3zLq7LbMAtA+6h7pAW1Bt2L/VH3k/DUW1T48W2NBjZhkajHqDx6AfVaDiiLQ2Gtab+sPu5a/h91H+xNQ1Gt6H+6NbUG3k/dUffR51Bd3HTsMbcPqw5Vw9oxoV9mnHdgEd5ZfPn7HPDyrUVCqBnJ3Ec0uAs35NpcJ6I4DziPUvyXyykKY8qMprEsn1ijk2Br7HFDzCzeBPtZg6kVq+mXNOzOS+8P4hpuz7hg30LmJ07nzm585i3dy4LD3zB4vxFLC9ZxorS5awMrEiN0hWsKFmeGvL10hV8VbqSNSWrWVu8mjUlq1hT8hVrAitZW/YVa8pW8FXZcr4MLOKz/I+Yt28W8/d/zCtZM7np1X9yTvfmZC6ZSrZTRsw1cC0P10xiW2nLWeElpcF5xEavmJgT6VHA6Vg2Yi1dU9IWPqbjEvAMdvplfFC2hXumdOPsbvW5tO/ddJ03giXBdeR5hyj2Swh4pYTdANHyEXFLiTilRB35WpCoFyDiBgi78nOlyPfl6zEvSNwuI26FiFvyvJSEJ6OYmFdAxCsg6B2izDtA2N5HqbuftdYeHvliNGf3bM4TM4eTZRSRcA11qNimBK7EtU3fO2X/pcF5IoKz/M4pCyjVIqaQ0lWqxEkFgUydhJ0gzwsyJ7iRNjP6cHbHO7h+xAP0WPwSq0ObKXWKiDkhElYMw9SxdQtHdyoNWz13DRfblOEcHpKzVEO+rnvYujza2IaJbWnYVhzbimJZMXQjjq4bmIZJmRllm1NApxWvcmG/ljw8JZPd8f3E3QRxx8KwfTwzqXKvJ9LhWF3vNQ3OExScvlSDHA2ctonnJIjZIbZGcsj4bByXdmvCrUMfZOSyyeyKZhO3AjhGBMtKoNkWmu2g254ChwBEnutWamiWi2F6WJWH5WEdHr6KBtsqVSNuta5e17LjmJaBbtmY8ruGS8RKsMvJp8+q17ikX1MeeKMLO2J7iPlxEp6B6Xrq3pmO2KaCYWlwnmTgVGweN0bMDbC6eAOtxjzJBU/fRp9F49mp78U0I/jxKMmEhm1YJIRoYHskHI+E635jxB1H3VsVeIWsIMMW4oD79bD9clC7GLaNbhvotqZGQogOAnYrqcApX9/rHmDk2knUHnAPbV7vwProTsr8CJqrYdqm4v5WBLuqyyKdKK+bBudJCE7XjRLxSlgf3kzbic9yVbcmjN8wg/1ekJidwNF1XN3CsIQhJFYtiaW7iilkmDbCILJsF9N21HO5v1YGpFi4iiFf1+0UuUG3LXRHhoEu5ALHQ3PAkCis5WNYcQqdfF5ZN4UbBjbl3tee4av4TgrdMjRbw7INTNtQpWkVnOATBUjV8T7T4DzJwCnkA9sOE/ZK2KJn8cT0ntTp2YIxa2axxwurIFHMsVBW0U1R9Tzdx9McHMPEMSxcM5WOEb6t4txKvaZwYI8yLMfmaEP4tcKlNVwJToFjJzEtjWKnkMnrpnH7oFa0fPUZFid2ke/F0SxLcW4NRwAq5Wkp0nx1bPoT5TXT4DzpwCmUvQQhr5T1+k7aTc3g0ozmDFs1m1wvRlg4srap3NWIZxOXMjHdxdNsbNPCEcK7gNJJUekUne6IapbKlS2u4sLK3xQiQcWQUjS5P6b4vZYjUVgf0zQIuEFm7fiEeoNb02hce+ZGsjiQNNW91jU9xPqaqn40Dc40OE8ycHq2hWPHiXhB1us7aPt2Ny7KaMaQNbPZ60bRTANbNzFNsZ6pYZs2jpnKlYoVrKgSOUywF6Da3zIcG//wcJFAlS+VLmoIaKVKxcW1PQX+gBPkw11zaTDkARqMbs+c0HbyfEu5144p91ZhNUlxdxqcaXCeZOB0HRPLkehnkK16Fg+9050LujVhwFfvsceVfKSBqxn4CQPLMNFsU1kqVbVSxXMhUVcpWbM963CpWtgtY37eFzQZ+bAC54elm8lNakQFxJYAU8NW9aFfF2mfKG5oVb/PNDireENW9QId9fXEOn1LKqUyOLfpWbSb2o3zuzWh77Kp5LghoqaOkzDw4gaWXr3gFEpeCpymAqfUj0a8EMtLltNy/BPcPvRh3tm3kv2+5GWFQJHKk6aKt9PgTIPzZASnG1OWU8D5wFtdOK9zI/ose5tst4yYspzmMbGccu+sDE4JNAk4VwRW0OqVJ7m+X2um5Swn39MxDRffkEJsUVZIubQ/9ohtGpwnIThtN07cDSDgbPtmZwXOXounKMsZF1UDzSSpWdimpDsszHIwHNVK/5D5EXB64tamLKcoMET9MCuCK2n62j+4bnBbpu9dSbFr4ug+vu4r5QS5bx45qsPtrvLP+0Pm6ii/mwbnUSbleF80SdJ/l1tre1+Ds82UTsqt7bX4zaOAM5WXlCBQtWz+ypZTgkIKnBGWB1fSYNLj1B7Smmm5KyhyLKyEj6MlVWBICPxpcKa5tSdmYe/3AGfrNzpyUfem9Cm/c37Tcv4nwBlW4Kz7+t+5ZMi9vJW7TIHTSCQxNIgqxpFoD30ToNVyeBznB3Pach7nC3Q0Ky6KeWI55XtHEt8lIFTZrb3/jRe4uGdz+i6fmrpz2hKtFbfWVKkNQ6xWtVtOidZ6eKZL3A+xPLCMm19/lPOGtuKNPYsJCOUv4RExfcoc4fYKRzeVTqkAqVIOVHnUH08RdhqcJyA4/0+31k2lUrYbuxC39tLMlvRdPo1dbpCIbeBoEhBKsYGkIFvYPErPtpLG7NEOhe/7NTlEHNEHEqUDO6nK2TS/jFWBJdz2dnv+PKwlr+yeR8SMEtF1DtgmxcLvNS0MM0XjUznX8oobybX+mHi3aXCelOBMRWsFnBIQqgDnbrfsPwxOj4QXZmN0LU0/6MyfBjdh1JYZBO1Sio0ydjkhcp04EcvAkJxnucTmN/R2T8T1+jffcxqc/+bEfV8rUqU//3/dOctTKcpyvtlZubWSSjn24KxIpdi4to/Q8xJulO36Vlp80Imzhjamz6pXOOTkMXf7QkavmMnsPWsoNKMkyt1tpXFbTh/8sd070+A8GcEpRHK/TKVSWk/uRI2ezei/4h1154xKWwUtRUIQkvtht7aSS1tVIPAOkxAsparnWaJpG2d7Iotm73XkL4Mb0HnpSLYZW+n2Tj+u79uWHgveIFsrIeJK6Zmke4SIL5zfaoooH8frnwbncbw432ptv8NySnsES905A2zVd6o75wUZd5O55K2U5SwHpx83VAVKBTgVab1K50JkLpOqIFzynErQ2vSVJMm22G6av9OJMwc14LkvB7NGX0v7aV25qE8znpw/ni3xAoKOji76uwJOIwVOpfZQpe/x+A4upcF5Ii72/wFOidYKt3abkcXDilt7NxkLXmeXEyRs6zi6QTLxdbRWAkLVAk6p41QNe6Wdg4NreEopPkvL49GPBnJm/4Y89mkvlmpf0fat5zk9ox73zhnG2thBSlyNhJU6QCqDU17vWw+tk+x7aXCeiAv6HeCUKhDHTZDwy8iyc3ju4yFcmtmCpz8Zyxa7hJBKpViKIWSKUoFnYUnZmICnqudCdbyWiK24taJBJLq6OnlmPt2/GMclA++hzfsd+Sj+JfXffpJf9ahLk/f7sSK6l2IhUugatiZR5ZSA2Y+N1pcGZ1VvyGPxet8BTimOdh2NuBdit7uPjC9Gc3nfVjw4cxBrnWJCjoWvWSR16ZViEk6a6J50F5P2f1VtlaQmNNXJTMBvSS2pF6XAOMSLC1/h2kHNaDnjWaYmFnDd1L/z88y63DmlMwvKtlPgRYhpcWzNwhJxMdvCUzImPx7ebRqcVb4hq3qDH+X1/i9w2ilwZrt59F4ygVp9WvLQ7KGscYoIu2YlcFqEkxa6V02W05Wi7crg1A+Dc9j88VzerxHN3n+Wafoibp72BL/ucTsNpnThk9JN5HkhQkYcw7CVdpGpysh+XKT4NDhPcnD2Xf4yNTOb89icEaxT4NTw5c6pLKdF2HfQPelCdpRD4AfPzbeA0zzEsIUTqNHvLuq//xRv6vO5Y+oT/LrzTdz+8jPMKFzDLj9IqR0nbqckVTRX3O80OKvBvamOhf8Rv+Z3WE5fFASOsJyX9GrKIx8MS4HTS+DrOr5mqo0f8qTFn1f94FS9OHU0P0axXcCYFZM4f3B96kxvx4TYR9w25RF+0eEaag1/gDf2L2GbV0qhFSNsGkRsk7hjYjqij/TjUUlIW84fbB3+A4fE9wBn5pIJXNC1kXJr1zoFhL04vq7ha0Y5OEUhz8eR4E2Vz8URltPWSfhRJfI1Ye2bnD+yEX99/R4Glk7l2lfu57SOV3POoBaMyvqUDVY+hXacMkMjYslBklLmS4OzyhfpP7CBT+LP8F3E95TlTKiAkNw5ey56iQu6NS4PCOUT9mL4egJf04nbNiFPwJlEenhWJzglWisBobgXocQt4uUNUzlvVCNOf6U+GQWTuGTM3ZzSuQ5/GHg3fde/x+p4Hof0MCFDJ2qZaJZwbdOWsxoWScApofpUqzfVC6O81k/C7EKOrhCTqngUgrNswh8H0dlDJD1SQ/qEVPQKqfy80hyqQIvMmYPlSeNc2fguji3iWtIzReo5g2S7++i+YCwX92xKm/cGsM7OJ+JF8fS4spy6KBO4HpqdxK4GyynvT62f9D5RLecFnGI5ixi3cSp/HdmQ019ryPOFr3LBmMb8rPO1nN6vCR2Xvs6GxAGK9AhBUyNiGugyHAOrXF+o6g+S48+AHDO3Vi2U6lzs49vgyUmt2qKbOJ4ANNVeQCWZy0F5ONJ30lrB8gNLPp/awLKJK4ApX5OOW5UtmqQ7LFzXVI+2Z2N6DoYn4PRwpCxLac3GiDul5Lh76f7FGC7p2Zw27w5kvZVP1I3hCDhV/xIbaTWvVxs4ZcPL5xEtIRGiNlXrhUK3mJGbpnHWsAac8WoTngm8wYUvNeXnz9Xhtxn1eHbRK2yNH6RUi1BsaoQ0DU3TiLo6phzm1ZGTPQ732DEEp5z0tmpSk7QgaSXLaxIlQW3jq1PfRUSgDoOyWiKIx9MJKeAUoB1tSHrj3wOna8WIOaVkl4Pz0h7NaTt9gAKn3DktIwVOy7BTygNW9dw51UGrDpcUOI1ycBa4xYzYOI0zhzTgjJcb80xgMhe81JRTn76Cn3e8mUc+HcmGWB6FiRCFRoJQPIEWjxN1EhhSr1oum3myg/SYgVPkEVNaMi6YSTWkAFdYH3IfSdoOScslaaeGADS1uMcTmKr6vdi4noHr6bheonxoqa+JhfwGOAXIlS2nyWHLqdzalOUUQWjHjhF1U+Ds8cUYavZozoPTB7DOKiDoJzDMBJ5hqs5f0v/EEnDalSx2FVmRbwOnWM4RG6Zx5sAGnDG+Ec8Wvc55Lzbk1Kcv52ddbqbZe31YHtjFgUgpBXqMcDyBEU+ozmmia3u4APskt6DHDJyWZ2J5Or5tkTQ8pAWA9OqQBq+aiEwZKR5l0rBJWikBYyE6n8wAFVffcQ0cN47jRXC8MI4bxXF1dWhVBqdYiZRkpOT6JDBiYEo/EtfGqAxOkfdw46qHZo63j14LxnFF5r08MLU/a+wCinyNuKXhKBlKabjrqHZ+Qkyv6nvckeAUlzTuxylwihm/dTZ/7deIP45uwLMHXuHCkQ059ama/LTLjTR6pwfLgrvZHy0lX4sRTWg4MTlUNEyp8yxXSUjNyckroXkMwWlguwl821TgtA2fiONR6FsUe4ZqPS4FtnJnqgxOaate1ZvmeHk9SfwrvqibSAHTC6XAKZUjKvco7qZ4F7IBhbYm9y0Bp14JnNY3wCmFyVKVEvEC5Hh5ZC4cx5WZ9/LgW/1YbReSn9SJSJs+01LdsMUKeaaFZ4llrtq5Pho4E36CYreUKbvncfGg5vxx8J28sGcitUY14bR/1ODUF66h7pudWVCyg73REg4lIkSjcZywuOMaVhqcVbtIEqW1xRqUg9M3XdX/sdh3yfZ0cpwYxZ5ORDalbeP/WCxneRBHwKYsplhPsaKiACBBGul5abvYqpFQBTgFoJUtZwqcZsVrCTi9OGEvwB4vjz6LXqJ2rxQ4v7IKVV8SIb8L6V1a1Uve0DdNfOHkHgNwakmNUj/IjL1fctWQ+/hD5s102DaGWoPv4ldPXcrPOl7D1ROe5JP8TezXyii2NLSEjheK45SD005bzqoDqJyghiccTgNXdFMtk7CtscUIMDFrKWM2fMzC4i3kOWHivocl9x9LGuGUN8ZRZUcutpca6kQ+CYJFKauYTNU6qmp/6czloLkecdcn5vpEXYeoaxB3jZT7ryypp1QFPNNTLqm06BNwSjGzHGyOE1et4sVy9l40nit6tqLt5N6sUuC0CLiWEtESAWfXMvBl2BIFrro1l9f6huV0PJUGMT2NsFfGRweWcu3w1pze6wY6ZY2j1rD6/OqpSzj1udrUGv0oMw6tJc8KEXJMNN3AiabIE54uNZ6OShtJDxYVFBLrrwj/Vfv+q3o+vu/rHRO3VhZJ81wSQrC2NFw7RokTYNrepdQa+hjn9Libx2b2Y2U8j0LpfCVNbwwXzzRRjXnK83mSMjAFoLKJTgZwyqHjSpv1JEkziW+AZSeJux5lvkOBq5PrhNgcP0CuE1DehRAGLAM8A9AhafrlrfYcdaAlTQdfOKleULm1fRdP4PIeLXhgSh/WWEUcSNqUeql7vmMaJI0UOD2n6sGZ2oySCpIh7rkoAyZIOGXM2fsldQa14IzeN/Jc1mhqDKnLr56tyanP1+bCQfczZe8ydmslBLUY8YSGEZfcrI6vizKCVKmkDiRT5lC5/FVv+b8vmKr6548JOOVNqyS53CfNBK4dosAvYMDqKfyuZz1+2fN2zhvQnHE75rFPTlbTxtBNbF1XLelk8k0JfJxk4BRlOZW3s211D8fwcS1XNZ4N+Qm2xPYwfOmb3D+lG31WvMmS4G4K4glMLYlnJcHwSMrd0TXRfJG4lECauL1xon6QHD+Pfste5vLuzXloSj/WW8UcTJoEXFNJgLiG3P8FnFKOVV2b+whwOgk0p4zPshdybb9m/Ln3LTyfNZpLht3JT5+qkQJn3/t4M3spObFiSsNhYrEEZkLD1fRUM98Kd9/xlMdgeB66J3pFacv5b7k/nuWR1B3Q5U4VYI+9m+cXDuGXmTdwau8b+VX322k5vS8rY/spFRfOMDGk2Lb8fmE4topMnkyW03blvhhTRHUBCYYEZnRMJ0aZX8pnBV9yy4v385tOV3P+kGb0WzmN7Lh0gU5Zy6Qld0UNy9NI+AaGKzKXKZmSiB9ktwLnK1zWrRkPT+nHRquIgqRBmSvqdin5j6Rhpe6b1ZaWqAxOeX8pcH6Rs5hbB97Lmb1vUZbzkuF3ceqTNTi1w1X8rUdzXtk0n20lBygsDRKNxLE0QzVgMsVqSkyiUmNfadCru6K6UPXpoKq2ht/n9Y6Z5fQtD3SHpBbB8krYYW6j1fSn+U3/G/jbWw/x55H3cungB3h523z2+3FClpZKNpcrf4vWjaRcxHoqLZmTQMPUFpBIhNaOKo8iKRIitrB7ytjv7KP3kmGc0/Na/jjoZn7d9VquHdKOD3LWUOAZRD0JnklKJIbpJtB8XbGFhA5pO3HCfoAsby+9l03k0oymtHuzHxusIop8Xc2tKVcGQ9Jacl+rTj3Yo4NzYe5Sbh98P3/pdxtP7xrNxS824JQnL+LUjldzVrd7eHHVR2wu2k9+SZBQWQwzbqhKGsnPuqbELqRNfSLFt5X7rEiiVGZXnQRW9JiBU5g/vkysESbhFbFJ30zj1x7jz0Pq8cTm8TT7sA8X9WnFPz4cyXq7gEI3nmqwY6Vk+Sssp+T0ThZwSo7TckO4dgTPiqmO1JoXIeCVss3aRYu3/s4FfW6gyez21B7dnLOeu5VOn73MKqOAQpHxsOPYVhzL0RD2jVSWpCLdqYBQlpdLr6UTuDDjbtpM6886u4BSX6o8Eqo3p9zfknK3t1Lc1+9zqv/rP/st4Mxbzq0j2nJGv1t4dMcwLhrdgFOeqsFpna7hDxl302/lbLaEisgPRQiFEhgxExEl8/QEhh0l4JRQ4JUQ9KOqCbBtS9opFSCqyH/+6+/x+HSHjxk4BVCmSiKHiXhFLC5Yyp2jHuDikc0Ztf8jRm6bxTVDHuTWsU/xXuFa9rphYoaupBGl07F0wjK8VML95AGnie2EFThdsQJOgogfId8v5YvgauqMvJs6Q+5i1K5J9F01mpoZDbhhxONMzF1CthuizIlhmHGV85Q7/eF7qCK+i+XMpfvS8ZyT0Zh73xUSQj4BP05cgVM2uo0vhBCrnHRfLdbmf4NTAkJfHFrJzWMe5Jc9r6bRiq78bXR9fvZcTU55/ip+06UhnRZPZV2kkP1lYUqDMRJlCby4sJoiFJj5fJT7BVNzPmNpeAf5otNru1iScir3tFQUt1o+z7ED8jEDp+V6qqW4YUco8wv5MGcutw5rw60vP8Gs4lV8GdpB28kZnJPRiOe/msQmL0CZaWDqNqZlIzIVprI0sqFF3v8IkvgJuBCOK9HLsIpgOoqWZhB1wxz085m0/V0uHdyIOyc+wqeli5lftpS/v9mJc56rR/P3B7NEyyXgRDDjMSwRzpKIqER9DYekEcOwA2Q7uWQsHc+ZGY1pOWMAq518yrw4tgTldB3LctAdH1NaJVRDyZgEaBx5X6riRqK1FpaXIOYGWVy0krvGt+OXGVdw07wnOfPFupz6TA1+8uxl/KrT7bSfN54V0QPsDQUJBqNoIQ0rJjWoETYVbeXRCR24dmBrnl0wgSWxPIqkaNz2VYBIDnIpzJYSM/mbrlyBTsD9cQzB6aukt2lHKPULmLrzA2r3bUrdiU/yeXAnO8wS+n7+Cn/tWo9rX2vPnPgO8s24aqpqG+LaGtjCjJEEvDBmVFXLiR0AUOD0opiekAocdZfS3RB73Wy6ftybC/o34r73erJWy2Kbl83kLe9wQ2ZLaoxsx6T8xRywStDjMUzbJe4JacFXd8ikEcW2AuQ6e+m2+CX+J6MhLWcOYI1TWF5sLfWckjd1CPs+mgRTqqFkTFJeh8GpeNQWppcg7AdZFVpN01ce5rfdruCq99tx+uDr+clT53HKszX5xbPX0WZmf74syyI3VEyoLEIiFEeLJyiySliRv57Ggx/ht/+8kbMG3Ef31bPZZEaJ20kMx1fkeM0W91fiFuLup8H5naeTLL5I6ws4S/4ugD8AACAASURBVPwCJu+YRc3ejak36RkWRbPZ45QxK2cRdfq2oNaI1rxxYCl77bASeBL3SwIBEslUuTKRWZRk/Al4GlY+wVOUPImuCgtILJ9J3Ctlt7WFx97+J+f1bUL7eWPYYu0jx9/Dmsgq2k18mnP63UPH1a+z0ThAiRYmYttEXQ/LdPF1SY98Dc6ui8fxhy53Kcu59ngBpxdkZelK7pnQjtN71uGqWQ/y//pexSkdL+HUFy7nZ89cxd2TO7KobBv7ooWEQgG0cBhNi3DILWTm7rnU6t6IU5+5mtO63E6dlzowKz+LMtvBFE9ALKetq2FJbjUNzu/2xSvAaTgRCvx8xqx/k4szG9Hs3QyWa3nkezE2Rnfz8BuduKB7Q56dN45NegFxM6V3I4JUktOTELpsaktRAr/7b1YGwnH5XAIYcldykoquZ9k6cb+ETfEVtHr5QS7o15KBGz8g1y2l0D9Inr2dwZ8M5n+63MbNk59jdsl6cqwghVaCMstC0gwSdBO31raDynJmLBnPGZ3votn0vqx2CggpmZL/lOWU+tMEYS/ImuBqmk94iN92qUXt99ryq561OLXjpZzS8XJOe7oWd054gi8CG9gXO0hZWRGJSAAtUUa+c5C3t8/m3C638otO13Japxv5Y7emZCx6h31amHh5jasUZZu26A5JjvzELKA4Zm6tgFO4nAknwn7/IP0Wv8TFvRrR9sN+rDYPUezGOWDlM3bZ61zesxGNX32OT4o3U2JFMDVdBS8wXHzFDpEJt5Ak/nEJun/VoquicslZJjHlvmQbhPwCVpQtoMnYVlw2qC2TcpdT5EQIu8UUW7uYlzOH2sNacvbAZvTfNJP1diEHvDhlloFpCondIGmmwLnPzaP7sgn8qWt9mr7Th1X2IUJuDE9L4Cd0EuVurcoRVrNb6ynaoY3pC30vwIbwOtq+8Q9+2/kyakxuxs+711SW86cZV/HzDrW5dczDzDm4jNxwHsFgAVokgJEIUmIeYvq2Dzi38438T+9buXhES87t2oj7X+3B0kM7KPY1QkLKsFMVN4bjIJH+E9HLOmbgtCRR7NiEvQi53gG6zx/JJd0b8NTnI9jsFFPmagTMQhYdWMxdI9py/bAHmJA1l71OMBX6N2183cMzhAwu4JQql+pitRwji6ykWIRzWg5OxyDoFzL34IfcMaQRdQa15cPCrYTNBLodIOrkkW1u4/G5/Tmr3900eyeTz8I72eOECTkpKQ/hLgs4HTtIBTjlznnPtN58dRic8RQ47dSdU4FT3Qmrtvyq8p2zApxWOTi3xDbyxPTnOSOjNn8Zewen9biMn/a4gj8Mr8dvulzHTaMeYs7BFewO7KW0tIBEOIAeLyOgF/Dejo85q8N1XD66Kc8sHUzd4W24KfNexn31PtudEg45CUKWheF4GIp3nAbnt1oxObUMzyfm2QT9CLucPF6YM5Ca3RvSfdnL7PACRBydmFHMrtg2nnm/FzX7NOWFhRPZZB2iRHp/SLdjzU2BU1y4yuAs59kePh1PFN6t0O3U/VmspmwknVK/kHe2vc0NvW6n0fgnWRLZQ8LQsI0QCesge+1dvLhnJucPas6Vwx5i4q757LIDBM0EmiERWK2S5dxHj+UTObNnEwXOVU5+ueWsAKetAkIV4KxIQ8hjVXgkKXBKVN1XXcbUdUTyrF6AbfHNtJ/+ggLn74ffxGm9avHLPldz8Rut+e/ut1BncGtm71vGzuJcAoFitHAIIx6h1CjlrR2f8JeuN1PzxcaMznuL5z7uQZ1ud9HurUzmBneS48UpVaQVmVfh4KbB+a0LKqCJ+z5BzyHgR9hs7ubxGRlc1rMhQ9e8RY4bQDMSuIkyAlY+E7fM4MJejblj4pPMCa7hgB8modl4cT9lPcV9E3KCSjp7qqW5bCYRuxK1ABG5UuJg/6p7+Z/6OVGBsAxVYWJbSRKuzUG3gHErJ1Cn+808NLUra/U9ROwophkmYRdxwMpmfmIdd7/XjT93rUv7DwazJbafcDyOoUudp4ZnRjHtIHvcfXRbNpGz+7bgnncH8JWdT8iL4hsijamrA69Cfc+WYoPyPGFVRTdTxeTCPkqlU+R1bc9Ac0NkJ7bT/u0OnN7pSn435AZO61mLX/Wpw1XTH+GMHnW5rN+9vJE1n22lewmVBTAiEbREhEKjgDe2z1Gf/ZIhd/N2ySe8lT2NO/o35vxeTRi4/SPWewEOWZoqSzQtB0ME5IRzrFhlqcNCqH6p91c1B1FVHGZHvsYxcWsFnDEvSanrUOKFWB3bRMs3nuLKfk0Zu2kGuW6AhIhORcNEjFI+K1lN3Qn/4JrhrXkl+yP2uEGiMRszJHWgDjHPRHPlLiERTo+kynmKdZa6UUuVP4ku0ZEf9rj7v7xHCXgZLraZJOLY7DYP0vOTAVzZ/Rae+qA/m6x9hPw4hhVDs4IUm3nscHMYuGUaNfo1ovErTzJv/1pKEnEShoUlYNdjWFaQHHsfz88fxVm9m3Hv+0NRllOkMQWcuuQMK0tjVhR1p1zbHz5XclBKpYusQ0rkS+p6hRUlQUEB5xNvP8/pXa7i9OE3c2qPy/h1nzrcOOsJ/tyzHn/rdjcTts1le9l+wsEgRihMPFpGvnGQiZtm8Zeu9akzqh0zA1+yIr6Kf059nj91upmG0mtFy+GAEyUheXKxoJ6JI5F+8Qgkp+ugUjyOZyPyOSnxuWN0lfkehuCYgTPu+YRcmxIvyPLwOhpOfJQrBzTjtaxPyPVCxEwdLx4jZgRZZ+TQ/sOBXN2/Bb3mvEhW2QE03cWMe0pcOCT3Ft8kIXk00R0yXZVoFskOXRbCMaupMU/VLqBKpVgGnumqwmppGLs5vodHpjzPlZl30W/VW2zzigh4cSXRYZkxwkYxB+0DzC1dwX1vP8MV/e9h1LrZ7LbjBHxfAc5OJDDNEDnmXtrP7s85PRrz6Ccvsk5FawWcUnp1hKh0ld85jwZOyXsKQT/CTn0nj05/gf/qWYf/HnULp/W5nN8NvIF7vujKZUNackn3poxZ9wFbg3mUBYJYoRhGNEK+kc/EzR/y584NuHLog8wsWcZGN4tXNrzJVT0bc0WPpry5ez57VEe1CAknQVyUJtLgPPrmVXdOVTwstYQBFpWt4ubRbagz5D7ePbiUPD9GVNwOSYybcfY4BYxaP41bhtxHu5eeZ+neTZQaJjFpIWBEiFkh4rbUBdrY5eAUN1d3paWdqe6jqRP76O/nh1uFqnldcfPE3VIuum0pC7mibCuNxj7Gpb0a8dLOz9iZLCPg6ZiqiayJrkUJmwF2a7sZuGQ0tfo0pNmbPfmwJIdc3yEsTKyEgWFGyNZzeeK93pyX0ZCn541ho5tPWNQo9BSJXFochHxpxyACX1XNS/12cOpulJ1mNo990I3f9K7DL1+8nlP71uKMQTfy4NJ+XP9iW2p2u5uhK6ezvmQP+QWFGMEoZjTKQf0gEzZ/wNldm3DjqH/wUelatif3s6h0FQ+99E+u7dyILh8OY10imwI3QMAJEZHKn8PgFBcbRZIXgbQfveUUMIiuquaYlLglfFK8lGtH3c/Vw9vwQfEaDvpxopaDqdkYhkGBG+T9AwupO7oNVw1txYicz1jgFLIomsOXB9ey4sB6dsULKHHERXJJimqCKeVXtgKn1DemRKyrBkTVBWYVwJLglS21mBpBP8z84rXcNPIhLurdlKl5K8nyywg4WgqcmoUtB5geo9TKZ96Bz7lzVBtq9m/N4E2fs82X+XVJaDqaFSbbyKX9zD78tdOddPj8Jba4xYTdlNVMatICULqMlTcyEqEvpVVUnW6tWE4TQ4Ezhyfm9OTXmbX5xahrOTWzBn8ccCOPLR9M3THtuKDDnfRa+DqrAnvYm38IvSyBEY5yQM/j1a0fcH63e6g35hk+D2wmO1nIdjOXScumUDejKS1feor39i0k2y2gQBoGHwFOIXxYIv/ipsGp7n5yMhuWTolXwoyD87l8eEuufbEdH5dspEB1MfawdA9btwlYIZaENtB48t/57YAbuWFRd9rlTqXuhz24acwjNJnwHGN3fsFOJ6ruaZ4lqgki8SHEeFNtgBMDnBKUkJNcWEJRSpKlzNi7iCuGPsAlg9oyt3Qruckyytx4+V1SwOmgaQZBK8iOxDY6ftiHy/q0oO17I1iuFXPASRA2osTcEFlmLu3f78eZHe7khXkvs80NHKUFoFwFUsSOYwNOOVCjZBt7+Mes7vwq4zJ+MaoOp/auwRl9ruPRxQOoO+ZB/vrPm3j20zGsSuxnXyhALJQgEYpwUN/D5O2zuKRrE+oPf5JFRdIusJi9ziGW7F3KfSMe56ZBrem24CVWadnk2QFCdgLb1FThvkiACs0xDc5Kl18pGZMwf4lXzJQ9c7h4SFNuGPcYcwNbKbIT6IaHpflYCYeIE2O9mcVTi/ryuz61+dXg6/h/Yxvzm/51+e8O13Jej8a0nTOG5Xqxsp4y0VKTmEoFmPiOmWpzXunvV5f1+yGvK8AUmRIR7LLcMEV+IZO2z+HSIQ9w1ej2LIvs4mCyjLAbRdhD0n7d1l0SpkvAjnPQzmN61ixuHvIA1w/6O1OzV7LfixKwwwSdEraZObT/YAB/elbA+RrbvDBh1TzX/roFYHnz3BSV8Gvr+UM+V+p3v92tNZ0o+439dPioD7/peimnDLyEUzIv4veZ1/CP5cNo+vpTnPnPG3jk/cEsjO4hJxogHE4QKwtzSNvFtB0zqdW5IQ0H/Z0lB9eR7xST7xWzzzzA4AUvU6t3M64b/ADv5S1jnyOf2cQyNSwlB5oG5/+OlCrZf5N8P8Cruz/kwr6NqDvxCT4vE8sZQrMtDMNFT1jErDh57iGmZc2kwaBGXNG5Dpdn3kCjN9rSYMpjnNW7AbdN78HniX2q8Fj0b33DxxH5CuFRShT0BMh1SqWOLoR1WyLPMfK8QoasnsZFA+9X2q0rtRyKvCCaGVGkeNv0MA0J+vgEfPFCAnwV3MgDb3Smdq9WdJwxgiyrgHw7SJETZItYp9n9+Mvzd9D58zfY4UYJS0G3ZiotHt02iXoWCT9Fh6xayylXCgGojK+vF1IlYjo6+51D9PhiGP/drRY/6X0Rp/S4iL/0v4VOq1+izfQunNOhLk0ndefT0mx2hQKEIxrhUBn79X28m/0Jl3SsR+MRj7GsaCMBq4yIlJI5RXxe8hV3jHuEGn0a0Xf562w3Cik048SEpCHRbN1ThkC3hfwhWlTVWWj+9eeuPAf/6vNjEq2VN+OpJLvFQT/I2K0zuKBXfRpPepqF0U0c8kKqYFY3XQxdSn9Mgm6A3bEdzPjqdcZ82JtXFw9lceRzXto9hcsGN+OmSc8wN5RFkaNj6i6+lsQxq6chz786md/35xRrykMFtTQnoe5IXRZM4Jw+zXho7gi2uAcp80KYegTXMLBEX8jyiVseAUenzI2S6xQwctXbXJvZgjv7tGVR4XryvAD5ThmbjVz+MbsP53aqR8YXb7LLjRGydGxdajktRF0i5llo5eD8vu//3/l5OQBEDDvPzSdz4QhO73YFp/S+mJ9kXMT/ZN5Irw2TeOrTgZzzQj3ueb0X8yP7yYlHiCVM4vEoe82DTM35lEu7N+Du8f9geelmyowoWlwjYAXYaufQecEwavS6k7snPsW8/A3kmRFKheSim5giZm74JBRdskLh8YeB6N+Zh3/ld44ZOEWmRJS6D3glDF41mXMy7qTVtC4sM7LIdyPEhckh1s/wMaWHhxNTquVlei4hbSel5lYKk9t5P+c9bup/D/UnPsnC4h2UmgZW3MWPJ1Wu0JR2dkrt7fic8MqLIu/TEdK7aRPzEmw283j8w8Gc06cpTy0ay07nICEniGOI5dQUR1SXrmCOT8xyiTo6hckQ80vWUm9IO67o1ICX1k5np5PPAb+MDXouj8/M5Pwud9F9wWR2uVHKbB2rApyWRfw/BM4DbgF9F43mD91qc0qvizmlx6WcPeAOBuyYSscvR3Fux7u4fvhTzDi0jZ3RMoLhKJFIGbusPF7PmUONnvVpNP4fLAtsIWjG0OM6ET3MAb+ImQVf0GjCo9Qd+iDv7lnCdr2YAidB1LAwdaneSarmTcLKShETjs+9cuzAaTpYpk6eU0ivL8dzdtc7eHBmJmvsXAqdOAlLQJnEE4lIqcw3RXY/imeV4ZqFGNZewt4uPst5nzsHNKf568+yrCSLkGHixH28eBLLBAGnKierJFlRGRDH1XPHVw2dbENSGjGWRXfQ4q2uXDSgBb3XvqXmKi6f34gqvSDJ4Wq+MF58NLkCOA5BP8Y2Yy+dZg+mVrf6PD6rN0vjWeQky1il5/Dwuz04r/OdZHzxGjvdMEEppTIMpR8kwtIJ0bCVqOUR7md1zVOF5TzkFjFw0Tj+1O0qTulRg1N61OSvA++i/7apdF06hou6N+byAQ/z9v4N7IiXEYxEiUbL2GHlMjHnA87JqEvd0Y/wZWALASuBkbAxEgkKzWJWxTbz7KxMburdkqFL32aDUcAhXyci1wcJOlpJDKn9lIhtNYhpV9XcHTtwqlpOjT3OITrOe5FzM+rxxAcD2OocpMzR0czUieYq/VYvVTRsigC1JJBDWE4hQSebj3d/wK39m9HgtadYUppFSOT5NQ8z4aOZPprcJY5IC1S+S8nz75o8mZCK8V0/VxXfE1c/qftYpkGJH+bj4lXcPvZxrhrWhsn7F1DglqHbUVw9JUWiuUK8sNWmskxRlnCJuQbFItKcu4hr+jWnzvB7GZv1ERu9Ir5M7OLeqV348wu30nP5FHZ6IQKujiHiXqalVN9Vnxql+/rd81IVn1deowKcBW4RQ758iT91voqfZNTgJ10v5k+Zt9Fr42Qylo+jRq/G1OjbmikH17FDDxJKxIjHy9hl7+Hl7Fmc3/MObn3xIT4v3kChmSAed7BjFsF4kH3OAaZuf59mwx/lgYmd+LRwM3u8KCEpHxPvzExiWH4KnEfslar6nFXxOscMnJLL09w4u5wDPPPJEM7v0YDOc8ew1y1CkuGG6apiYSEViGiwpEZ8U+hWIjURw/YChPw8FhxawG1DW3PT+Mf5tGAjJW6CuGkRNyxitqNyd6KaIFStCiL3keCs/P+qmMR/9zVS4PTQLI0DfoA3987nuiGtuXPs35kf3USRJ5Q9HUfum6alyqAMabcgXohYASkocCziTpwsI49H3uvFWZn1uP+jvszTs5kT20aDN57lDx1vZuDWmWxPhihxNdWI1pHgiAThxGoew6CIAqdtUmgXMWzhBP70Qm1+0rUGp3Suwf/0uYM+W99m8JYp1B7cij91asjoHQvYGCskEAsRi5SSa+bw1p7ZXJp5F7eOfJCPD62hwNaIJnzsuE8sESPglbA+spGu7/WnyaDHGLt2NtvtMkqkvlP3FDhFmkVy5OIxHC/74ch9dMzAKZKNUS/KJiOHv8/uTY3MJgxeNoVCN4ghLcVls4grK2Fvpadj4UhhtXBFrTiuGyTuH2JJ/jLqj3yEq198hHdyl3FACV0liNiivyOkag1H8lrymtIPpHxUAFU9qkoQWRTJ71VEFFOPlRcq9b3qu49IeskzpNOaRo5XxNB1U7m0R2NavfYsq809lHgmCdPGEe6t5amaT9sUl1/EqE0MX0BqY1k6hV6QcVlzOGfQPVw2rh0TDn7JO+H13PJqe/7U4w76bJvOJj9AkZMgYeqIKy0duyQoJHOiopaVoqpHbpSq+r/MqRRBF1hFDF84gT8+fwWndK3BaRm1+HPfO+m95W1G7ZrO5QNb8Lvn7mDgho/ZrBUTjIeJR0rYb2Tz/sHPuDyzATcMuo9Zucs4ZGuEEz6OllQ1rSG3lH1OLm+uf49G/dvxyGu9WF62j0LbQNddHCOJafnoqtA9dTgp6RshYRyeA4nilkdyVVS3vMtAxfPDkeiK/VP1++QYgtNFVMyXJrbQ6t3nuaxfE17d+JFys2SjuNKkRtT5bGktLtIS0mjXVS0GHMlhOjGlErDy0ErajH6SO4c8zJRt88hySziYjBD0IkrH1Del4kLDT5j4hoMKRAnwHVdVYYhbGFfMIhPHNvBNnaTqFaKp1nsSIIn7trrbSddotSkPL0jVLoBYTl8X11Rji3OA55aO5axud/D3qd3JcQsJ+i5xUTW3RMYk1X9T9dFUzWMlNyrEi1Sjo4AdZWU0h5avdeXS3i14eulLDC2aS81Jj/DHPg3pv2UWG/0AB1xhYwk53lK5ThHt1pS49bEpqxJwyvqWuqWMXfoaZ3e8hp93rcUpnS/nd11upceGd3ll3wJqj3iYXz9/O71Xvc8eLUI8HicULSLHzGZmyZf8rd/dXDqkDZN2LeCAHSEhMjam9JCRAydGwC1hZdF62o56mnr92zFl+xdkSct7YVDpSQVk20x1BRfed0LSWq6rOgtI8YRoCgtHO9V/RiRHU5Fdz5YWIYYaqQZU0oRKGGkVhRZC8q8abatjCE6fYFLjy8Qmmk57iisHNOHNbfMIiPUSpXMjxeKoAKdYNel2LX1EXGF0SCg8GWBnbAftX+1AvQH3M3bVDEVJExZNyI2o10hqGo6MhDTAMVUjnHxbU/nQUt8i4jtEpB2BTKa0QTAlimQogLqOoaKXkvfTxSp5QjdLddqujrxpCpweETfOajOHR78YzLl9GtD10xEqqh3yJCLrqhNeeoNIZFGd8NJ0yBYvo7xszrYIm1HynBImrHmPK7o34uYJD9JsUU/+OLoxv8+sz4s589icDJLnxVU3NyE0oEtVjFAeRb3vGIPTK+WtTTOomXkHp3W4mFOeu5Sz+zVlePbnTD64gmtGP86vOtxGj6XvkBMpIx6JEgodYo+xm5nFX3Juv3uoMbQtr+xewH4npEoOVStDlXJKEHFDbAll0eGtvtzYtTkd3hvOKiOfPM8kIm0vEklc01WfO6r6+MgVIXUVckWxT4onVAc2AaZUP8n8y3yngJvqmpc60IXMn6rAkcNbpEBPMHBKBDXgJ1gQ20CjN5/g6qHNeTd70f8JTt+WRj8+lqsTTQbJ0nfw3NTOXNv9Lrp/Opb1ZgEHk1GltJaUVnFxDc3UVLI9146yzChmVnQPc6L72GBK/k8naEvXLpFPFF6rSJ9IAEr6jkiVi9T+HRs3T8Apyg4iHbI4sZ1mszOoMaQZo9e9TUEyQMT1iAnnWG2MSuBUhHmxQEKcF/EzDcsIExJrEVrDfa8+xvkZ13Lu8Nv5ZWYd/jywEa8VLmVbMsQh6d0pd/JytXfphC3AlMPqa5euaj2Eyi5xheUM+UGmb51NrT71+GnHmvysax0uffEBxh9YytTCr7hlfHt+2f5anv10IptK8wmFQoQDBziQyOKjwkVc2LsJNQe34bVdX7DfDREXuU9DWkwIGyhB1A6x38rn7Q0fcFdmG+r1bcfkHV+Q7UUJSi2wLp3sRBrUTBVLCBgtS3lbIoeTND21L5TFlDiI3PVF8kSi2550HhBZU2l8nLKwX1tOmbsTCJyixC3EdwHn55G11H/9Ua4feS+z81akwCnCXd9iOQWcUqxruQaxZIhscxfDF73IjT3r0Xb8cyzI30iBE8YW6xczsONxglaELVoBr+Ys4775E7h8ag9ufbcfz82dxKwdK8gKHqLYkpYFNjEVVEkRGHwjpfvql/cP8cvdWdm01bFxBZyu6RFwo8yNbKTu1GeoOfJeJmfPoSQZJCauuAr+pA6RCsuZsp7CcJHCYdGp1fESwiQqYJ+9k1GrX+TqPjfxx4zL+FnnS6g15j5mhtaS7YcossStlea50tZAqnpsZTGOlVqAAqdtKh2hdzbN5NKet3Pq8xfzsy5XUXN4W149tJyPIhtoOqUDv25fh4feH8bCwt3sKT5EfnEO+xLb+CB/HhdlNuKyQa2VW5vnholIt27DxlUNsOReHabQLuaroo08Nu4Frul8N93nTWC9eVCl7iRiLQebYesYXuJwvxrp55PUPWQviEi3AFgOMDm05aol3orMVcprqeAkV8QuqvZQqza3Vhah8hD+a4kb4+OSFdw2sS03jW7N3KL1lSynNC36+s4pbq26cyphKAG3QdyPcsA+wIfZH9N86P3U79mKCcveYZdZSMiOE0lEKE6Usi22j2GrZ1B7xOP8bsC9/PfItvy+XwvO79aSJgOfpMtrA5ixbh479EIO+jrFrkXEkmixr05OLyEMGrlbpD6DRPSqKg9YeU6kFtUxXUq9GLMDq7lywkPUGtOamQcXEEqGFTAliq0i2PKzlp0KAKlARYqX6zqSjjFAExZRCaXeXpaVLaD9tPZclFGHs7pfS9uZXVll5nBI8pxGnKihqXSK6m4tki8SFKrm4vTKn1tcw5Bdwowts7m4x22c8uwF/LRTbf7WrzmvH1zOp+F1tJj0FP/1zzrUm9yFCbuXMXTOW0z+/C2Wlyzmjf2zOLPnHVw8sBWTshewzxNwijfgKiE4T7qRmTEiXoi9xkEmfPkm1/dqxj3jnmJu6Xr2e0FVcihdsvXyxlGenVDz6MdNHF2YWFL87hJ2dNVLVg40iYyrNJ30QJU4QEUsoHyPVv6Mlb2Ff/f5sQOn41JkR5ixfwHXj2rJbeMeZFF4G2Wy8dWd8yjgFIArYKR8fdHYCTpBtoa203fmIOp2bcKjb3RlRv5K1vnFbHcDrLXyeHX3J1w/tB01B95P/aldyNj6Dl2+msRDb/WkyYBHadCzFfcMfIjBS15nTuF6tjkB8l2DsGXhmBaObuIIuUHJcKbuedUBTmn3J+AsdCNMzlvAxWNac92kv/Np6QpiyQia4SB8WtdIpZfk/ZgqRSSt/pJYLtiOWHsPNAPfiBH1iskxt/POlqncO74ddYe1YsKG6Rxyi4nZcWKGRkwX119UAlJgF+spG+vf3UT/yu9V3rjCr405AWZt+YCave7gp53Frb2aSwbfx5SDy1mc2MCDk5/mjOeu5sJR7Wg9fyK1urejbo/WDPpqNGNLZvH7YXgKAQAAIABJREFUvrfxtyEteDVnAXvdEBFLWkYKOKVZlngFGppU+rilLNi3jDuHteHafi14cd1UdjuHiKhiAgNdurQ5CXxbV+0QJVAmrR2KPZd9vs3WZIidyTB7/RjFvkHMkwi5p9ZFDnOpcJEStFQjZDnMpQVj1fQ6rVJwVnb/vrkY8oFcCq0Qk3d+yJVDmlB3/EOs0HMIyIcRcJrfBKeK1irNGZHwr8hZOsRtjXyjmJWH1vHE5Be4qOud1J3cgaH//z1kurOL12Oraf5hD2oNaMYTs/swL7yaLH8vu71cNie2M3PnR3T+MJMb+zbm6r730PSVZ5m0Yy7bzCJKPA0hg6uW7EdrbV7u3lb+nCpQVBHN/Rce1byIRRY9GyFMmC4H7RAjNs/k3OHNaTCrE0u0zerUF56xBMMqwJkS5Za5kAa54uoLOFEuWFITEAvjJ0Zpsojd5i7ez/mYN7a+x/rwNuJWGVYihqZpJAxdKSGKnmvKRS5PGxxOI1Steybg/eZ+kPdZxpydn3DVgIb8ovsV/LRbHWoMaMnUgytYpW1Uivd/eP4q/ji8FZe81Zmf//NOfvvw1dR97QE65E7kN4Nv4+yhzZmQM589UrNp6Iol5MRtfPF8jASmHVNdtHebuTw9pzc1u9/Jg5NfYE1kG0E7qESnDSGx2NJKUfagpXLAxbZOlhvj83ge44pW8Ur+Kj6N5rDVDVOQtIl4HnFVhCCstJTSvkTR5TOqgFFlL0T2RPm8Vuybf/WK9L3BKZZMBJ2/dXiuUjBPiSeVu4VKQ1RAlc/oVVO4pHdDGk76J6v0vZTZRqrlgqL3Oam8ZEUzGtk8qlpdXifVC8QwbBKWQYlZxju7Pqf+hPb8KeNOzhl1L3WmP8d1szM4Y0BLrh/amje2TOegt4eIlYtu5xFz88h3s1kYX0KvlcO4eVwramTeSdPXnuGVzR+zzRJJEI2IBAlEVlGixOpklO7JDpbvYyR9NN/D8D1sNyUuJsXevqRFKg1VYyp1plIx842vS2G41J+muntJH5gDZimZi1/lL30bcu8n/Vht5BB1YrjSnk90es1ULlLlI22xmqn8W0qkKtV6XlpWSE43Kl3DfRFfLqbIL6HQLSboBEjYIQwjJQImBe2SH5XPVAFO2VgVm6g6HtXGVSkgWWOTqBtgwd6F1B3ekt90u5LTulzFhX2b8faexayJrGXI/EGc/sQl/Fffuzjntaf4WYd6nPZwLf4w8AbqLe3ELwfexpmDWzA25wt2uSKZGUWLaVhxC1dP0fJ0O0HEKeOQe4hZhZ9x87CmXD/4bt7O/oCDdiGaCox5OHqqokl3XEp8nXXGIcZlfU69t3vw+wH384fMVtw2viNDv/qQBQV72KVpFDkeEam0kv0hzaDKrafuSXpG0ioW0i1ctKyUwqKbxPSSSoVSGkGrNNgRj0dqGX1/cKo8VepCLJfiyiBVbAs5JSUFUZ6GkK9JEyIpsD1o7mfY8klc2rsx972TwSZRg1NcT7nvpayINNc5rAJXDk510jhyOZeTylciX1FHY5d1iKm7P+OR6RnUHtKcs7rX4+zud3N+93v553tDWRfNoswpwTYDeHoAyywlahdR5OWw3drA7PyPuf+NJ7k6syl3j36GV7fMY6tWwH6xPpJyceRviesi9z25d3oYrkeiPPRuSjdlCcpUykGqE/Tb/q/uJqnfSblBnor6ZSXyeP6T4ZzTpxHtF41hs11IQnJpyj0TJXfz8L1QgKmUBSufyLIm5WQL8SzCfoKQFyMmChP2/9femYBJVV7pf9QkmsQkM85k5v9kJk7CuETR4IoboiiiuAR33HGJJoIgS9OA7LviHgyiAYnGHRAVIgoIiIR9h2bpht7X2qvuvlT95n++WwUFQWwXCDDVz/M9t7q7llv3fu93znfOe86bQLMTGHYS09ZVpwl5PwH67tZs/4Mz93mSLou5IT6tnM+lY67nmF4tObLPmZwy4ibeKP+MVdoqXlj0LD+7/0T+ufgCfvrEjRzR9VyOuPckjvj9f/KDIWfzveLWtHz8diaVfspWo564HsdImliag22ksWxfVTcl3ARNXgOrrFXc+0YPTuzfhkc/GsFqfStNdgLdctFMl4htUeHEmd+0mYGzX+LC0V1oUXwtZ4y+jbNHdubUPh05t/gmOj3VixHz3uXDhlJWGRG2u5pSCpcG3YZQIuW6CkFBgOnYZCQdo661h8wXYXXlFsU9jxI4zV8YvxY4d3tTtSfMBkxcl/wIp+QJpSOeJLmTXpwyo4whHz/H6UN+w+9mPsEmv4m4RA7NZoLTQckW6K508zMJ+WEqnQpWJlbz6ro36PvmUO5/vhcD3niaWWWrqbCTJG0rSLhrNo4mqmUaXqoGyyqnydvB7JpP6TV9LG2H303HJ7vx7NL3WJSqZGs6RV3aUWRpocuJBRMdS3HPRQAo5bmksiDVfU8lsCWJLUMALFLoamT/ttf/+dLzJ8Gy2AY6T+nJScOvZdiK19nqxTHF2ubAaX85OHNgk6CFSNAbaekKEUgSSEc+4e9aUsGTdddzz88BRo75E+Pbfpz//iKVkPAjCpxtRl7LD/v8WlnO00Z35p3qv7HGXs/klX/k9EdO498ePY0fDrhAyTQc2eNEBc4jfv8Lvve702g98jamlS2kIl6DlohixE2MpIdhZDCsDJrtobmWmnt17g4mrnmVUwe1p+2zd/CXHbPZatfQ5CWpcaNsdhqZWrmEblOfovWAWzmn7w30fGsEs0pnMm3TVAa8M5Trx93LGf060aLoOs4a8wA9P5nMOw1rWWFL1/0EEVHtlj1slkgjynG+bZERjrjU0boaQlyQ/Ppexx734GuBU25c/k3NPZboakaIA1IRImwL31NMm1TaJpaOsVErofd7Yzhz+E30X/gyW9JNJEWh2BS+qFhOKSsLGC9q8qhWitn8m1hOB0wnrYAhys4pX9pxNBH2qqi1t7Ituo6SurWUNm6jzkoSlmicJNp1l7Tu4WqS37LIaFF8o4moJVayhk8aV9Br6jjO7PkbLhlxH70/eIG/hjewyQvR4OuK+ysye2IhhQwg/Fbp/Jf0PeLpYAhQc0PzfbT0rpH7+98fHRq8MH+tX8yFT9zM+U/dxp+3z6fKMTGNjCqIlnSHsoqKcCAR7L1bztw9UHQ+df2Dcw2CTq5ykcU9/keBMx/ssi+Le2EW1nzGxaN+w7FFv+aoojNpOepW3qlZwlq3hHc2v0qborM47rc/5+hep3BEn5P4yciz+HFxS46893iOufcULh5+Ox9u/5yKZA2JZBgjbqGn0mh6hpQJmioNE4aVgWk3sEpbR8cJv6Xl8Gt55MNRLEqspcStYLm5hRfWTuPaCT04/bEbuGTEPTz56RTWxzcTMUqJOhVs17cxu+ozit5/mvNG3sOpA2+m1YCbue6PvRi99E0+aFrNWqeaynSUkHgtUkEkhAVbtibSxE3HlyIGN47npnYNT6ipuWHi+u5Or1O8z3QmQwb4p/wLmP84d+Nzx8CtCoIaQWAj2AOJ1RRWjwRJxLSLCrX44MK4kdTA8tgaHnh1AK1H3s6Ta6ZRlgmj2SnUfsmSUp5gQuW7tW6OFiV1mk5GaTAmPJdo2iLp62gisiuRSLca3avFsJswpAGzrZEyNQxDwzGlxYepjpakEUwpUUsRdZPUp2OUeg3MqV3Bo68N57x+13P+gBv53RvDeGv7PErcOur8BDFftEUkWS+lWh6GWE0FUJccwyTn7sqe1Eins8NH93cN9RxPwC39dx0q/BATN0/n1CFXcM3EB5gf3qDUsoQnmtYD9tRXAadyjVSHdelNJIl2oUBKtDfrmmf387L45d/jA/FYLIF8jgKnH2ZR7edcMqYTPy4+U1lOAee7NctY523jgx3vcmn/1vy4y39wdM9fcVSfk2k5qRNt/3w3/9rtTH7Z/RLu+GMR82UxTlQRMWIYKRtN84lraeImpIT8JdsSib4bESr9OvrPeZ6Wj3XkwqGdGDRzLC8snUS/WWM5f+gNtBrUicuefIDxy6dSolcRssMYllAD40StGLVOhHVaJTPKFzP0w/FcN+Q2Luz3G84ZciO3vv4Y49ZP5aPkRjamG6nNGIQyDkINFLKLSBEKKF2lxxrD8YPh+nHcdG4YOLIdlHiGxG5kv5rJ4JNpJjhVlFEijZLrCZKzclQCpSovuCtZK/tRiQjKBjmcibCgaSmdJz7KRWO7MKnsUyoyMQxHV5NHhaRVQfYuyxm0uMhOIlWnmUFzM8paRTJSxe9gCE/WT2D7IRw3hOvEcIUoL/krkSg3RTFaInKSOjBUXkv2B0nXVdJ5Uq5W58Uoc6tZHFnJiL+Oo22/jpzdux13vNSNKSUfsNwooywdpTEj3eqEUidBKQczy96RfYRq+y8F44pMHQSLZI8qQ/ivwQh+l+cYlqPC/9u8KIMXv8zpo6/mrtcfZb1Wim6Lpc+QMQJwquhxMy2nLKASgMgNadkSEPwP7B5zb2DPB2ciHWFR3edcNOJaftDnNLXnbDlawLmUjd52pm59m/bDLuVfH/4fjnj4BL7b+ww6TO1Kv2V/4LrxD3Hjk115YeG7rI1UUBqtoT4ZRkvqpDSbqO4RtzKkbOkykcE3pVQsSY0fZlbDcm6f2INzel7KhX0uoU3/dvy6T1vO7NeB2yb15KV1M9hgVBGy4ooRZJk+pu6haw6G0CTdOHVuHaWpEuZtmkHxmwM5b/j1/LzvZZw28iYe/OBx3qpbzFonxPaMRY3nEXEziiMt2wxTqoJcDcMLhvxu+sFQxQwqPhMQQ4RO6GUyeM0DZ0BtU9FCAabkBKWfqoAz22BL9jzypgGDIogGSmQq5If4oGIul4+9h0ufepDZ2hZqM0lFgZLmXK5ERpVbuysglA9O6Rgggj+6nyGe8YjgoPuSYxJam67chbQbJ+1oKiwuamSuRIClHb9YupzFExqWE3RNsNXeRLi2GvWZMNvT5SxP/I3nFjzNNWM6cWr31lw6/Eb6zXyaWY1r2OLHqclYhFyTpGlhGha2KdchyENKtcjehmu67BoOruHg6DZJy2JpsppbXuuvVKxHLv0DVW616ozgJUV6IrjG+eCURXBvAaGcV6PIGxIpVN3WJd8mHc1zY//uK/cGyPy/5YMzmY7yed1izhvcge90P1mB87QxnZXl3GSXM6duDh0e78i/9mzJUY+cxtE9WnP9m0XMjC9jTtMKZpctpSRaTWUyTKOWIKwl0JJJNN0kbsrCm1YLuWtnSJsy2Q3qM0k2e/XMrFrAyJljuPO5O7hi5JV0eOoWhsx/hvnJ1ZRJE++0hiULnJHGFw9Gg7QmzedE4iFM0q8m5m0j6m9hlbGMZze/xhV/epBfFrfntOKOtB91LwNmvcys2q1stEyqnAxNToaY5wXEBtsnlh1ynrmREkaYxAzcoG2polRmMrhfDM7cyiuVIiaOygu5JByTkCORKl11dEtZsrJYmL6oTwtoZRIGABG/u95t5KWNUzll+A20m9CNz1Nb1CrkykZZghSSMtgZqQ1AHUR/gwmlops5S6R0UaQWTyKfsv8VLqyQwXMja9mV9kfAiRRepOzHLMdVLSpstaKKErS4ewYpN6EWkB3pSjbaJczYOoNHJvXksoGdaDP0Zjr/uR9PbpzBXGM7K9w6yhzpHeuQ0IMi76Qnq6qhBJkSwgP2g5GSvYdIHzrSesUlZdvEdClx0qh3TCZVLaPls/dw/LD2vLJjOmG3Xk0mV5NEt5TRZcvecuklCRrsEdXbBcwgdRXwPMXjCIZsDXZuD/ZjLjMfiF/0WM5VPBnR6Pxb01Ll1h7d4xSO7NWKVmNvZ1rNcrY5dSwOLeP65zrzEwkCdW3BD3qey81vDeKjhhI2xhuojEaojkapSkSpSyWI6FJwnUI3pJhc+iPJ/Q4W+sDDc0l4OrXpMOXpWra4W1mdXMqSpoX8LbSMzWYZNV4jEZFxkPlopvENsbrgmwJw4UGbeGYSz45iOg3E/HLC6Qqq3FIWh5bw9PwXuWHcfVxY1InWPW7gpuf70m/uq0ypXMmcRBUr9CbWm3HW2ynWe0nWeQk2eAmVU93maJTZSSrdJE1Czpf2MXL/9u3Wyg2WlTeQfdc9Q+UCS41GPq/dyNpkJdvNCE2uicgJaOmglEkS5xKESevCmzWo0CoYPPd5ThraibumjmSDVYVua6rER6yvTER1EbO5NwGmuMWiVPVFNzr/73tO0PzfZX+1awjZObDCaSsNpkRiJWCQIubGqPbrqfAqqPbLWRFewtNznqPD8Jtp0bUNvxrSiZvfGUTxoj/x/IZZTK9dw+epapak6lhpxlhlxVljJ1njpFjr6Kx3Dda7Omu8GKvdKKudKCusEItTtcxpLOXVLUu47Z3H+fdBV3PRxPuZF1tOwgqR1lwcWalzwNwjwpr/vQ+1xwqcjkXUD7E0soKrn7+Do3ucylG9zuDMsXcwvXo5pWY9K6Lrue3FB/hx9xM5ovsJfK9rK278yyDmhyrYEo5Q0xihLhSlNh6jIZVQi11K0xTJQuVx866ZLPqeE0hQhv0UdZkQtZlaGtNVhNM1hNMRon6cqB1Hk+2QGArTV3Wf0jXBs9IqL51WHHAdX0/imBEMtwHdrkMza4jbNVSZ5czZsZARf32Bq55/hOOLruW4PldxwrguXDy5mJvfHcOD74+n9+zJDFz0OoOWvMGwZW8xfPHbjFr4Ls8snME7axexTY8QFsEnP9hzZjJfuOfcHZzxtMYON8JfVs7ioQmPMfT98by1ZR7rrDoqMsJOMYn7sidzVaMu29AxjTgboht56I3HOGPIjYxc/BoVfgRLyQJ4eOLmfQE4m8umyAfj3h7nJrGKInvSZyijWDYZW1IkkqrQSElTsXRcTZxouo5GfzubUqt5fc3r3P9Sd84acT3/0789vxpyNb8ecxPnP9+Fjn/pxXVvFtP5nSF0eX8sD370LN3mvkjPhVPos+h1en32Gl0XTeF3Cydz/9yJdH7/Ka55fTjnPfcIpw67m//s3oETBl5H70+eocQoU8EqT09jaBK9zkZq8yaafLfcdzkUjzlwxryQSoF1evFejul9Gkf1PoOzx93Fe9Ur2GY0sDaxlfsmd+dHj0gw6HSO6XU+t787hkVNVZRHYoTDSaKRFJFkipimk0rpGGI1TUkZSf+pXcQN5ZHZ0sLGI+4ZSvYilo6SdJvQnJCS8RCvT5daUOEvZ7ty2KIFa0lRhBS4C2kkECf2RBHPSuE6cQVSVw9jGWGSVoiw08RWs5p3axbT7YNnuOjZBzlpxM20GNqJFoOvo0XxVbQoupJfFF3Bfxe15xdFV9Ki19Wc8GgnLh74AA9PGMPSpnKa0gE40+kM+PsAp+ILZi1nyteodpuYuuav3PlkV9oNvpVOE7pTtHAi08JrWGE1sC2doiKtUetrqiftDqea97bP5bpnf0v7MV2YvmMRTV4KR7PJaOI+BCwYsZy5FMq3aTnzJ7SA08l2vfPddFAzqoItptJYsX2hC2pYXgTNF5n2CqqszawKL2PK+rfp//4o7p7Sg8ufuY3TR1zJiSMu578Gnccvh5zBSSPO4cThrTlx6AWcPPwSTh7WjhaDL+P4QR355ZDraDHsN/z34Gv4+WNX0WJYJ1qOuJnLn3iAIfMmsjC8jgYrhKNbOHpACxN9FBWpzU603KJzKIIyd845cCb8MGuSa7luQheO6St5zjM475l7VeuZKidGqVNDn/eGcVzPVhzZuxU/KGrLHdPHsSxSR33CQIub6HGDlCbyFBaWZmGpcrE9gKm8JmEMSZf3dNDaRfK/nqiOSTDSUJZRaJJuNmMg6TxbQCrbLMkg2MLCCqpTZCFXso0qlxnoobpCPZXAoyPBHp2U0AbtCKWxHXxes5KpW2bzh89fYciHT9B76hAeerM/d03uzt2vPMpdk3px50tF3D6hHw+8PJInP36HdUlhqgU1x5kvA6eEgR1X9pIGlvTs8aKUJ8qYse4DHvxTH84a0olfDOzIVZN70fvjCbxS8RmzU1tZ5NfwWaaCD4zVFC34I+cO7ky3v4xhTbycpGuoPak0uMqBU/amATgDhpEKKzfTrc3d/OYcBaBCfdvFixVrFJDsVS2eK0plSSw3jCFpGr+euFevJM/LU9tYG1nD7PJPmLL+DZ5bMZFh88fS/5OB9JnZj0em9ebBN7pz/6vdufeV7nSZ3IP7pvTiwdeK6Pb2Y/R5fyQjF47nxZK3eavyI+Y3rWaDUUG9tAcV6XhRUxOGi4wsONU1OcQtZu6+5MCZ8iKsTa3jmgn3cHRxK77T7xwue7Erc5o2Uu1EKbUqGfLxE/y/4rM5QixnURtum/44y8J1NCQM9KiBFRdhpyAwJwG23DYgd71yi5lKzal4hsQngvsu0eyMFNuL56QsYzrbdSPIFgT5Ysk8SOonqKVVWQnh4GYXS0kTGpKNUKVnQR9gQ+IalnSaSGFLP10nirRNqXWqKDO3sUUvYXOqhE3xdWyOb2BTbCPrIyWsDm9lRXgHm7QmJU8SkzY0roOAU8YX5DklICT6I0FhqeMKiz+B4YVpcqpYG1vN+OVTaDPqVo5/pA0n9mnPBWPv5Io/duO+2U9yz6dP0WF6P3715F2cMqAzz3w2lUpbOrwHVR8BzzQvLaMqUfYvOHcFSgKyROA6y02T3KDkUyXfKnvnlBqWm1Jur6yMtri/VpSY3UTEbaDJraFOks9WHdVOE9VWExVGPdu1WspStZQLHdCsoNqupNappt6tpc6rpc6vpcFvUM2zRX5C9EZTjo9m+6rzvWjG5FwzmWS5yX2oH/PBuV7bwDUvduF7xafznf7n0OFPPZgfKaHGDrHN3M4Tnz/P8YPO5ciilhxdfAG3TBvFklA19XEdLapjZsFpmVI8Ie7oLpJFDphyFLAGTd+kw0HAdZWIt58Fau65UmyhiOuqh5VU7IiFtRUPVnGQ5T6oVKLU10paLK3asAprLDeE6imPpTeTaAMZVoqUnSDuxYhkomrbZKr5FMeyIhh2hJQTJ+akCDsaYUcnasocM9TnCwlBcp1fCM5gMkufFBPHNzDTOpYXw3TqSbgyMbfxfslMBn04mhtevI+LR9/ECX0u5/gBV3Jsrwv54QAhKd/CXdOeY3ZdCU2eocjrcvKurDJSqiWpmWz9pLJsvhckZPeD5dwFTifLxpDkuABTSn+k0kPkyh3VREvSQMHKK20sgnaUQlaX1VElliXabIl7JCQHHVvaWJrSzlOEczRVlR9UPtiqhlIeq8Zasi+S11lJFQUUKYqkl1Eiw3JzhVUinkRu4hzqoMydv3wfqQKRqpSNxkaue+levitVKf3Opt2Eh/k0tIlGL0qFW84fVr7Izwedw5FFJ/P9/hdw63sjWRKupj6ho8ctzJSNrluqqZcQLb4InGpbJorfjkFaKHUqui+ekq+KNGwJYsrwpfVLcF8F0LvAKa1Jckw1n2A7lCbjSN/hbH8h6TEkBRC2ED+kGZt0+QvqS9NSAG6aCqy6dFEUtTipxBILLOwlx1KdOSQ6q6ixCguBFynRWueLUymByxfkHOULyYnqShXLdiNYrmyoG1W0qlYvY039Ct5b+R4j33qC3q8M4feTH6P39McZt/htPm7cyjY3TkSlF2TzvasDnOR0VAmTcjmbF6HN3fCvftzlxgZWM/t5kqLIFc5m3VxVXaPSNUE/XAnPK5dHXPDcopJ97CihHKmwF4nzIK0j1fY7Fx15rdrLiFWUld5SHRzkdRL8ESaJnaVGCvfycAJm7rvI0VEtOaNsMTZxy+SH+E6f05Rbe8XL3ZXlbPTC1LmVvL75TX4x+HyO6NeS7w+4gM7Th7E0WkqDpmEkfcyUkM0D9WoBRJCK23Xd8j8zSLfl2s8EnkiwvREvTRZpGcHWZrfX5c2DnfNMWd2AphpY4N0f79ouZf+eJe7IPJCFPtjLBl0oZA6pRUAWA7HceZkFOY90Jq0ofF9gOfcEiqRVdBxXmDdJbCeh3FxLcj9mBNMKkzIbaUhVU54op1SGUcl2J0S1r9Pg6qoSRSVbpZetSroGPWyk212uqZZ8QZVs3y+Wc8/v9OW/525Y/sXLf5z7/5cd1Yr8BS0793ztzslwkFyDb3I+ue8m7yHgNNyIatZ152vd+G6flny3/7lc/ec+zI9upt5pos6q4L2y9zhhyEUc0ftkvj/gQu54bzjL42WEDANby2DrwrQKwKlErLJEGPmsb3Ku3/Zr8+fJV3ks55FOp9lHKmXPievg+bn9p9QFSvAkQLxriXqVofKagbk2VHF03NGCVg+OGYBR3BpphizVKtlkq+rLIqtUttRMXaA9ku3f9kX7tt5vz8mQm4hfdpQbta/nfFvndzC8T+57yrkIOHU3zHZ7G/e+1ZPvFp3Od4rP4vKXuilwNjlNNNmVfFo/h7PGduCoolM5dtDFdJk5hpXJHYTNIKItTbqU9yV7RNXOJTsPDzJw5r577riv+5F7jhzleV8dnIoalp1YqnYxIKULBc8zhcIWuBjCH9Wlu5vjqsijL93RJHen2DIBMEWCTlza3ETd14kfrP/Lv6Bf5fGeq+ierz1Yv+83OS/5jmrPaYcod8vo9uEgjh10jtpzXjaxKwsiWwiZjYT0cj6vm0vrUVdwVLf/4Zji87j7w9GsSGwnZBrYekYRBaQhuTSpPpjB+U2ul1jNr2A5g/2a+sCd0U1p1ZBReSTpCCfDkia9rjTqlWPAPRUit8gsSLBFNXf2hbUfkHyFn5ur8M/R03bbDx7Ert2eoGru73sD5ze5kYfKayUiKpazwttO709G8JMhrflO8dm0e/Fh5odLiJhNJIxK1kcWc+XTN/Dd7ifzw+LzuV32nLFtNAnZQFTldOlEEIDzYHZrv+59ES6yAFN+mrfnVEGTILIZRDgDfqtMNNnQSgsG1YZBdSoTlkYwAnJ8YDXFUkojYyXKI1UTdqCLkpHeOOr981Mce7rVB9/vzQWM5NR+AAAK/UlEQVTjlz3v697EQ+F18t1z5ylzwvJjCpw9PhrC0f1acVTx2Vwy4XfMC20kqjeQSpWzNbKMG8ffxtHdf8VPBrThjhnDFThlz2kk01iaWwBn7qKqo7KWqHxg0N066DgW5JGkyjtoVS/dzHzbICNyB9JXVRHmpcRrd2AKqMXVzcjYE5z+wQfE3a5F1pp/Gej29f+9vd/h+LccOOVomMKkiVDuldL742F8v/jXfG9Aa8StnR/eRFxvQk9WsSO+mjtfuo+ju57MD4vO59apg1kS30bYNjFSacw8cKo2lTkSS95CcChfy69pOSVhv6urdTD5JEy9+1ApBZVuyFnQwHKqkHGOkSMXMjuEtZHv0h4qbq1MgH0BcF//O5Qnz9c9d8k7Comlzt/KmAUj+Wm/VvxgYBuuePlRFoQ2EjMSpBIhymNb6fbmAP6l17kc2/t8bnq7P/Pjm6j3gtIwUxN1uqAVi7QEyW0T5Hp/3XM7mF731cHZzL3fvibk4XLxDqYbeSidi5SvCTgb/a08v2Qc//XYOXy//4V0+FMvFoZLiBopUskYNVolA2Y+wU/7XKDAef0bRcyLb6TWj6MZOpZQ93YDZ0B2P1zm134D56E0WQrnemC3D/ngnLDyWX4+8By+1/c8rprch89jW4joSZKJKLV6FaMWvMC/972IY3qcrbRG58TWU+1GSOkpRXYvgLOZ1rIwyQ/sJD+UrnfOk5JzFrdWV83TtjB++VP854CzObrv+TvBKV0NBJx1RhVPLZnEzwZcwjE9zuGyCQ/xSXQdlXaIeCqxh+UU2t2hnZLb834WLGdh4Tkg+7N8cCoSghem3t/CH5Y9qcB57MC2XD2lL4uim5Xl1LUEDXYtE9a/yUmjr+HY3ufR4U9dmRvfQIUVImWksAzhK0tqTvabova1O6ljz8l+qP1eAGcBnAcenNJnyo/Q4G/lxVXPcfyg1vxoYFs6TOqtwBkzNUwjRaNdy59LZ3D6kzfw/UfP4YqXH2ZeYqOynIZUbRTAWXDVDrUV92A83z0tp+FHaExv45WNL/LLIRdw7MCLueHNQSxJlhG3dAwzRb1dy5uVH3HmM7fw4z4XcOWkR1RAqMqRPae0PHUKlvNgvNmFczr0Fs0cQAMSQpxwZjt/2TKZk0a05Yf923DnjDGs0MuJmSK2lKLeqWda1VzOe6ozPy2+lCun9OSTWAkVdoyUYSqlgIJbW3D9Dojr939hwRGACjhNL044Xc60irc4bewVHNv/Yu6aMYaVejlxXRp1pWgw65hVs4CL/r/i9XG92nD5pB7Mi5RQ6yTRNBNHF852Yc9ZmJyFBepbmQM7wekkiPiVzKx9j1bjOvKj/m25W8CpbSepaTiaTsJsZHF4BVf94X6O63kRbf74EPMapSO+hpk08VKO6hssxcrSNLwQECpM0m9lkv5fsJL53zHn0gbgFGunEfFq+Kh+Fq0e78iPBZzTR7Na30FC0/CkgbMVYk1sLbdP6sHP+rbjwvEPMrd2LVFbw0ma+PngdAvgLEzMwuL0teZAPjjlsSifRd06Pq7/iFZjr+YnxZfsBGfUMjC0FMlUHWtDq/j9m4/RYuCVtJ/8KHMa1tNkJrBSJp7mqfarynIWwHnoBSHyV+/C43/c/ft7cFpEnQY+qfuEM8YIOC/lnmmB5ax3dWJmUnXU2JYs4bG/juOkQVfTdmJXZjWspUZ0NXUTV3RMCnvOf9xNLQDq8Lj2fw9Om5jTuBOc/9w3AOcqfQc1vkGTmSJiNLAluYmBsx7n5EFX0/r53zK9fg2VIrEnVU5mfkAo6MiR/zmH+twpkBAKburXclObN/EDrRbpdrgLNH7QetQWjc5GPmn4hFZiOYvacs+0UazWy6kV0SGRdjeaKLW3MGbB05wy5FpOf+q3vF2zmrJ0kogbCAF70hZTSsX20hyreed48C5+BXAWwLmfwCllW6JyFgD078ApeilOPbPrZvPr0R35UdHF3DfjcRUQqnMMwrZD2Imzw97KhOUTOGvYtbQaczdTq1ZT6sYJ2ZqSXciBU4Sqcr1lc59VAGdhcu+nyX3wrujNm/T7AqdIN9pE3QbmNM7h7HHXcWyfNtz3/uOs0rfT4Iham0fMSVBjlzJ10+u0H30Dlz5+D7Oq1lLlpYgpwSErkKFUllPaWh7q12z38y9YzsPshjYPOLtPgv3zmr2BM5BDEO0R27aIuQ3Ma5rHhc/fzE/6tlXgXK2XEfIMko5L3IjTYJQxr3QGD73wEA9PHsCi6o00isSiZai+wZ4IYEkzcu/wKLDOvxcFcBbAuZ8s/+7gzE060SrZCU6vkQWRBVz8wm38S/92Wbe2jCYrroSFdVMnZYlGzVZWNS5hWeNaKvUQMddElw77uabeWQmP3GccLscCOAvg/IeBUwJCf9P+RruJd3HcgMvoIiQErZSIE0MT+QJDRoSUVUPEriPkxIlaGnFTQ9S+lVxFTrLiMLyPBXAehjf14LEcu6K1uXNSllMJ/xjEvQaWm8to//I9HNe/HXe9O4JVqVKiThzdNJSkn2MmsawomhVT+jq6nZXxsAIhLKWxc5j0DMpdo9yxAM4COPeT5fz7fa1MNpl4gUJAnLhXwzJ9Ge1fupt/e+wS7pVUSrKCmK0pmQUlAGWJ7qYAVapQAu3NvWmWSoQ2N6kPl2MBnAVwHrBJvQucNo4bJ+HVsFxfxhUv38O/D7yELlNHsipRQVyUt5TIVVY8WBTXJPCTVV7LtSORYy5tUgBnYSIfsIl8uKz++d9jN3A6scByagLOu/mPwe14YMZY1qSqiNlCehfJvKxKtewrbQdpTL5TsU2CQHuM/M86HB4XLGdhwTngC464tbYTVZZzmbaMdhNu52fD2vPo3PGU2A3ErMCtFYAqAeEsOBUTKK+JVwGchcl7wCfv4bDq7/s7SJe8GAmvluX6ci5/6S7+a0QHes57gc1OIzFLV1bTFN3S/Kis0kE9vDrs7es6FSxnYfH5Byw+slcM9pwrzZV0fOV+/ntURx6dN54SAaetK9l2UQBX+8s8t1bSJ7m95r4m9uHwvwI4C+Dcb+DcqRydu8Y5QWTVwjJJzKtltbWGG1/9HSePupo+c8ez0Wkg5ogUu8gsBB3cd+Yzs8AsgDN3QQvH/TZ5D4fVfV/fwfE9pVTuSPpE6HVZoSpfcWENIn6Itc5GfvtGT1oP7MjIeS+xwW0g4hnoqvVIEAiSvaZouop0pBwL4CyAsgDKbzgHBJwylAXNRlZ9kXgUsHkmkXSUEncbfacO5qqht/DCZ6+zzW5U4Ew5VsACkhRKAZzN1Of8hjdsXytt4X9/n7g/lK9Jvlubi6yKipy4qbprEE3H2WpuZ+hbo7ih321Mmf821WaYmGeiOTa2EwCzAM7miucWwFmwqM2dA2Ils8/NgVOO4pomXZOYn6LWaeDtRe8y+IWhzFgwk9pYEwkhtu8BTimmtqSgOltUnXu/3PsfjsdCQKi5E63wvJ1AazYQsirl+ZqrjucqkCVdi7iUfqU1arV6yhq305AMqW7vCddCU3vOwHLKXlUKqQ/Hgup9XcsCOAug++qga+Y1S7seMtQ+0w32npbnKnXzlOegpV1030TzdFKurixm3LEQcAYBoQI4M5kM8vNP+0Jx4X+7XLTCtWjetdgbOJXlFPFc38NM++giB+iYmJ6N7rtoaQ9NlK9zbq3jqCivuLF7tiGRvx3O96JgOZtpBQ7nSXCgv5sEiiS9YkuqRY6eG4xs6sVW9L4gZSJpkwN9fgfL5+WD838ByOSBHhLsGCMAAAAASUVORK5CYII=)
Fonte: KNOBEL, 2023. Pág. 1857.
Considerando que a figura abaixo representa a curva de pressão intra-arterial seguida do teste de lavagem rápida, assinale a alternativa CORRETA:
Fonte: KNOBEL, 2023. Pág. 1857.