Hej hej
Om du ändrar dina data till att inte ha intervall utan istället redovisa bara lägsta siffran så kan du sedan använda Xletaupp enligt bilden nedan. Har du inte Xletaupp pga för gammal excel så kan du använda letarad istället som också har denna funktion för att hitta närmevärden, men då måste du flytta textdelen till att ligga längst till höger istället. Mig veterligen så brukar läkare hantera systoliskt och diastoliskt separat då bägge värdena är viktiga, finns det någon formel för att räkna ut någon formel för totalvärde så får du gärna återkomma, om så är fallet bör man nog ha en tredje tabell med intervall för sammanslaget blodtryck.
Mvh
Christian
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VcvXqVFTjBvHnzsGDBAixYsAAzMzNe89lSJ6JU4Xb1+5133jmrAYUSb2ZmBvPnz/fqYib4DOhERKkkZs9+JyIiosRiUCciIkoTDOpERERpgkGdiIgoTTCoExERpQkGdSIiojTBoE5ERJQmGNSJiIjSBIM6ERFRmmBQJyIiShMM6kRERGmCQZ2IiChNMKgTERGlCQZ1IiKiNMGgTkRElCYY1ImIiNIEgzoREVGaYFAnIiJKEwzqREREaYJBnYiIKE0wqBMREaUJBnUiIqI0waBORESUJhjUiYiI0gSDOhERUZpgUCciIkoTDOpERERpgkGdiIgoTTCoExERpQkGdSIiojTBoE5ERJQmGNSJiIjSBIM6ERFRmmBQJyIiShMM6kRERGmCQZ2IiChNMKgTERGlCQZ1IiKiNMGgTkRElCYY1ImIiNIEgzoREVGaYFAnIiJKEwzqREREaYJBnYiIKE0wqBMREaUJBnUiIqI0waBOFMT8+fNx/fr1RGeDiCgoBnWiIO644w589NFHic4GEVFQDOpEQSxYsABffvklbDYbW+xElNRk09PT9kRngijZ3Xbbbfjss8/w+eef49q1a4nODhGRTwzqREREaYLd70RERGmCQZ2IiChNMKgTERGlCQZ1IiKiNMGgTkRElCYY1ImIiNJEVqwSstvtkMlksUqOKCiWueBsNhu+/vWvJzoblEGmp6eRm5ub6GxkrJi11GdmZmKVFFFIWOaC4z6ieGOZSywGdUpZLHPB3bp1K9FZoAzDMpdYMQvqdjsfTEfxxTIXHCs+FG8sc4kVcVC/efOm23f+ISneWOaCY6uJ4o1lLrEiulDu5s2b+Pzzz/HVr37VOY0n2EgNo021FwNljTBuLkl0ZlJK8pS5KXRt0eLYhGtK3lod9tfmJC5LguTZR6ll6D8fx7Yx4ctddfj3tUosTmiOUgfLXGKF3VIXA7ondoVGZqrLgItlZcgbOIvhRGcmxSRXmcvDWp0RRqMRRt1a4NhrSfH35Ak2fEP/+Ti24Wd4a/NBx2fFn/Gvv/sw0dlKGSxziRVWUPcX0AH+ISMzheFBQPGjH0GRN4CzyRAFUkjSlrmpSUzkLUbi2+nsCg3bX004MrYCu//HA65pS34K/YP3JC5PKYZlLrFC7n4PFNCBJD7BJrOpYQxCgZ/n5CCnvgyqs8PYXMIu+FAlV5mbwDGtCseEb3lrdUkR1JNrH6WAv/0ZY3f9Hbvao8Ayl1ghtdSDBXSAf8hITA0PAooSx8m/ZAXKBgzomkp0rlJHcpU5Sfe7sRH3HtOiLQl6XthqonhjmUusoC31UAI6kGzjm6lgGK8dm8AEtFAdc03NG55CbRJcYJUKkrfMlWBFGWCYmgIS3F5PropPCvhvf4fCT/6MSYCt9QixzCVWwJZ6qAEd4B8ybMNnMZC3Fjqj2LozwthYhonBYbCxHprkLXPDODsA3JuT+MpZ8u6jJPXfH0D5XWex7T//6Jr2VxPU0u8UEMtcYvltqYcT0AH+IcM1fHYAeQqPcdeSFSjba8DwVC3YWA8uucqc95j6/iS4PIJdoeG6B4+s3Qkc246H2sRpK7B7szKRmUopLHOJJZueno5JH+bly5exaNGiWCRFFBKWueAGBgbw3e9+N9HZoAzyzjvvoKysLNHZyFh89julLJa54NhqonhjmUusmL16lSdYijeWueCe+j8vA/8n0bmgTHN+1apEZyFjZd24cQN2u93rMzMzE9Z0s9kMs9mc6O2hDMMyR5R8+vr6Ep2FjJU1d+7cmCRkNpuhUqlikhZRKGw2G3JzcxOdjaT24IMPch9RXPG4TKyYjakTERFRYjGoExERpQkGdSIiojTBoE5EMWfVKaDQWROdDaKM4x3Uh9ugUqmifhmFSSODTOb4RH5wW6FTKMBzAwVnhU7hKnMymQwyjcltCZPGe1pm8dxH8Tq2wjmO43HM87xC6cstqA+3qaA6uwKN0T4MyKRB1UgrLMLtbs3mfcjkUynFSylaLeJtlha0jlRBptBBPHcrO+ywd2T64z4l+6inGA1yDY9NojTiFtRLNhth3Bz7B1YrOzqghKOlJG21W3UKoeXk2YLQwAQrdAo5GoaG0CCXuZ2ciYIrgHawB+qhBuwTopZ7l7AJGlkiWq1JRFkDteSrVafw0cvh69gEHPtPWiHw/A7J7z2PY3/7Ptgx7zsvPK8QuczOmLqyAz3FDZB7dL0ra9QYMnQLB5EV3Qag9RklYNqHhuIeycNsOqBEAbSDFrSWCi2LQS0KZiWzlL6UqFEDI2O+TttKdEgfoNRTjIZ1GXaCN52EvnQp5ABg1WGdod7Zu9aDKmhM8HNshsPXcexv3wc55v3khecVIpdZu1BO2eHoAq03yF01cWUN1EMGdFsBWLthQD2qC4Tp+ipJK4AodooLfZ+23VqmVfo45ypRhBaqTAbZrqWwCEHN2m3A0JCjIi6TyVClFypDs3RsRrTv/eWF5xUip1m++r0A2kE7etRDMHRbASjxTCtg6LbC2m0A6quFWrJYc6/BSbcuPqJomHBSX4qlch+zrDqsayhGj9iKs7SiNO75SwRxTN2CVjRgnXTMQd3j9ujnQW0BZuXYjHjf+8sLzytEolkJ6ladAq6LjK0YG3G1lgqq6wHDPuwzAPXVni0oJTrsFrSW6nGSRx9FyaSpgr5UaLV5spgxJHY9AzDta8BQPDOXcAXQHm0FGhwXsRZU16NUfzJA0PN1bLr+bdXtQsh9HVHve++88LxC5OB99btKhb0DwMBeFVSqLeiaCj/RAm0zUCVenCJHQ3EPnBcdF1SjHnro4TrZunXFuS1fgOp68IIWCpGka1kmQxV6/I+ZSq77cCyrdrtoLCMUaNGs1mOXzgoUaHG0dQRVHhev+T82lejoUUMvHOfrUB9g/3kcxwH3vf9j3n9ewPMKkUA2PT1tj0VCfX19Ib/QxaSR4WSNHRl/dxFFhS+OCC6T9hHPK8khk8pcMor/E+WsOuzSq1HDA4+IYoXnFSIAQFbc11igxWBM+gaIKJBvbVmd6CzE19PAzzJtm5PYB/vfSHQWMlLWn/70J8zMzMBut2NmZsbt376m+fr304MHADje3UwUTzabLdFZICIfeGwmRtY999wTfSqDjv9xHIXiiWN3oWGLieJJ7CHisZkYfEsbERFRmmBQJyIiShMM6kRERGmCQZ2IEsr97XmB+HsTXLjphJdu9GY7fSIX96B+4Td4qO1xx+eYCZMJyhSlIZMGMplM8vhg9+nix+2kHGheJnHbD9JXxHq+WlT6ylSfCTleeer2FLVkCzhW6BSJfA1uotdPFB1JUP8j9pz9O/z75oN4a/NOPIFO/OvvPkxczihtmDQyyE7WoMfrOaImaKpGhBeMOF7sgYZ1wgk10LwMYtVBUQXXy096itEgdw/C6h7Ja0yDPk6tFKVwvWOeiNKLJKg/gGfXKrEYAHAPFIWLE5QlSjfKDj/BxnQSenUztOLD2Qu0aBbf6BdoXgaxdhswpK5xvcNcWQM1RuDzFfEhqq9XQ1/lp3Xu0TsifTGTTqGARqOQ9JqYoFHooNOIy2tgEnsD3HpWXNO8exvcthY6hRwNQ0MBn8s+Jnmme8DeG7/b4jFPczLA+r2326RxX69Vp3D1kPjtVXGuGBpfPVZEMeJnTP1DDI5N4lv/PQb3sBP5YR0b8ZomX1oadF4mKSgsBtzenibH0tIhmC2uZfRVfgKXP9Ud6BFf5CJl1UHh0TsyUiUNTEPQo1nyWlYAQw0wLLXAbrejR61HlWwXllrEnpV9zlejdkhe6WrvKUbDOl8BuwDaQQtaS4XXw/p8GY8eBhwN3nsTcFvce4EsS0eEN8z5W7/7ditr1BgydAv5t6LbALQ+o/RK124fdFVKIaxXVgX08Pn0NHt8BvXJ3x3Egbt+hmeXxDs7RORG2SEES8nbxobEd8QXQDsoDZYBWuCeyT4jDboCixlDAXtHSoXgJaVGs/AD+dJSQPx9QTXqS109Cm5vTKsK+SWtPrjWJ+ZPWsEJaVtMJ91eyVugbQ7yhj6P7VbWQD1kQLcVgLUbBvHNcB7putOjigGd4sArqE/+bif+cexB/Pv/eCAR+aEMZzH7f7N2oHnpTNkhCdz2HqhRjEJfgSOcrnnna1fHgi5a7HNlYbDqsK6h2HVdgKUViepziXpbAABKPNMKGLqtsHYbgPpq36/3daNGTxiVLqJIuQX1of98HP/4yT/gLefYOtHsKaiuR6l+l6v71KrDLn0p6qsLAs7LZCZNFfTSMXa3mSeh9xfwfXC01hvgbDfLl/rc545egShYzBgqXQoxGdO+BkRePZMMGwTKX6BtkS9FqdjSBmDV7UK4fQcF1fWAYR/2GeAqkx7pelF2wNI6giq+w51mkSuo/9WEI2MAxn7tuq2t7TdRHHxEDibhQqoqvTj+K4xtFmgx2FPsuChJJoNM3oDiHmEcMtC8TGLVQSG52KsKPZKLDj0uQKsCeuwdvgO+LwVaNKvdv8/KPld2oKe4AXLnNqgDdHcXoLoeAS6UU6Me65z5Q+tR3/kLUraOtsI5bx2a0ersOgi2fnGxatRDDz0k3e0e6fq6UK5AO4ie4gasy7jbOCheZDabLeoXoT7U9jgAvjiC4osvdAlMfLEGj8vZYdLIcLKGY+SUXOL/PnUiolRn1WGXXo3mjkRnJHl8y8e77FmhjD8GdSKicBVoMRh1HydR7GV9+OGHmJmZgd1ux8zMjNu/fU3z9W+RzWZL4KZQJmKZC85XC4oolvy1yHl8xl/WfffdF3Ui58vL0dfXx/FNiiuOqRMlNx6f8cfud6I09cH+N1jxIcowDOpERBQ1sQueFcnE4vvUiYiI0gSDOhERUZpw636f6toC7bEJ4Vse1ur2ozYnAbkiIiKisEla6sN4bVABndEIo9EI3Vrg2GvDicsZERERhUXSUi/B5v2ub1OTE8hbzGY6ERFRqvDf/V7WCCP73omIiFKGW1DPqd0PY63j31NdW6DaMgXd/lowtBMRESU/v1e/59TWo2xiEMNT8cwOERERRcoV1IfboGqTXBg3fBYDuBc5bKYTERGlBFf3e8mPsNaghUolTihDo3EzShKSLSIiIgqXZEw9B7X7jahNXF6IiIgoCnyiHBERUZpgUCciIkoTskuXLtntdjs8PzMzM17TAk03m8148MEHE709REREGStr7ty5MUnIbDbzdXsUV3zFY3DcRxRvLHOJxe53IiKiNMGgTkRElCYY1ImIiNIEgzoREVGa8BnUp7q2QKVSoY2vUyciIkoZ3kF9qgsvDiqwtiwBuSEiIqKIeQT1KXS9OAjFz/m6VSIiolTjFtSnul7EoOLnqGVEJyIiSjmuoD7VhReP3Yt6RnQiIqKU5HpL29QkJjCAvaoB19wBFS6u1WE/Az0REVHSk7xPfTOMxs3Or8NtKpxdYcRmvlCdiIgoJfA+dSIiojSR5W9GyWYj2EgnIiJKHWypExERpQkGdSIiojQhu3Tpkt1ut8PzMzMz4zUt0HSz2YzJmQcSvT2UIr5525+iTuPSrftikJPkxX1E8RarMlf3/a/EIDcUiay5c+fGJCGz2Yyety/HJC1Kf4+VAo/86IcR//7V115P+/LGfUTxFosyBwC5ubmxyhKFye+FckSzzm5PdA6SH/cRxRvLXEpjUKeE4bkjOO4jijeWudTGoE4JY+fZIyjuI4o3lrnUxqvfKWHs9sg/SeF796HveQWe+57Hv4MtG4a47qMI8xjVemZpv1HkUv64zHCSlvoUurZocWxCMresEcZwnxN7z704vGUxFnvNuIYT+8/j0IfhZ7JivQJNiybxRMtFXAj/55Sk7IjtWWCJchkOVMx3fHlvFD848nHYaSSirAVaZ0z3ka9j86PYbGuy7TeKXKyPS4ovr+73ssYon/f+4UU89vRFAHdgY9MDWAMedOTbjEfVfu++553/vvXll/iv//ovfHHzC9z84gvs27c3cGLfuw8HKuZj6NggdvwBWKK8Dxvv+TiiSmRE/j0d+S0AACAASURBVPAn/OAPsU82pvtIMHnqj3jM9DmAb+C554twoAmOY3SWtiGgRKyTApqNMkfxE/8xdY/WgniCcbSyILTmHSebxadGMXR/EdYsBIDFOPD8YudJm1KfZ3fdM1uexp6WvfivmzedJ40vvvgCOp0uaNfekkXz3L5fMP0JF7wqltLvn2BV0wNC2QKGjv0Rkz94wHdZ+9596Ft7lzNtV1CUEJZx/EZYjzPtQeyQLiseA+9N4sSixQHLdyz3kbePsePYN9C3djH+6XsXsQPSbXAcg6Xioh957MMk328UudktczTbvIL6wF4VxJevRt1q9yQclJPHBvHYH8TvD+C5y4PYYZrEUEUR1vzTvcDlxSjFJ2gxfYxTpo8xwW62tGSf8T4jND3zDJr/72Z89tlnuPnFTbz88ss+l/N0QSg/pWsV6FsrDvV8jtPvXsOairuw6p6LuPDhPCxeCEye+gRQFmLNwk/Q8vSfcEpM5A+D3mXtnntxeO1dHpVPocz6ycsSX2k7x4S/gee2LMbijybxxJGLuICLAct3LPeRTx9ewyTuwuJFdwDSW9rvuY5/e1rYxu/d5wz8/7YoNfYbRW7WyxzNKsmFcjmo3W+E0Sh8GsswsLcNw7Fc2z3zsRhwnHifV6BPaLEvXnQHgI/xb6euAQsXY813gKFjkgOb0pK/i23+decufHblCtrbXw7jgpyPsePpQTxx6hqA+VizRYHDyjscwR7zsWb1N4DvfQOluIahP36OC5evA7gLTUEuwlrywF1YLPwGAC788RNMQiyzvgVKu3RtkaPCGmIgiu0+CsOH8/BPzwvHqaS1nSr7jSKXsDJHMeH/6veSFSjDRUxNxX6lQ8cG8YOnXR+vLjkEPvgpPczY7X4/Bw8dDjjfnwum8/jB06MYArB40TwAH+P/fQ/Ad76B5+6/C/joE5z+EI6x3Kf/iBMfOSqZh5UxLG8B0h46NYlJ3IWm9d8IKanZ2EduhIr25GX3Y7BivRBEnx7ED459EtK2RS2G+40iN+tljmaV/6A+fBYDuBc5OTFc24fXMAmg9H4fB+Y99+JfKuZj8tQf0fIesLiiEBvvkcxfOB/5McwKJZ49iv88LVEuc7XunIHqOgDg1LufALgLpd8BJt/9BBcgXkj3OQ61SCsAAklZc7Qe52OxUBY9W6C+BEz78kUcfw/AdxaHVL5juY+8fQPPrb0L+GgS/xZgPFp6vUKq7DeK3OyWOZptkqA+jDaVCirxsxdoNG6O7TvVP7yIx459AnynyNGt97wCfc8vw8Z7gIrVi7EYn+C46XOcemMSk2KXKVwn5WBdfpRaYnk/7AXTJCAd1nlv1NUD9IdJnPgIgLQ72PQxFm9RoO95oUUq3P7mVdb+8Cc8ceqac8jIcYV94Fsz/aUtOnVk1DEk8E/3Yomvdc7SPhItrnhAOPaKUPreKH7go0vbcQw68nTgfmAyyLYl236jyM1GmaP4kU1PT8fkT9HX14eO/++e4AsSAXis9G+oWl0R8e973jiFw0P/LcSlU/P2yvjuI6LYlLlLt+7Dz+sLYpgrCgcfE0sJE7ea/fcctz9NnvokZQK6iK0fijeWudTGoE4JY+qN0/0NKfyAk7jtIyIBy1xqk126dMlut9vh+ZmZmfGaFmi62WzG5MwDid4eIiJKsLrvfyXRWchYWXPnzo1JQmazGdUrFsUkLSIiSk3dZy8jNzc30dnIWHxLGxERUZpgUCciIkoTcQ/qA1uzUZSbjUcOp9p1yERERMktzkG9F6dgxKjtPJRR31zUi+25WufLZzzZDldEWHEInG70Zjt9IiLKVF5BfbhN8lQ5VaQvdPEXuCpRARWKcpfBhCUhpHMBR+sqcHQiokzEQKLXTxTEaS2KcrOdH/aA0axjmUtqbvepD7epsBeNMBpj+nBYN2W/vILRX85a8kQZpBfb17+PbWeuYF0egIl2PLJSg6PlpxzfiWKOZS7ZuT37/exAGRpj+gJ1qV5sl9TuinLdW8DiWLvzU6fF9rpl2H1uGLtXZqOorh02H6mOH64IrcboUbvcftrPvK3dwsQLOOq1fkfLffvWCuf6Bra6r9d2uAJFW3t9rNNXi9+xT9zyQhSq09048Wij62SatwmbHh2GqZ8tJ5olLHNJzxXUp6ZwMe8iDNKXurTF8m3qldhpu4JR8XPk29j9lBCoJ9rRProHvbYrGLUZsQYl2PaCDjs7z2Pb8hJsO3MFo52b4H3n4yswocOR3pk9wHMa313lE+14RKhdisuOrReDrKvmOWq7gl75+zgBAFiCdT7XP4wTaMSo7QpefWwJyio34PzrbwgVjgt463Vgm6bSK91Rm2dNthfbc1XAkSvYuSp2e5kyh238fa9pufLZ62UjYplLfu5j6hP3ot5ohNFohNHYiLKBvYhlXLdJWtVF61+JQYobsOkxYWxeqDFeGPex2PgozvurXZ7uxonldXhImJf7WCPWBFxniRC0BauqseZcJ96aADDxBkwQ0vJI190reJwBnYiIYizA1e8lWFEWwzVNtKPpuW/joM3VWl4mzssrQOG5Z1GZm42iXBXGdnTEZXymMD+Ui/WCqcRPdwCm/guw9XcCP1zto0fB0wYcPLIBJ9bzKniKLZsllr1rRMGxzCUXV1DPKYEibwBnxb/PVBcMA3lYnBOjNY2P4vzyImfAG+h4FufFeae7MbbjvLNr/tXHQg22r6BdHM+eaEf78RIsyfexWH4Rlh3f6+qaly6bX4RlYksbgO3wXqH7PXS55XXA6234zeuAsnyJa52SdL2s0qF3x/t43M+1AkTB5JbX+SzXzjJIFGMsc8lPcvV7Dmp/vhZbtCqohClljUbURhzUX8HjuWIXewm2nTmFg0XZqMx91jHp0Q2ubu78ImD9MhQ95/r1miNXsHPVEjz0Q6ByZTZ2L9+DXq9x9Q1QQoOiXEdNZNmO875b+Hmb8OqRURStzMZuSfqOZTehZUenYx0Alu0wYtty8WI5z/Wv9r2peauhxLPYjT3olXTxS9MV94E0f7mPncJBSzaaDq8OoyJDJAhYrolmActc0pNNT0/H5O25fX19uL/ET9ALYmBrNtrl512B7bQWRb3VGP1lZeAfJpGBrdk4VckxciLKbN1nL+Pn9QWJzkbGSopnv5dp9gDPLZNcRAccTKGA7uiC2oAKBnQiIkqgrOCLxEHeJrxq25ToXEQubxNe5cA4ERElWNaNGzdgt9u9PjMzM2FNBxzdLkRElNlsNrZyEiVr7ty5MUnIbDZzHIXiymazITc3+A2EmYz7iOLtRYOVZS6BkmJMnYiIiKLHoE5ERJQmGNSJiIjSREYFdatOAYXOGsKSJmhkGpiiTie8dKM32+kTEVEycwX14TbX29mcnzZE9lRfEzQyGWQKHaxu05Ip4FihUygQUWxOi/VTyjBpIJPJhI9HmXGbJ4uwsknkzaSRScqW5NzNMpfUXEG9ZLPwdjbh01gGlK1A5C/VK0UpGrAveaI4Ueqx6qCoAnrE20d7itEgF0+wJmiqRtBqEeZZWoGGdawoUtRMGhmq0CO5bbkDSscclrkk56f7fQpdhgGUrYjuPbn19Wroq/y0zj1qexrnQo4WrEajkNQCTdAodNBppLVGoTfArabomuazVQPpOuRoGBpCg9yzR8FlTKcIrTbqd1s85mlOBli/93abNO7rteoUkImJB2q9SfaFhpWqlGbtNmBIXSOcUAEoa6DGCMasAEwnoVc3QyveSVqgRbN6CIZunmEpGiac1KvR06H0MYtlLtn5DurDr+EY1uJH0cV0oLoDPWo9dnlGHKsOCo/a3kiVNDANQY9m2O12DIqlZ6gBhqUW2O129Kj1qJLtwlKLWFPcJ1QclOiQPhSnpxgN63wF7AJoBy1oLS115GFQC+877PUw4Gjw2mjAbXGv1VqWjkAfcP3u262sUWPI0C3k34puA9D6jNIrXbt90HWQQVivrAroscPXcUmpo6CwGNCflFSM5VhaOgSzBbCOjXgtL19aGs/sUTqyjmGkdAS7pA0koXXAMpf8fAR1oZVeX4tYvHVV+Yw06AosZgwFrO2VCsFLSo1m4QfypaWA+PuCatSXCi0XCK1ZsSBW6aPIuWt9Yv7MFh+LBdoW00noS+tR7UymGeqA6/TYbmUN1EMGdFsBWLthgJCWR7ru9KhiQE8fyg6hEiueYOVoGCrFUnmiM0ZpbagYzc4GUg/U+ir2+qUI76A+/BqOTZQhyp53lwItmtV67NKNBV20uDDKJ9JZdVjXUOwaf7S0IlF1yKi3BQCgxDOtgKHbCmu3Aaiv9tGj4EmNnp4Awx6UcpQd0kcy90CNYvgrXhbzUHwzRxlAiZoArRGWueTiFdSHzw4gb+2PorhAzpujtd4AZ7tZvhSl+l2u7myrDrv0MWh9WMwYKl0KMRnTvgZEXtwkwwaB8hdoW+RLUSq2tAFYdbsQbt9BQXU9YNiHfQagXmyae6TrRdkBS+sIqvxcK0Cpy6Spgl4YYy+orvdZ9up9d+EQhaagGvWlepwUWwWScxrLXPJzD+pTXTAMlKG+NhYd7xIFWjSr3b8P9hQ7LhKTySCTN6C4x3NcOALKDvQUN0AudFVWQR2gu7sA1fUIcKGcGvVY58wfWo/6zl+gbSnQ4mgrnPPWoRmtzq6DYOsXF6tGPfTQQ9Ld7pGurwvlCrSD6CluwDpelprarDooJGObVeiBXRxXma3jiDJcAbRHWzFS5fucxjKX3GTT09P2WCTU19cHlUoVi6TIg0kjw8kajpF74stKguM+onh70WDly70SKKOeKJeSrDrs0qtRw4BORERBZCU6AxREgRaDMelLISKidCe7dOmS3S69t1v4zMzMeE0LNN1sNmNy5oFEbw8RESVY3fe/kugsZKysuXPnxiQhs9mM6hWLYpIWERGlpu6zl3kdRwJxTJ2IiChNMKgTERGlCQZ1IiKiNJFCQb0X23O1GEiCddkOV+CRwxdinm704rmPiIgo2bgH9eE2qFQq52dL11SEyV7A0bpsFOW6Ps4geFqLorp22NCL7bkVODoR3QY4hZ3uBRyti+H6w5bo9VPSOa1FUW42tp/2Pb0oN1so437mSY8zomgEKlcsc0lNEtSH0bb3ItbqjDAajTDq1gLHXsNwxEmXYNuZKxi1OT6vPrbEMXmVDqOdm5CLSuy0ncK6vCi3QDRb6RLFwcDWbBT1VuPgo55zerH9pSL02q5g1HYe2/Asmpwn0V5sX/++6zg7swd4TsOKIkXJV7lqE3oAWeaSXfy73z1qea5WiaPlun1rRcDa3/jhCh+/DZSucMKUzCuq02J73TLsPjeM3St9tH58rCtgbTTAut3mbe2WbKvn+r23f2Cr+3pthytQtLXXxzp9tfh7sd1Xq4+SUtkvr2D0l5U+5lRiZ+cmOG4QWoKHfih51dLpbpx4tNFVgc3bhE2PDsPUz5YTzRKWuaQnCeol2KxTYFArdL9rJ1Fv3BzF29qEgCUNdBPteMSjlje2XhqQhnECje4tezevYLfFMX/0yAacWC+MHwdKd6Id7aN7hJaOEWtQgm0v6LCz8zy2LRd6E5wnTfd1mdARvDYacJvca7W98vdxAgCwBOt8rt99+8sqN+D8628IFY4LeOt1YJum0ivdUa+eiV5sz1UBR65g56qw/3CUtC7grdeHUZjvODZs4+97LZErj+X7FSkzVWLnmTqYxPP3ylFssulQBpa5VODWUp8aHsQEytCoW4s8DGBvW+Sd757d7ztXARgfxfmAtbwSIWj5swEHxdbMqmqsEScHTTcSG7BJrFgI6V0Y97FYoHWf7saJ5XV4SJiX+1ijK88+eWz/qmqsOdeJtyYATLwBE4S0PNJ19woeZ0BPS7bDGuwuMvLvSrPO1t+J89iAg2f2YBleweNiDyElPVdQH26DdlABnXEzSnJqsd+ow9qLexFVXA+R2PKYlXTzClB47llU5majKFeFsR0dcRlvj802VeKnOwBT/wXY+juBH6720aPgaQMOSnsxKC3YDleg8vU69PrsopcsZ4nDAUvp7bTWUdZsOpTlbcKrtvPYNqryO5THMpdcAoypT2Ey1hc/5Bdh2fG9rm7siXa0Hy/BkvxZTPd0N8Z2nPe+YC+oV9AujmcHymegdecXYZnY0gZgO7xX6H4PXW55HfB6G37zOqAsX+JapyRdL6t06N3xPh73c60ApZaBrdmotDR6DRPlltf5LHvOckIUExdw4ZzjXyxzyc/1lraSzWg8q4JWdcw5KW+tDvtjOVyStwmvHhlF0cps7BYmrTlyJfqWc8B0i4D1y1D0nGvxNUeuYOeqJXjoh0DlymzsXr4HvV7j6hughAZFuY5a6LId533nM+C6N6FlR6djHQCW7TBi23LxYjnP9a/2s22rocSz2I096JV08UvTdQx1uI+r5z52Cgct2Wg6vDqMigwlysDWbDx+XPhyPBsnxL8p2tF+HABUKBLnYwMOiq2o2TieKLOt0uFgbzYqc591Tlq24zxeXQUALHPJTjY9PR2TF3v29fXh/hI/gSmBBrZmo11+3hXYTmtR1Fvt50rj5DSwNRunKjlGTkTJr/vsZfy8viDR2chYKfREuciUafYAzy1z3f61Hq6L7VLBRDvaj29ABQM6EREFkRV8kRSXtwmv2jYlOheRy9uEVzkwTkREIci6ceMG7Ha712dmZias6YCj24WIiDKbzcaWSKJkzZ07NyYJmc1mjqNQXNlsNuTmBr/JL5NxH1G8vWiwsswlUNqPqRMREWUKBnUiIqI0waBORESUJpIyqFt1Cih0Vj9zTdDINDCFPJ2IiCgzuAf14TbHG9pUKqhUW9A1FWmyVugUMshkCnjHZhM0MhlkkgBs0sgg06RyOLZCp/C1reFL/X1BETNpIJPJ4O/Pb9UpvOcLvxE//ivDRGFwK1ce5zaWuaTmCupTXdiyF2g0GmE0GmFsvBfHtG2I/FH9pVCrAUO3xx/cdBL60lKUSiYpO+ywdygjXlM64b7ITCaNDLKTNehR+1nAqsM6Qz1a3eaboKkaQatFuLXU0go0rItJ5ZIymFUHRRXQI96y3FOMBrnYCGOZS3bOoD41PIiJshWu96eXrEAZLmIq4tY6sLSmHmjYJ+kSt0K3awStzfVuywXubod7zVBzMuA6x4TWjLRFY9K41yatOoXQGnZ02eskv/FazrlecSscrXKNRiEsb4JOIUfD0BAa5DLIFDpYPfPs1rryXqe05RV0X1BaClyZs0K3zoD6o1oUSiebTkKvboZWvJO0QItm9ZB3RZooDNZuA4bUNXCWRmUN1BjBmBUscynAGdRzcu4FBs5KWuY5WJw3gckogjrk1agv1eOkMx52w4B6VMvDScS9ZmhZOgK932X1aDA3C7VLNfRVjtqlskaNIUO3I9jCim4D0PqM0vkbA44KD9HpQbFY6xRaRhahttqDKknwHYIejvUMapXQDlrQWlrqyOOgFgVWHRQetdmRKmkXlu98Evli1a2Dof6o60QqTh8b8VpWvrTUaxpROAoKiwH9Sck5SY6lpUMwW1jmUoGr+71kMxrLBrDXOaauxbGJPCzOiSb5Amib1dALUd20rwHFzVqE9Yga00noS+tRLfyoQNsMfz2UgBo9YmtHWeNaTlkD9ZAB3Va4KhYFrt80O8+WStSohcLbbcDQUAPkQmu6Sg+MjIlRuVRSKfDBYsZQwNqsn3wSebLqsK6hWFJGiWaZsgM9aj2qnD2NcjQMlWJpWI0xShS3Z7+XbDbCuFn8Now21VnkRBXU4QhaVbugewYw69Wo6QAQ954aJZ5p3YV13VZUwwDUHw2tYqHu8dElGnnmiwsLAFgi/j1lIIsZQ9CjSibpn9LLMNJqwVGfiw8BS+OWO0pTjuEg8ZsJGtlJFPo5abLMJRe/t7QNt+3FgHSMPWKO1m+DvAojrc8g7EvA5EtRKrayAVh1uwJ0v/tXUF0PGPZhnwGor5aWTj126ZyJY5feUSMtqK5HqVsXVJh51u9ydbdL0iUKi7LD7R0LPWpA3WPHoLZAKKPe5cy9fBNFx6Spgl4YY2eZS36ulvpUF7Zoj2FC/F7WCOPm6EM6ACifaUWp3hDZH75Ai6OtBsjlMjQAKG3tQWtp4IvlfKdTjXo0oAGtsLhlQ416rINMNuT41mMXus21ONqqgFwmE5YrRatl0GtcU0gc1fVw5LG0FZZBLQZ7zJAJeXZPl8ibSeMY4gEA6GXQByxvggKWM5oFVh0U8gYMid+lPZYsc0lPNj09bY9FQn19fVCpVLFIataYNDKcrLHD1aPu6FaqsXeE34NACceXlQTHfUTx9qLBypd7JVBSPlFuVlh12KVXo4bRm4iI0lRW8EXSRIEWg159Ekp02BnliYgoPcguXbpkl16II35mZma8pgWabjabMTnzQKK3h4iIEqzu+19JdBYyVtbcuXNjkpDZbEb1ikUxSYuIiFJT99nLvI4jgTJnTJ2IiCjNMagTERGliaQJ6gNbs1GUm41HDl9IdFaIiIhSUpIE9V6cghGjtvNQIrygbjtcEWVFoBfbc7UYiCIFIiKiZOAI6sNtUKlUaPN8ebowXfxs6Qr1lW0XcLQuG0W5FTg64TmvF9tzs1HkFkgrUQEVinKXwYQlHulI0/D87m1gazaKtvaGmM9EC749oUqt7SafTmtRlJuN7ae9Z4k9WUWex47wG/HDni4Ki78yF6hcscwltTnDbSqozq5AY5nnrGG07b2ItTojjEYjjLq1wLEXEXJcRwnWPAqY+j3+4Ke7cWJ5CZZ5LF32yysYtV3Bq48tQTTKfnkFo7+sjCqNVJSp250uBrZmo6i3Ggcf9T3vcRgxarsifHRwHK692L7+fWw7I0w/swd4ThOTSiKlP/9lLlC5YplLdnMcb2bz8Yz34bMYKKtHrfiWtpxa1JdNYHA49BesL6msA55rk7TIL+DoS+9j25N1kqXElrv4EVuuF3C0bhl2nxvG7pXZKKrTYrvb93bYfKzTszvevYXj/3fjhyucy4i11oGt7rVQ2+EKoTXs6LI/KvmN13Li+pytZ0erfPvWCmH5Xo/tE/LlUQt21aC91ymtXUc/DEGJ5L9S1otTxzfgoK95p7tx4tFGrMsTvudtwqZHh70r0kQ++C1zgcoVy1zS8zumPjV10WtazuI8H0sGkL8ayuWv4JQYfCbegAl1eChfulAldjpbIFcweuTb2P1UO2xYgnWd57FteYmjVtipw06375sQ9E7IiXa0j+5Br+0KRm1GrEEJtr3g63evYLelUVj/BpxY7+jeLKvcgPOvvyFUAi7grdeBbZpK529M6BDybUShWFudaEfT63XCOq/gIFSS4DuME2gUeiQqPbZvE3In2vGIRy14bL20e953PimNTVgxtvx9tEsrpkJF0Tb+vtfiufLYvISJMlegcsUyl/xm+UK5JVj35Aac6HWchAY6nkXhk95B1a1lu/6V2c2ST5KW0KpqrBEnr6rGmnOdeGsCrgpJnus3m5xDBZWoeHQYF8YBW38nzp97FpXC9jx+HBgbF2uxJZJKgQ/jozgfsBbsJ5+U3s59G5ucFV8j1hxX+Rx3JyIKK6hPTUYwcLKqGmuO78XRCUc3YsUqj/kT7Wh67ts4aHO1Tj3H2yOWV4BCZ4BVYWxHhytghqQSP93huC7A1t8J/HB18N4BAHhUOv4Z/XUChfnR/Z7SSSUqfIy7i2wWz6tdiaIXqFyxzCUXv0E9p0SBvAGD68K4qS4YBvKgKMnx9xM/HK3Y3StVGNuxGV7X442P4vzyImewHOh4FufDXINfp7sxtuN8VME1t7wOeL0Nv3kdUJZLf/8K2sUx7Il2tB8vwZJ8x/LLjndH1i2eX4Rlx/e6utsl6VKGyvMcwvIsa97lxb2cEoUnULlimUt+WcNtKuwVI9CACgPIw1rdftTm1GJ/4yRUWhWOCbPLGo2uC+fCUKbZg2XHO33/4VfpcLA3G5W5zzq+P7pB0q28BA/9EKhcmY3dy/egt3OT1/eA8ouA9ctQ9Jxr0pojV7DTs7cgkLzVUOJZ7MYe9Lq18jdACQ2Kcoed6Tp6ATahZUcFKnOzheVKsO3MKT89BN7b9+qRURStzMZuSX7D612gVDSw1TFUAwA4no0TznKzBOte2INHVmajSJgtLWssLxQp/2UuULlimUt2sunpaa8Xkkair68P95esjkVSMTOwNRvt8vOuFvppLYp6q8O+9WtgazZOVUorA73YntuNCuetRUREBDhe6PLz+oJEZyNjJckT5WZHmWYP8NwyyUV48H1rUCAT7Wj3dS0AERFRkknrljoREcUXW+qJlXXjxg3Y7Xavz8zMTFjTAccfk4iIMpvN5usRXxQPWXPnzo1JQmazmbUziiubzYbc3JBuMsxY3EcUby8arCxzCZTWY+pERESZhEGdiIgoTSRVUDdpZJDJZFDorInOChERUcpJoqBuwkn0wG63oB6WsH6nkWlgmrV8ERERpQZHUB9ug0qlQpuvR/gGmheA2OoOveWtRA2qIJPJYYA8vJUljBU6hQKx6FgwaWSQaVg1yWgmDWQyGbyKgTDd5/EUaB5RMP7KXKB5LHNJbc5wmwqqsyvQ6OPRaIHmBWTSoGqkFRbhdrdm876QWtLKDsfyg9rMu4pe2WGHvUOZ6GxQgpg0MshO1qBH7TUHmqoRtFqE20ctrUCDeDz5mrcuJpVMSn/+y1y45ZFlLpnMKdlshHGz7/fhBpoXDmVHB5RwFBRprc6qUwitUxM0kpqfTCZt/TpawxqNImCtcEyncP5erFkGXp8GOslvvJYT8+KspnrmwwSdQo6GoSE0yGWQKXSwOlbqVot11XK91ymtAVt1CtZ4M1hElTrTSejVzXDWgQu0aFYPwdDNckTBBSpzfuexzCW92RlTV3agp7gBco9gqaxRY8jQ7Qh+sKLbALQ+owSgRIf0YTY9xWhYJwRJAMAQ9GgO0IrXo8HcLPxWpREvwwAABqpJREFUDX2VY4zd//ocvzHgqLDOHhSLtU2rDusM9c5ehh5USYKvNB9KaActaC0tddRaB7UosOqg8KjFjlRJKyi+80nknxIdlnoY5EJFUW5Gs91RSbaOjXgtLV9aGv8sUsZgmUt+s3ahnKMr3YJ6g9zV8lbWQD1kQLcVgLUbBtSjWojRbq3jKr1HaqWSYOyLGj1irVJZA2ePUYD1AWo0OysIStSoh2C2ANZuA4aGHBUSmUyGKj0wMiZG5SD5sJgxFLAW6yefRAFYuw0Ygho9llaUQo8qXntBRH7M8tXvBdAO2tHjDGyO4GnotsLabQDqq1EAOFrHDcXosbtauLGp+ynxTCu81xeMusftEbjRjvEXF2beNQIUIyYN5IZ6WOwdUBZoMWi3oHWkyveFTQAs5qH45o8yHstccpmVoG7VKSQnHSvGRlyBTflMK2DYh30GoF5sNlvMGCpd6rzm3bSvAbEqJgXV9d7rAwDosUvsF7fqsEtfiqVyx/Kl+pORdYvLl6JUv8vV3S5Jlyg2LBDPoY6y6l3e3Ms5UeywzCW/rOE2FfYOCN8GVBhAHtbq9qM2x3H1u795gRRomwGZDDJxgroHdrHXuqAa9WhAA1phcfZ+d6DnpAxyWYOwvDp2XdO+1udYCeqxDjLZkJBFu9BtrsXRVgXkMjH3pWi1DMJ3Y70A1fWAXC5DQ2krLINaDPaYIZPL0ODcdLuf3xK5mDSOoR4AgF4GvVjuPI8NAKWtFgwqAYDljSLnt8wVBJrHMpfsYvrqVZVKFYukYs6kkeFkjR2uizlN0MhOoka44IhSE19WEhz3EcXbiwYrX+6VQEn0RLlZYtVhl16NGkZvIiJKc1mJzsCsK9Bi0KsvQokOO6M8ERGlF9mlS5fs0iu9xc/MzIzXtEDTzWYzJmceSPT2EBFRgtV9/yuJzkLGypo7d25MEjKbzahesSgmaRERUWrqPnuZ13EkUPqPqRMREWUIBnUiIqI0waBORESUJhjUiYiI0oQjqA+3QaVSoW3YY64wXaVSQbWlC1Pxzx9RRrAdrkBRbrbwqcDRCcnM01rJvGw8cvhCaPOIAmCZS09zhttUUJ1dgcYyz1nDaDMshs5ohNGow1ocw4tdDOtEsdeL37xeh17bFYzarqB3B7C7o9c5b/v697HtjGPe6Jk9wHMa4QQcaB5RICxz6WpOyWYjjJtLfMwqweb9tXA85j0HJYq8+OaMKGNUYmfnJog3Adksw1gmX+L4crobJx5txDrx8MvbhE2PDsPUfyHwPKKAWObSVYhj6lMYHpzAvTlB3uRCRBGRdoU+DiNefcxxgrWNv++1bK68JOg8omBY5tJTSEF9qutFHLu3ET4b9EQUtdzHTjm6M21X0Cvfi6K6dtgSnSlKayxz6SloUJ/q2gLtoAI6RnSiuMh9rBFrznXiLT/jlDaL5xWtoc0j8odlLn0EDOrDbSpoJ+thdI6tE1HMndaiaGuv5Hs3TuDbyM8DcsvrsOz4XteFSBPtaD9eAmX5koDziAJimUtbst6dFfa9A9JJeVir249adGGL9hjcK25laDRuhq82e19fH+4vWT2beSVKUxdwtG4Zdp8Tv2/AQZsOzhtSTmtRtP4V59JrjlzBzlUhzCPyK/ZlTtt8GgBQ+cOlfJ96Asmmp6e9XkwaCQZ1IqLMxaCeHNL/fepERDRrxGBOyYGPiSUiIkoTskuXLtntdjs8PzMzM17TAk03m82YnHkg0dtDREQJVvf9ryQ6Cxkra+7cuTFJyGw2cxyF4spmsyE3Nzf4ghmM+4jijWUusdj9TkRElCYY1ImIiNIEgzoREVGaYFAnIiJKE46gPtwGlUqFNo9H+E51bYFKpRI+W8DXqRMRESWvOcNtKqjOrkBjmeesYbw2qIDOaITRaIRuLXDsNT64n4iIKFlllWw2wghguM1zVgk273d9m5qcQN5ivtaFiIgoWQV8TOxU1xZojwmvdClrhLGWQZ2IiChZBQzqObX7Yax1/HuqawtUW6ag42tYiYiIklLIV7/n1NajbGIQw7xYjoiIKCn5D+rDbVBJL4cfPosB3IscNtOJiIiSUtZwmwp7B4RvAyoMIA9rdftRW/IjrDVooVKJi5ah0bgZJQnKKBEREQXmuPp9s69ZOajdb0RtvHNEREREEeET5YiIiNIEgzoREVGakF26dMlut9vh+ZmZmfGaFmi62WzGgw8+mOjtISIiylhZc+fOjUlCZrMZubm5MUmLKBQ2m41lLgjuI4o3lrnEYvc7ERFRmmBQJyIiShP/P2lGow6HjszEAAAAAElFTkSuQmCC)