Circulatiepomp
Wat is een circulatiepomp?
Een circulatiepomp wordt ook wel vloerverwarming circulatiepomp, circulatiepomp centrale vloerverwarming of cv circulatiepomp genoemd. De circulatiepomp is het hart van het (vloer)verwarmingssysteem en zorgt ervoor dat tapwater door de vloerverwarmingsbuizen gestuwd wordt en dat de juiste hoeveelheid warm water naar de gewenste plek gevoerd wordt.
Hoe werkt een circulatiepomp
De UPM3 circulatiepomp van Grundfos zorgt ervoor dat te warm water vanuit het primaire systeem wordt vermengd met afgekoeld water uit de vloerverwarming om zo tot de juiste mengtemperatuur te komen. Een keerklep voorkomt dat warm water vanuit het primaire systeem direct in de retour terecht kan komen. Het water uit het primaire systeem wordt direct in het secundaire systeem gebruikt voor het verwarmen van de ruimten door middel van de verschillende groepen. Het water dat door de warmtebron aan deze verdeler wordt aangeleverd mag maximaal 90 graden Celsius zijn. De maximale werkdruk is 6 Bar.
De temperatuur bij een mengverdeler wordt bepaald door de vooraf ingestelde temperatuur op het thermostatisch regelventiel. Het unieke is dat de UPM3 pomp vanuit haar eigen interne regeling kan moduleren op contant drukverschil, maar optimaal functioneert als deze direct vanuit de WTH UMR2 regeling wordt aangestuurd waardoor het systeem slimmer en energiezuiniger is.
De WTH UMR2 regeling is als enige verkrijgbare regeling voorzien van een pomp en ventiel kick. Als de vloerverwarmingsinstallatie 24 uur niet actief is geweest, dan worden 1x per 24 uur automatisch alle kleppen open gestuurd en de pomp geactiveerd. Dit voorkomt vast zitten van de kranen en vast zitten van de circulatiepomp.
De UPM3 circulatiepomp van Grundfos is een energiezuinige A-label pomp die voldoet aan de Europese richtlijn voor de EuP voor 2015.
Specificaties
Productcategorie
Beschikbaarheid
Productspecificaties
De Grundfos UMP3 circulatiepomp is er in twee versies, de 25-70, met een 1" aansluiting en een opvoerhoogte van 7m en de 25-70, en met een 1,5" aansluiting en een opvoerhoogte van 7m. De pompen zijn uitgevoerd met een 130 mm huis, voor toepassing in onze modulaire verdelers. Voor het vervangen van een pomp met een 180mm aansluiting is een pas-stuk (artikelnummer J1061) beschikbaar in combinatie met de 130mm pomp.
Eigenschappen en functies
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O4dWgafT59iue/0GOMtS9BNw8xT/NTXn7mO4xW2HPT05qtvT7kqX+8zcddlnPCO5rUjHgC9o+h2+dP8dRnxgyat4PDY5vygfJDeUtzLtsv+BMb48GRmfp8/8zzfNx+ChZ+ccSpToWRU0wkEslfJFJiJZLGkLolthk/vKaUWMPfl9jV6hL7Ik2H7X5QYkc3f47nnn2Ol975lM++/IqvvviYd19+Rvn7/hIfdxjJwpNBxITdxHO9Cc0/f5u3tMdhbqJN+48+o02PIUxd0IeWX37LVxoTmNyjGc0/eE4psQvqlNgckmMCcdo4CnP9H/n47bd47wcjRm+ywyMqSVnnkSKr/rNqn7NJi7mB/YYRdGv6Hm9+1AaThVZcClO26X+afeM78s0nn/FVCz269eqNSftv+PCV53nxux7MtrhE5F1/bl5zwumCPfbKZPbCRTdu3okkLiWT3Oxobp9eyIBfPuHDn3oz18qT4ERleUEi7vun0eOTp3jji46Y7/EnIDKe5AvzMW/zLk+92ZEBi88QlyAlViJpaPlrlVhl/dSsXNJuWbK210e88MpPdBizlwt7R2L47as8+5U5C8/cJT3gGJtM3+dvr3zJL2OP4xORSp7qe8yurGJC+1d46i0NdAfMZqPph7z10nO8+GV7tI37MHCQGQatvuQNZR9f+6EPC5yjiUpWSqycYiKRSP4ikRIrkTSGPCyxR8e2eFBiN15KUH+fanZuRs2NnYyVEvvSS/ysujtxUE2JHdXsH7zw4qu892NHOukY0KVLV4xM+zF44mI22VzBJzaHzChfvNZ157fP3uZN7TksmjSEgc0/4vPvfqRlm+94/+OmtB6+jRVDNGnzwbN8bryAzc6J6ku+CoqLyMtMJtznChfP7mP1UA2avvMqn+tMYLV9mPqmm6obMD0shClk5GSREunB+TWDMPzpXd78uDWGk3Zy6kY4cemZpMcEcevScQ4dtOTwKSeuuF7F2WYu5m0/4umnv2PojA3cuLCDRX110W7fmtZt2tFGfxwrrK8RlJ5PbpQLJ+dq8cMHn/Fjny2cvBFBckYG2XkpeFrOpPfnT/H6F+0ZuCdAKbGqI7FzGNjqLZ56W5NBy84/KLH1/xtIJJInmb9ciU1OzSQ/zQfbNT34+bV3+bCpKaN7/sTnb73J1/23YhWYT9Htw0pBVUrsi5/z4/Cj+MRkUFRaTO6VlYxv+yJPvdMZg0Hz2KyU2DdeeoFXfupCb/MxTJk8lmED+9BdvzvmU9Zx2DuO2KTUh3fDk0gkkkYeKbESSeOIqsQmRfpyeko7mr75FK90nMpK+xgyC4ooq8glMegEi7U/4YPnXqP5mL2cCctVl9gRTf/Gy+9+S4fxe7E8fRFn5yu4qK5hvRvDPeXveGpWHtnRt/FUSuyvn77NG9rz2LZ5MQt6/sh7LzzHC88/z6ufadB3/Wm2TdKvLbGL2HEllCCP81hu28WuQ5e4Ha+UxKIcgg6Op+fXT/H3rwwYss2H8Nia60vvl9iUjCxSozyxXz8Yw6Yf80kTQwYvO8G18HRyS0soLsghPsAV+4Mb2b7nMGe8E0jNzqEo8SSr+/zCS099zJCxi/E8t5GZxu1o/fOP/PBjU35sN4yFR64SnJ1PnOsBlhp8zPufNKf72ku4hyk/v/Q0MnMzCTixhOFNn+alT1pgusWXO8r+xdtMpGfTl3jqcyNGbaq9JlbGP4mkQeWvV2KTU8nKTyXo/GrGNn+LF154hw/efYFn32hBv40OeGeWU+BjyebeH/PU06/yZqsxbLL1IjDMnyvrB6D1/lP87euejFlzCOtJzfjgxRd5o8NUNpxwI8j/Ese3zWX84InM23oWz6i6NyiQSCSSxh8psRJJ40hqRjapccFcX29Ku4+e4al3O2I6Zx+213246XOJc7snYPTlqzz3zJcYLLDhakK+usQO+1F1Y6dfMFzhwo3QJNJUhVL1d1t1Hanyz9TM3PolVmseu08exGKqDt/+Q/WVOs/x9s/mLDp1EcvZ+rR+Xymx3Zawxy0Al4NT6PrFh3zcxJQpu8/i5OqE5cyutHz9KV74qQcTDgcQGX+/xCqvmZJKZkoo7gdn0P/X13ju+bf5pP1gZqzfg+UxG6ysbXH2C+f2xZ0sMPxEfQS40zgLrBycuWo9m0Et3+GpfzRh8Kx9hPq5c/nEESz372Xv3n3sPaQ891YYSblJ3Dy+kP7fvsFH35sw48xNAu6lkZaWRnqWUpCv7WKx4Xu8+Opn/DpoEwdPnOKA8l5/e+vvvKq6O/GpYBLkgIVE0uDSKEtsQcoljsxspz6t99UfhrPldkRtia1ZR/UpYnqQLZYTWvH+31UD7jM8/+t4NtgHklRUQo63UmLNPufpp5/h2be+o5WROSNG9kXvp3d48W+v8n3vFRzxDuLmidn0Upa9/PLnNO86mLGjeqDd5D1eea8NxrOt8IhLJDlNvjtMIpH8dSIlViJpHElJVeY9yTFEOq9nkv53vKnMaV547zua6RhjbNCBlkqBff4fr/DGTwNZaO1OeF4+/jaLGfD5U/ztjW/QWqKU2LAUMtLTHjkyqpTYqFu4r9Tnu7ef59k209nmeBW79YPo9LJqTvUKH+ov57CLK8dna/Czsuwd3blsdY8j8PJOZut8xnuvvMo737emQ8dm/PDBqzz73Ee0Ml/FIZ844mu/rqbmZp1pJHrsYpHpt7yijDeqMeepp/7Bcy++yItKnn++CUYLj3Hx5gUOzdDhuzde4oW3vuXX9h1p88P7vPniS7zddgRLjnkTn5BI0r144uPiiFMl/p5SPtPIzQ3AcUt/WrzwMu/+MoKNLoGEpyolVlXa07KU9+rC6WU9aP7+q7z81pf83OJXvn3/FV548Us0JuzgVICy3eSarwV69L+BRCJ5cmmEJTaTvBRXTq/qTbMPv+RX/dkcDIgiNuP+DZaUgTg9j6KcINwtR9LuJWWwfup1fhxpyXm/ZHIKC8m+YcnGXp/y7Etv8UFzXbRb/8qv333KB+99yg/ao1ls7UVEWgaJdz2UQXsEJq2+48vPPuPzzz7mo89/puOgZey5GkasaiCWayQkEslfKFJiJZLGkto5SFwArocWMsbgN7795AM+/OhjPv7ofT54/xO+adOT0RvO4Xonnoz8HILOb2Kq5od800ybgZs9uB2eTLrqw/g6BS0lPYesGH98dg5Bt8WP/NBzJQevhXL79GomKc/98Lt2GMw5zfXbt7m4ti+Gv3ymFNQ17PNQ5l9x/lw/PJ8Ruj/z7Wcf8cEH7/PeJz/SuvccNp+/xd17NfutKszqr01MTyH41FImG37PJx8o2/5QyUeqf77P+++r0po+S49xNT6O4KsHWTVEk+ZfK3OxDz5Qtv0Z37Trz6Tt9nhEJKpvEKW+1vZBVO8rg7zMmzjuGIHOt7/RtvcKbHyU+ZvqtWvXychI4K67FZvH6tH6W9W23+PdD7+leY+5bFH2OSJJtR0Z+ySShpZGVmJVSSEtOZpwf3euOFzE+bovIfEJdU7rTSIpOZ3sVF9cDoyg7UvP8NwrLTHfc41bCdlk5+aTpZTYDabv8/QrX9B08Dasbayw3rud7XuOcfbKLYKjEtSfDqYmJxAfehPPiyc5smcLmzZtZ88xW5x97nA3/tH9kkgkksYf1bgrJVYiaSxR/k4qBfReRBB+7o6cs9rLzk3rWb9hCzv223D2sie3w2KIT1QKnlJW4yMC1XfwvXTlOl5BMcQl/ME2VV9VkxhHbPANXK9e5rKHP6HRicSHB3HL1RHHy9dw84skNi6OqAAP3JyduOoVwJ0Y1fiRxL2oIG662HHy4E62bd3JHqvzOHkGEhajKpqPvlYycSG38b52EUdHR5ycnNT/vB8Hhyt4+IYSlZRCUnwUId7OXDi+j13btrJjnzWnL3rhFxZLwj8dm1Tf5x9LRNANrl26wlXPAO7GJijzxIfrpKQq274XTdgtF5yO72f39u3sOnSaC27+yj4r88FH91kikTSINMISq0rNp2eq6xnSHpzOqxrIU8lIDMDr0nEslk5kuO5nvPrsy7zZZiq7XUJIyMoiI1tVYg+yvvs7PPXyl/w2/iTeobEkx0cTHXtPKcPKdu+fVqO8vuq7xtJSlDIbE0l4eBQx95JqCq5M5iQSyV8wUmIlksYWZc6imqukqYpeDFHhd7l7N4IoVVlTFVLlsQdFTPXntHT1/OlfzmPqzrNUz1c/t+Za0vvzpJrXrTk1t+Y1avYlVSmzCbFRREREExOfVHO97f251aNR72PNdlXjTN2o9/P+a6nXqymcURGq96fM2ZJr52z/omj+fs74+8drtq38/CIjiY67/7P7J/sskUieeBppib0/4NQdYFSDWDq5GW6cWDGAjm8+z/NPP81LX+sxaNMlbkYlkZGhrJ+llFifY2zt+yWvftCUDtPOcjM8iZzsDPUpNb8bsJR9UA/IqlNP1P9UolpWdx2JRCL5i0RKrETSCPNgrvL71C94D9f7V8Xv/gf5D+Y8dV/j/nMfXUeduvtyf+5U9/FHUne7f5C6487DuV/dxx/Z3h/lD/ezfupuW3297P+wrkQiefJptCX2j6O6tuEOHmd2sHz8GMZNmsfynae5EhzHvZQ00pSBLiUtg7RwH1ytN7Fy3Xb22voSHpeE6hPMfzVY/X8NlBKJRNKIIyVWImnkUZWvBvJ39b82b/pvvj8Z5ySSRpG/WIlVohowkxJIiI8nLl51R7mawfz3BTVJWe/RZRKJRPJ/O1JiJRKJRCKRNPT89UqsEtXzVDcwqDkt5I8KrKrY1j4ukzKJRCJ5ECmxEolEIpFIGnr+kiVWIpFIJH8uUmIlEolEIpE09EiJlUgkEsmDSImVSCQSiUTS0CMlViKRSCQPIiVWIpFIJBJJQ4+UWIlEIpE8iJRYiUQikUgkDT1SYiUSiUTyIFJiJRKJRCKRNPRIiZVIJBLJg0iJlUgkEolE0tDTIEvsunXr1MtKSkooLi6WSCQSyWOKatxVWbFihXo8btOmDYmJiZSXl8uYLJFIJBKJpEFExcXFhXfeeefJl9hmzZqpJ01DhgzBwcGB06dPc+rUKYlEIpE8pqjGXUdHRwYMGKAej7/77jssLS05e/asjMkSiUQikUgaRFRzFdUH7qoC++qrr6q745/1H5fY5s2bqydNzz77LC+//DIvvfSSRCKRSJ5AVOOwajx+5pln/vBxiUQikUgkkieZ559/Xj1Xef3119Wl9s/6j0us6tor1Y68+OKLvP3227z55psSiUQiecxRjb+qcVg1Hv/973/njTfeUF9z8kfrSiQSiUQikTzuqOYqqiOwf/vb3558ib1/OvH48eO5efMmrq6uXLt2TSKRSCSPKapx99atW4waNUo9Hv/000/Y2tri7u4uY7JEIpFIJJIGEdVcZceOHbz22mtP/nTi+zd22rp1a+1SIYQQT4LqBnuq8bh9+/bk5ubWLhVCCCGEaBi8vb159913G87dibds2VK7VAghxJOwdu1aKbFCCCGEaLBu3LjRsErs5s2ba5cKIYR4EtasWaMej9u1a0dWVlbtUiGEEEKIhsHT01NKrBBCiIekxAohhBCiIZMSK4QQoh4psUIIIYRoyKTECiGEqEdKrBBCCCEaMimxQggh6pESK4QQQoiGTEqsEEKIeqTECiGEEKIhkxIrhBCiHimxQgghhGjIpMQKIYSoR0qsEEIIIRoyKbFCCCHqkRIrhPjfVU5pSSnl1bV//P9SSXlJCSUlZcq//VtPFEL8H9AISmwllbl3ueV8EVffe6SW1C6up5KcCE9cXDwJjs2pXfZfUJVF0h1v3K4HEV9YQnHOXbwdLuEelERmRe06QgjRyEmJFeIJq8ghKdiNy2etOXr4KFZnnfEKTyO37lyjJJWoW1ewP3GMI8dOYXf9DjFZZbUP1ipJIfqWM3bHj3LE+hwXfSJILFI9UElVbgR+15xx84sjuVC99iMqyIny5vr1GwTHZD6skVVlFN/zxe2iPRdvRpOUV1X7wKNKyInzw+38YSw2LmfJosUsW7ebIxeU7aUWK1v/F7ICcHG6zCWfGPKr/qDEFqeREOqDq/MlnJycuOjkgONFZ5y9w0nKKand32JyYm/hamuD1TEbTl+8QZDyZstqN1eeEUXwjetc94slq6SC+u8kj5S73nhev0lIcimllbWLhRANQiMoseWUxZ1imVELNMy3ciK0vHZ5HeXROMw1pHPXCWxyTKxd+F9QcRPbxeYYGczDKjaDtKhTrB0ymoUHbxBSXLuOEEI0clJihXhyqkvSib62l+Wje2NiqIeujg7aWl3oNWkzhz3uka/Us/LCeILOrmGmuSmGOrro6uqg33MsC/ZdJTizoqbAlaUSaruBeUNN6aJsQ0tDE4N+01lxKpiUkmKK4s6yxkwD/WGbsfJTbfURpdE4LemJYY8pbLSNfPB4lfLaftv7Y/jbV3xjsoaDXmm/L6RVBaTdPsHOWeaY6GihrdsFIyMDdDu1o52mKUNWneJ6dC4lv3vR+6oodlvHzGkLWWQVRG7l71esDDnJzhn90NHpQjcTU3qYGNOtZ3/6zzuGa3iWsr+l5AbbY7lgMD276KGj1Rltwz4MX3UGt+h8VHU/39OChf0N6DL5MD6phY+8jxCc1g+ip/4IljmmkVlau1gI0SA0itOJqwvvYj+1I7+0HsDME+HKsFRXhdJhjzCr8290GrSFs9F1B7oKykqKKCopf+TTtTqqyyktVtb5Hz5iqy4vobhEebz0Bmfm9qRT2wnsjcglJysEj9PncL4dT3p5FZXl5ZTXDrTq5xSXPvi07/dU+1ZMiXrErKa6Uinr5XLCjBDiyZMSK8STUkm2vxUbBnSgnfEUVh67gru3G5f2TqOfpjbdJh7gWnouCbcOschEky5DlrDlrBs33E6xZawRBsYjWWSfRGFZAblBh1jQywDjYUvZYeuOm9025iqFTcd0DgcCMsjIuovTvC606zSI2cf8qf83vYzSKGsWGLVHb/hmjt9RH75VVJEf48yuga3Qaf8j7zbpx+S97sTUbX/KvKoo0pbNw3TR6NyHUWtOcMkvkvh7UYS4WbFlnAGtf9Nh8BZnfDP+ydyrKo/A3SMZM3U5W65l/MFcqoo0+wWMMNVHx3wB2/fu58D+PezZZ8lB21tEZpQoc8ebnFo8iG76A5m+x5GrV89xaPlgumj0Yso+N+6WQ57bVmZ0bUu7YXvwSCmg/mGSQGyXmaDbpi9zzieTWqD8TIoKKSwooKA2hYWFFBWXUFJaTmW1zOCEeJwaxzWx1cVkXJiBSbP2dJ17Br+6Z8uUZxNrNRKd5oYM3eZKrLqtVlFRkEz0zYvYnbTG6oQ9LgHxpBbVLYmVlObdI8zDgfPHrbA+c4Ubd1PIVcroA1XF5N3zw8PxNDZnXPC9dYLdk03p1G4S+yJVJTaYa8dP4XQrnuzyLGJve+B61YfQ+DvcuHSWkzansXUPIy67TBncarep2rf8FKJ8nLA7dZJTF28RFuyDp6srV26rPmEVQognS0qsEE9KPuFOK5li3JWhm9zxTyqlqrqK6jwXLEZro2s4gx3uMYRcsmDRqJmst/cnQn0mWBlBByfSR1eHftt8SUmJImDfcPS1BjHzkDtRxaoPy1PxOTyLIbp6DLXwIzY9h0yn+QzooEWPecfxylF9pF6rLJPYE5Po1tGUUVudH55tVp1KlMNKhnQ2YPTiSfTQ0abH+J2cjSh78Nzqwnvc3jkEvVZ6DFh+ErfEQkofPJjNvZuWLOylh8nUA9iH5P3hh/fVpUHYTDVn4qK92MVX/sGBiAL8dg6mdy9zJu/xJOpeMimpaaRn5ZBbWEaFstECz01MNe2K4bg9XFP2obyqiIyws6w266As28m5iHJy3bYx07g9HUYewOd3h1pDcVjZE/12A1hgF0+8MrfzvHAK60OHsLQ8zOGjRzl6+CAHDp3gzNU7JOWX/cF+CiH+WxrPjZ0yHVht0oL23ReyN/jhR37lOX5Yj2pNK+N57HBLVw8gpQle2K4ZTi+DLnTrZYaZaRd0DfozacclfDNUz6qiKN4Vm0WD6WVsQs++A+hraohh78ksP36bRNWIWplLsvtuFg42xtC4Bz37mDFkoAFtf/yVZh2mYRmTSWqENUv7mDNzrzfRBWE4b5nFwM7dGDZ+IGaDBjGglyE6Wt0ZscGJmyk1w3R5qi8XN47CrKuhsm996d2jF8P6d0HDaCTjtlwlQb2WEEI8OVJihXhSyslLDiXghjdB94ooud+Kyj04OEabzvqT2OSRSUZyHBF3okjMK605elh4F/tlvTHQMmWCdQyJMX6cn6lFG9N57Lse/+AIY+aNAyzu0wHtqacJTcxTFlxkywANtHsvYrdP/oMbL5Vn3ubUJG00e8xn25V73L8dSXWaDxeW9ETDeBa7nZ2xWtgDA6NRzD9xl/za5xYnubB3cGt+1ZnC5otR3D+Ge191qVKQ/W7gExBNUu4j1/CqKe8p/gSLBo9jzlZHQv7oXiiVkZyfY0wP08FM2XKKU9ZW2Jy9jMfdDIrUP7NqIg+PV+aB3Ri08TpptT+A6oIoLszVp1OvOVi4pikldjuzuren4/A9eCTnU1ZVRdWDqI7EmqLfwZzF9tFE3bnIoRUzmTh8OMNHjGLMuKH0M2pPy1YG9F5wHv+UQuSyWSEen8ZTYsnAc5UpWh16MfpgWO2gWESe/27GtGmF8YIzuGUrI2hVNN57J9CjrQbdpu/g0DlHnM4fZM1QHdprDlafjpyZE4bb9pEY6ZgxccNRzjpf47rjPpYM7oKh2Wx2K003N94Zy9Gd6WAwmtnbT+DgbMuxFeboffYRX7SfjmVsGslB2xjVrAN9V14lNC+Qs7P1+fHtnzGYtBlLWycczynb7NGMn/WnsOGKqj2nEHxiHgM6aWIyYzsHzjrgdHIri/r8wvvvtqDLXFti1O9LCCGeHCmxQjQk+cQ5LWGoRicMRu/GOan84bWblTF4Hl7NnH5atPy1HYZjd+KUWE52nDv7h7WmvfkGTt5Kr11ZKZjBp9k0XIP2Q3cTGJerLMnk1uaBGOr2Z9xeX9LVRbSQHN+9TNXRoNfCE1xJuP9q5aTfVOY1Jh0xnHkG99gcMpyV/dLVx3SODTdVm1P2LCfyCPN1m9B6wHZO+itF+d9VkUfm5cUMG7GItSeDUW+2HqWl5l9h+6BW/PRZU9qZjmbc2OGY9+5G9wEzWGcbQkJeLre3DqSboTLPOxhI/v23UJzCjQ296GQ0jm0Xosj1sGCR0Xd88bMWvYaNZvzEiUyszeRJ/ejS7DO+b9mfefaJJKbGE3bLHdcrV3Bxv4b9nukM6vAd37Q2Z+HpIBIK5JIwIR6nRlRilcrqvYbRyqCqM+YI/qqPu4rjCdozgHatB7LobCjZqpXiTrN1SCeaas/i0J0citUjShk57qsY1r4d+pMPYXf9JGtMvueb9sNYuPeMUlCvcu3KWXaO0+CXnzQZuPY84ReXMaR5K0xXOnMzs+aztdKo46zv2Zqm7aZyMCaNJFWJbf6wxJ6ersVvP5gywy6ZPNXrVmVzZ2tP2rTtwySrCEoyXDgyWZ9ftaZzwD+DQtU61bmE7R+Ozs9t0Zt9nnqX9AohxBMgJVaIhiKH2Guqo4Ud6NhtGhscI6mdktQoj+D6obUsMO9CB2Ue1br7bHa6xxEXfomd5q3RGL6NM34P/w6XhZ1n+ygt2g/YjH90zbc5FN/azCQjfYwnHMCjQJm6FMUSoMxL9DSHsPiUPw86bFkMPgcmYNKhG5Ot/AnPLoOUC2wcoKns20y23lCeTDFZdy2Y3rEpGiOU+dYfHkb9n1UVJnFr00AGz9zF4RvZf1AMq6jO9sBm2URGDpvB4t0nsHW6wImdC5jQtQOdzFZwyCcA+/X96G40kGnHwuqU2FR8t/VDw3AUW2zDyKktsZ/91Anj/uYMVR1lVWckY0b1QOvnT/iuhRmz7VJJr3sDz0wfTi/qi5FeH8btdCEos+yR62mFEP9tjarEKi2Wg2P06Kw3CYuoEorinTkwsCVtBu/GNqzm/vBlHpuZbtyOlqOsCK074BQ5sqF3R/TN5rN07xbGt3qPr9v2YOCICUyZPIlJkyczrr8+HbQHMnP5Tnz3j0T3R2Om20bx8H7Hvpxf1B/dDlM5FJ2qlNjtjGrRkX6rVCXWn5PTjNDsOJ4ddyprPyUtJvnYcLQ7KoPc0RBS7xxjhVk7fhtiiV9WneHOay3juxmhN+uclFghxBMnJVaIBqDkHoHn1jDFpDOaRmNZdvI2MaqeWE8h2cnxxITc5MrOCfTV0MRw8kHOeTqwZWgbNIZt5oxvZu26UHrnHNtGatJu0Db8o9Qf/ataLEcmdcOw+1R2BuaRFXmZA8o62sN2cNo/88FR37L4S1iObMEX739Pe7NRjJ0xi7mzhtCl6bu8/mFn+m30JoNSsqOsWKD3M+0G7+JswB/c6aOqmrK8TDKycskvffR61ypKM3ywHNWHSRvPcjWp/qM1lIlSeQ4pUWHcjUoirfZ+J1UFEdzcNRT9lt2ZcNCRvcsGYGLcn6lHQii4P+UqTuPW5j50MhzDFrtwctx2MLd7K1r0WIjlZXd8/P3x9/PHzz+IsKCTbB6jRUfVjZ1sU0i/f8lsUSRu20bRS8+YgcvO4plU+vDIuBDisWlcJZYiwg6OpZ+eKaP3uRN4eTVD2moy1OImYbUDe6n7BqZ3bUuL0ceJqPtpZelFNvXqgE6feSzas5FRLT+mSbdZrN11gKNHLDl46AgH92xjw9ZjODqex+/gCDp/Z8h0+zhSajehulOd44pB6HWY9k9KrAnampPZE16pvnU71YUkKiVWp5NSYo+FkBJ8lOW92vDr4MME5NfZuZvrmWzSFb2ZUmKFEE+elFghnqzKvAi8jy1klJEOemaz2GgfTML9D+YrCsiJDycoJJ60ut++kOzI/uG6tO0yi/VOF9k1XpP2/Vdh7fNwFlPgb82aAe3pOOYQgbH3T/VV5lZHJjG4Wz/G776El91qRul0YeQONwIy7m+9mFindUzq9A0/te6CUc9+9B8wgAEDBzKwe2t+/Pwn2vTdyMX0CnIS3Tk4rDW/6c9ip2vi768TrUgj6Mx2Nu4+w9XQjJr50gMF5IYcZkbvcSw/5kHEHx7erKIyJ4Gou9HEZRTWOQKaQ/qVxQxorcOgTRfYv2YkPY37MNriNnn3W2ZJEteWdaWjyRR2XE5Q39hJfZR7RO01sbWr1VBdE9sD/Xb9mGuXTpbqjZQlEWw1k0F6unSfsg/7sEefI4R4XBpZiVWGrlBLVg7rg0H3Maxb2Js2OjPZfyvl4V19o46zaWAHfuw8i6N3c5RhV6WEbPeVDGnTCq3xBzjlcowlxt/zg/Fyjt9KIL+yiqqyLMKvHMZixyHsbgYSdWkpg375FaOlTnil1QziZfdOs6V/e35tNxXLGNU1sdsZXafEnpjaXV1iLcIrfldixxy+Q0HqFSzHadNEYzoHA9Nr9q0yl/CDIzH4rR36c2ylxAohnjgpsUI8OZVFsfhaz2OogTZGI1Zj6RZFWt2mVBxDkM0SRg9doD51+MHf0IRzbBuoSSvDhezz9MFxnRmddEez4lwoNXW1khj7ZYzR7YDpqivcrbPRirAjrBkzCNOeI1k6qw8aXWdj4R5L1v0OWxqA/bI+6LTtyVQrf+7cSycjI4OMzGzy7l1m/0Q92rbpw2y7ZDIz4wmwGIJOC136Lz+tzKHq7nwJqX5HWNStFW3NlmPplVz/NNzSROLOz6Hf0NXsuxJJzTl2j1B9NWLwcTbOmM3CfVe5c/+M5ap4gg+OQq+FCRMsPfCwXc7o7l3pNvsUD74hKN0diyHt0BqyGqvAwgc3duowYh9ev/ue2GDsV6hKbH8WXFDea24Gcc6bmdHHCNOJ2zkd+PurdYUQj0+jK7FKi8Vp03gMPnyf39q1ot1Me/xS69wWvSISt12j6dqsPd1n7MHmigeezkfYMLwzzVqbMUkpk5nZgTiv7U2HZjr0XaCU2us+3HQ5zKqhemibTGKDq1KKY104MlaDtjqDmbbjPC5eVzm7wRydD9/i4xaT2K+6JjZgM8OatqLnMmdCcn2xntCFju3GsePuwxKbcNicTq1NGGbhSykp+NvMonfbTpjO3I21sxseDntY2ucX3nu7OV3m2cmNnYQQT5yUWCGekOpi4q9tYZLGt3z5sxEjV+zByv4Sl52vcNnJCZfbkSRmJBJuv5QhGp3oOtmCEzfCiY0J4OqOcfTqpEXXGae4nZJEgut6pbDq0E0pXDY+0UQHnGPXBGN0dIay3CmW1LqXXFWGcmnrFEy++YTf2ram0/QzeMYW1F6PWkXRLQvmG7elpckKTkbl1x4guC+fEKup9G7xK50mWHEzOYvs8DOsH9SZ9h1MGbrCCoeb4URFhxNw5RDrR+vT9jcdBqm+uSGtfm2sSA3AeXkf+s61wi4495/cKKmCyvgzbDDXo7PxRJadvk1ETBRBl3ezpG9n2pksYp9HPAXJF9k7sRudu4xm2Tl/QsNu43pwKmaddDFfY8/NHMi9vokpBi1oOXg37sm//57Yc4uN6NyyH/PPRxHqdpBFps1poswlx244rfy3COJOcBCBAXcIjUgks6Rc7k4sxGPU+EqsMpgmumxnSsv3+LKZKdPs47l/6/QaVZTEe2G/aSIDjXTR0tBAo7MOut1HMMviErdSVUNMObmRLlgvHU5fQx00lHU0NTXRNBrOjF2XCMiuoroqjzRfGzZN6kM3rU501NSje39jtNp0pLPuXKzi0km5Y8GkjroMWe/K3fxAzsw2o6vBTPZHPiyxScfHYaQ3kIkHb6P6dVCechunrRMY2FULTQ0tZb8GMapHW5r+ok3X+fbEqp4nhBBPkJRYIZ6Q8nC89o5E6/N3efu9L/mhWStat2tLW6VYtvjlZ3SHr+LAzXxyEm7htH4EvbU16WxgTLeuOmi270y3sRs46pNKfnUVlXmhXN06jr56yhxH1wD9zu1o17kPozY44p9W/MhRR2VudW0XszS+4IfWpkw+E078g8OgBYRYz2CQso0+K5yJyPv9Ob7ld5T50oBOtDaaxT7/LHJKckn0PMjaMd2VeVNr2nTQQku7M53aKO9HswdDV57EJSK79uabD+VEXmHf2H5M33ddma/90fWwtcpTuHNmJVN7dlbmZ/oYdTNEX7Mjmt3Gsvj4bcJzlLledR6xzttZMECHTpq6GBgoP6MOmnQZvYUTt5LVRTzfcxfzemujM/4gN1IfLbF3cFjTD1ODcaw85Yv73gkY/fYJ73z4DT82b6/MLTsrc8f2tGmlh8nQdZyMzKDmVllCiMehEZZYZezKiSfkugMXr97iblb5I4OOorqE/JQwfN0v42hni639RZw9g4hKK3x47UJVMTlxQdxyvYSD7XnO2zly2SOIiJQ6g1hFDkmhPrhdssfW1kHZhgce7l54eYRwr6iUkrwYAt088Y3IoKAil6Q7Pnh5BhNXUKX8OlCppCTRX1l2m8B7eVSW5ymvGYyPhyuuLhdxcrzIJdcbuGwdgpGWASbLrvDwRvhCCPFkSIkV4gmpzCEtwgeXC/bY2Srzl/PK/OTcOc4pOXPqFA6uvoSlVVJVWUZBYhA+TjZY7trGli272W/jiHtIAhml1bVHMMspTL6jrGPFwZ2b2LR1L4ftvNTzkdI/6IequVWY5yUuX7tFaEZJnXXKyIrxw9vNC9/oHEor/+D4aHEq8f7uuLj5EZ5ZRplqlbIMEsNucPXsEfZt3cDatRvYtOswpy55E5SQR9HvDltWUpgWiscZW9zCksn4fVeupzw3nvAbFzh1aBfbtmxjx/4T2LkHE5Nd+uD7bisLkonyceL0we1sVdbZdcSeKwEJZBbXvHhFVgwhNz3wDIgju7Sidu52Xx6pEbfw9gzkbkKW8t/lJtcvX3jkv8sZTp2yw+GqH1E5JQ/nmEKI/7pGWWIbrZJQfA4vZuyYNRwLyK758vCyCJzm6tK2fS/GHo6QAVAI8cRJiRWikagsJj8rndT0HPJL/snJrBVF5GWlkZaZR+H9dvc4VZRQoNrHlHQycotrCu4fqqKyXLWvSsEte7RQ/jMVlBZkkZ6WQVbeP7tLsLJOfibp6ZlkF1XIKb9C/EVIiX2cKlMIs13FaD0N9MxGMGbqdKaM6UfXznr0mbkfx+g61/YKIcQTIiVWCCGEEA2ZlNjHrCzzLjdObGTpjLGMHDaMYaOnMHvDcS4Fp3D/5nlCCPEkSYkVQgghREMmJfaxq6aqvJjC/ByyMjLIzMmjQHVHu/+/82aEEOK/TkqsEEIIIRoyKbFCCCHqkRIrhBBCiIZMSqwQQoh6pMQKIYQQoiGTEiuEEKIeKbFCCCGEaMikxAohhKhHSqwQQgghGjIpsUIIIeqREiuEEEKIhkxKrBBCiHqkxAohhBCiIZMSK4QQoh4psUIIIYRoyBpcid29e3ftUiGEEE/Cli1b1ONxx44dqaioqF0qhBBCCNEwBAYG8v777zecEjt79mxCQkIkEolE8gQSGhrKtGnT1OPxr7/+ipeX1x+uJ5FIJBKJRPIkopqrWFlZ8cYbbzz5Etu8eXP1pOmdd97hu+++45tvvpFIJBLJY87333/P22+/rR6Pn3/+eb766iu+/fbbP1xXIpFIJBKJ5HFHNVf55JNP1HOV1157DUdHx9pW+e/7j0tsixYt1Dvyt7/9jb///e8888wzEolEInnMUY2/qnH4/nj89NNP/+F6EolEIpFIJE8iqrmKan6imqu8/vrrT7bE3j8SO2DAAM6ePcuxY8ckEolE8phz7tw5zMzM1OOx6tNOCwsLbGxs/nBdiUQikUgkkscd1Vxl8eLF6lOJVUdiHRwcalvlv+9/7ZpY1Q1FhBBCPDlr165Vj8equxNnZ2fXLhVCCCGEaBhU9+xoUHcn3rp1a+1SIYQQT8K6devU43H79u3Jzc2tXSqEEEII0TB4e3vL98QKIYR4SL4nVgghhBANWYP7nlgpsUII8WRJiRVCCCFEQyYlVgghRD1SYoUQQgjRkEmJFUIIUY+UWCGEEEI0ZFJihRBC1CMlVgghhBANmZRYIYQQ9UiJFUIIIURDJiVWCCFEPVJihRBCCNGQSYkVQghRj5RYIYQQQjRkUmKFEELUIyVWCCGEEA2ZlFghhBD1SIkVQgghREMmJVYIIUQ9UmKFEEII0ZBJiRVCCFGPlFghhBBCNGRSYoUQQtQjJVYIIYQQDZmUWCGEEPVIiRVCCCFEQyYlVgghRD1SYoUQQgjRkDXKElucHIT78X0cOnGNoOwKKmqXP16VVBSmExOdRFZ+ae2yP6OEBO/znD3jgFtkYe0yIYR4cqTECiHqKkkMwMPJFnvPCDJKKqiqXV4jk5hbl3CwvYZfcgXFRXnE3zjHqcN7sXT0JTTl0TmS8uySWPwunebwvjNc9osnn3LyU4O5ftKSfds3sXHDetavr8mGjVvYvs8GO49QEgqrH3ltIcT/VY2wxOYTdm4F/b94g8+amTDdKYGs8tqHHqfybO65WLBo/Uk8I3JqF/4ZRQQdncfMGcvY45ZZu0wIIZ4cKbFCiLoyrm5iiqkOXaZb459ZTGXt8hqBnF/Wm246I1njVkx6ajROczRo9cmLvNZmMmsdYiipXVOtupSSOxbMMPiJt15pR/81F4mlgBjPLYxv+y3fN2lN+856GHTpQpcuBnTR06Jjuw50Np3I8pP+xOaVSZEVQjTCElvkzvElQ2jzwZe06/Ar7WfY4Zf2T1psVQmFedlk5+RTVPdwbVUF5aXFFJVVK3+opqI4n9zcQkpVf3xUdRnF+Tnk5BVRVrtI/ZzE29jN1ePXrrPZeSlC2ZYyKKu2WVhC+YPRtZqqctWyYkrUC6uoKFXWK1YNwJWUFBVSpLz2Pd9LXHRy4WacMsxXVyrrKM8prdlIVWkBebkFlNT/jfFAdVkhecq+1axeSanyWqUV1corCyHEnyMlVghRV/qlNYzWb0uncYe4nfFoifXl1LyuaLcdwBKXYlKTIrCf1pqmn77A069rMnzDJcIfTqCUDptOhOUwTH99i6f+3ooeyy4QTT7hV1YwvFUTNIZvw9LWDR8fHyXeeHtc5tSGifTv0JKWpss5HpxCvkxyhPg/r9GV2EKPDcw0645en6lsnG5AM82p7PZJpaDugFZZTH5SCLcun8L64F4sLPZzyNYDv7gcilVlLz+BKG8HrB29CbzpgvOZI+yzsOTEJV/uphfXnJ5cXUFJdjQBLuc4cWgf+w4c48wVX8IzlDJbUUjytd0s6PYt7/7UlYFzrfAO9+emhxPnz3kQll9V8ymhUoDzQ505d84Zt7vZyoJckoLcuWBtz3UvR86csuL4ZW9cbK04ddoe12iljBelkXjbkeMOXvjdvI6r3TH2WxzA+oI3wSl1inRlAVmRN3A+fYi9e49xzvU6bh5XcThxkVuJSmmWAV4I8SdJiRVC1JV+eS1ju7RHc8JhfH9XYv04vcAY3faDWHZNKbGJ4VyY3YkWnVry7Ye/0Gv8Ns5GV9Q+p5rSDD9OTOxCX81vePNTffqscKwtscsY2b4V3RdfwTfxkYMTcZc4NqYzTZsPZvm1KFL+yQf7Qoj/OxpZiU3DY2N/jDv3ZZq1N3628+jTrD0Dtt7gTm7tKsowmRl4ml0Te9DV2IxBw0cx0twUvY4aGE/dh120Ui/TfLi8rh/tu/ajf08zhg0bgnkvfTQ6mjBstR2BSgMsywjk0rphmPXoQ98hIxllrhRnrW4MWXEO74QMIs4tYZTGp7z+WRt0Bm3CyeM4e5aNYcDAlZxKqKwpwlWFJJyYRt/+U1h6JkpZcA+/4wvo3UILI9Nu9Bk+lKErDrJ2ghkjR01jvWsxZN3Be8dgOhv3o49JH4ar9q1PF7Q6dqX/Ahu8cpRfAdWFZHrvY/FgY/S7mNKrnxn9zXugq6WPkcE4tt3MIrvmQK4QQvzbpMQKIer6t0psQhh2s7Vp3W0ofbXaYtpvMssvxKPMcBT5pAccZqaJMo8b2IlmrbthtsKBqAcltiVG8x3xii6gtLSUsrIyysvLyA88wea+bWjSbhxbbsSRrt6WEOL/ssZVYlMvsHGANh27L+ZkahX50RfY0usXmplt4vSd2utSqyLx2DWB3pqmjN3lwKUbt7nl5cCesRo07zSIGWeSqEp158zElnz4lQZ9Fh3mjIsXt6/vZW6PVrTVn4ZFcAZJfnuY3bkN3Wfs56jzbQJ9zrBtxmCGjl3FsaAiMu84sX9kS75sP5xFh33ITXdk9zgjNLWmcyC6EvVniFX5xO4fRCfNAUw8HKYsiMVrd39avf8DncbsxOqiOz4h/thM18PAoB9znAohww+X+Z34/Is2dJ1hgY3zDfw8DrN8UEfadRrGGs9cspM9sZmkh1bXsczZbc/1W+44HZzD4Baf8fn3PVjolkGmlFghxJ8kJVYIUde/V2JDsZ2lQ2vTmayeYc6IXgMYvPYSqmMIFMYQaDWN3gMWsm1OP7ppdVdK7AUilRIbeW0NI1p8y2+6w5kwd4V6HFq7dg2rlsxkfG8t2rfSosf8U3gl5D+hG3oKIRqSRlRiq5UOO4v+GhoYTLUhqKiKwmRfri7rwi9NTZh+IpgU1Sm01RnE+V7DydGLkMwicrNTuRfqwcmZ2vzU1IBBFncoTnXj5Pj2fNliJBs8k8hVF74kLi81Qqd9b+ZeSiDB14Ipzb/gt66TmGdhh6tvIH63vLjhHUBUXjUVGSFcmteZJkYLsfRW3ZDJg4NjuqLR+fclVqPz/RIbjfv2vnT4pjOjrKJIUt+wLxvXZUbo6fWtLbG+OM/V4pufB7DIKYIM9W+KTDy2DsCorSETrIOJvL6JMW3a0mOJLe5pNUN5ZdY1rKfq0PynnixyTSdDSqwQ4k+SEiuEqOvfLbHnZ2jTynQuB45tYd2IXvQcvhmHjGpyYq9zfGZvBi6y4fy2qfTX7kaf5fY1JdZ1LSOafc73LQzp3m8oI4aYYdzxZ777ugktDUcy1+I8V8MyKCyX66WEEI2qxMbiOF+Ppm++xcfNuzFs7ATGjhhA306f89rz7/Pb5BO4qlssSkkN4vqxzaycO5XJU6YyRcn47r/w6Y+GDN4dQEGKKyen6PCj/lLOROfV3uWuCO/N/eiuacyk08kUZt7BdcdkhpgYoqerh4FxL/qPWcDGE56EFShdOSsU5/laNDFexKGbqkmeJwfHqo7EzuBgnRIbd3AwmtoDmXTkrrIgCrdtg9H5pReLXTOoOXacw/UVxujr92OuqsSm3+Lygi781Hk2B/1Ta7aj/G/gwbH01TZk7B5XAqynYNSkKxOPByo/lfui8do/FuNf+7DMNY10KbFCiD9JSqwQoq4M53WMV0qsxj+5sdPp+UqJ7WDOctf7JVZLXWItr7lxad1Q+vUaz9prd7njsoc5vYaw+LgXt04uYJCWMX2W1ZTYCJeVjGzdhI6D1rDD2hHnS3ac2j6Zfho/07TzaFbaR5FV/4WFEP+HNZISW01V3BHmdGnJT001MR07mQnjxzNx4iTGjxiIaYtP+Lj9FNZfS6esKArPAzMxN+yC6aBRTJizjFVb9rBlvBa/Njdk0K4A8pOvcXKaHk26rsI2Oqd2MC7Aa5NSYpUBdaL1PUoLs8mMuIWrwzH2bFzCnIlD6KHZirZdRrLANoHslDtK2VSV2MUcvaW6aZNSYsd0VQrrLA7FK/1Vvc1Sovf2p5Nm3zoldih6v/VlhUcGNVPDbFyXP1JiFxrSRHcBRwLul9hSAg6MpZ9OV8btcyXwxGSMftBjwvE7KC9VK46byjpdlRK7VEqsEOI/ICVWCFFXofsWphu2o+3QPbhnl9YvseVeWE8xoFOnkay/WUp6kqrEaqpL7H73OFIurmDKQHOGLtiG9bYJ9By4lhM3I0l0WlSvxN6/sVO3hZe4ea+05lsWimLw3jeOnm2a0XHoNs6G5f3Tb2sQQvzf0khKbD7Rh4ah3UyH3isuEJJXRG5ODnn5heRmxBG4dyAdv29Hj/XuhPidYEOPpnzRYTIWgVkUVldRmnEH21la/PhdZwbsDqxTYldyPuqREqttyrTjoSQHO2G1aRc2HpEkqO5GUJ6E1+a+aDT5DY2F17mXGIzzfE1+1JvNXi/V6cT+yiCuR5vfBrLSu0h9vUZ1TiCnJ7fj66amTLEKV5b8hyW2swFjjvgT7bGNSW1+RX+6FU4JNWuUJTuwb1RHmjbpyaLrcjqxEOLPkxIrhKirKuoEGwd0oKnGRLZ6J/PgXpqK4kAL5hi2oaXRQo7fqyI3TSmx0zVpaTKXPa7JkGyPxcxh6LbSYfCALnRbdonbcVnkX17IwM7G9H60xKruTpz0sKlWJbthM1OfFj92pNfKSwSky/fECiEaRYmtojLTnV19m/JDp3GsdE6pXX5fBWURB5nW4Qu+67KU/Uct2Te8Hd+17MscK2dcvVxxtlnLjK7f8trrrTBZ50lywlWsx3fkS+3FnI7Iri2x+bivNUW/nSETlRIb772P+d20MB65gq0nnXFzPY/FFGO0NLozwjKcnKwobq434pdfDeg7xwrf5ACc9oym2y+tMJyyF5sL9pzbt4AJnT/lhc+6M/GI6prYCK5t7E/H70zURVNVfVGq7NWFunTqZMr0CwXqOyc7zdbiyw6zOOiX8qDE+lkMw7R1OwYejCIzyReHhSbo6JgxfPlBTjvaYr1xDKZNPuLTH5QSKzd2EkL8B6TECiHqKQ3l2rYRGLZsj8GYdey1dePGrZvcvHqCnZON6NTagH5KGQ0rhZKMO5ya0Jqf9Key4/I95cnxuO2ZgPZbr/Llb/pMPBtNQn4pRY6z6dlaB+MF5wgnj7BLCzBv1hS9ORe5ea9m9lOjlCTP3czR+5HvWw5gwZlA4gsr5Pvwhfg/rhGU2BJKQg4yu6smJjOsuJxUu7iu0gjs5nWjk9YIttlcJsppI1N66KCtrYu+cR8GjJ7DusUjMdXvx9B1Vwm/54Xd4r50Nt/Kxdi82hJbyK09YxnSawgL7VMpzgzH+9A8xpkZo6etg46eAfrdhzJl4xncU5SGWJFLytXVjOnaQSmyfVl4xgf/CBesFgygm44uugammA2bwqoZZmj3nsXS05HKa8TifWAqfXXHsOVmVu01sbl4bR5Mv35jWeVSBJkBXF83kM5mazkVkl5bYssIsZnD2J69mXL8HkUlBeSG2rFn7lB6G2jRWdeEgaMH0MugA82a9GW5ZwZZUmKFEH+SlFghRH1V5Ee5cGL5UHrqdKRDp85o6WijpdGeth2NGLTgIBdCstVzloqscByX9MBgyAqOuCeqn510fScz9Vuh0XsR1uG5FFRXUHxtLeN7mDNqkzMxFBDtvokZ3QwZvN6NwOS6JVZREsGNAxPoqalHzwWn8YwrkKOxQvwf1whKbCWVeXGE3rpFQFQ6OX94X/UysmMDuOkTQGxyFuX5yUT5e+Pheo1r1z3x9rtLXFw4wf7BBEdnUliSS3pUELeC48ksub/BSnITQgkOCCYyvZzqqnJKMmO563dDvR2Xa2543LxDRFIuxeqP/yqVHnuPcD8vXK96E5yQQ0FZIVlxwfjecOO6+nVDiI26g19wJNFpSkFVCnluUjiBt0OJz6uovUV8BbnxwQQFhRKjumNBeb7yXpR9C4ohtbCs9pPGKgpSIggNCCIirYCSwnvcvXGd664euHt64eXtT4iPDbsmd6d182FsCbxfkIUQ4t8nJVYI8TsVReQkhuDrdoEzR/ezd/du9hw6zjlnH4LjMsir7Z3V5YVkRPnjGxxDcrb6axgoz01U5mU+3A6KJaO0Ul1AK7NiCFPmZaFxWahuFVWUE0+Evx/BsdkUlD56nLWMovRIgnx8uBWSSGbhH04GhRD/hzSSa2L/vOr/pfNNGs5pK1UUJl1l36SBjFlizeVI1QW7VWR5bmNu9/Y0M17NhcQCZbgXQog/R0qsEOKfqlIKZV4WmRkZZOYWUixfeSOEeAL+8iX2r6gi5w5X1g+hp34XDHsOZsTwofQz0qWL6WjmWfmTWCIn2Qgh/jwpsUIIIYRoyKTENkZVJeTHuGNvuZEV82YyfcZM5izZzP7z3tzNqpDrRIQQ/xEpsUIIIYRoyKTENlpVVJaXUJSXQ05uLnmFpZRVSH0VQvznpMQKIYQQoiGTEiuEEKIeKbFCCCGEaMikxAohhKhHSqwQQgghGjIpsUIIIeqREiuEEEKIhkxKrBBCiHqkxAohhBCiIZMSK4QQoh4psUIIIYRoyKTECiGEqEdKrBBCCCEaMimxQggh6pESK4QQQoiGTEqsEEKIeqTECiGEEKIhkxIrhBCiHimxQgghhGjIpMQKIYSoR0qsEEIIIRoyKbFCCCHqkRIrhBBCiIZMSqwQQoh6pMQKIYQQoiFrcCV2y5YttUuFEEI8CWvXrn1QYrOzs2uXCiGEEEI0DF5eXg2rxO7evbt2qRBCiCdB9WGiajzu2LEj5eXltUuFEEIIIRqGgIAA3n///SdfYps1a6aeNPXs2RMLCwt27dolkUgkkscc1fhrYmKiHo+//PJL1q9f/4frSSQSiUQikTyJqOYqM2bM4MUXX+TVV1/FwcGhtlX++/7jEtuiRQv1pEkikUgkEolEIpFIJJJ/lddffx1HR8faVvnv+18rsZ988glt2rShZcuW6mUSiUQieTxRjbtt27bl448/Vo/HL7/8svpSj1atWsmYLJFIJBKJpEFENVf5/vvv+fvf//7kS+z904nnzp1LQkIC4eHhEolEInnMSUxMZPr06erxWFVgfXx8iIqK+sN1JRKJRCKRSB53VHMVGxsb3njjjSd/OrHcnVgIIRqGuncnzsnJqV0qhBBCCNEw3LhxQ75iRwghxENSYoUQQgjRkDW4Ert58+bapUIIIZ6ENWvWPCixWVlZtUuFEEIIIRoGT09PKbFCCCEekhIrhBBCiIZMSqwQQoh6pMQKIYQQoiGTEiuEEKIeKbFCCCGEaMikxAohhKhHSqwQQgghGjIpsUIIIeqREiuEEEKIhkxKrBBCiHqkxAohhBCiIZMSK4QQoh4psUIIIYRoyKTECiGEqEdKrBBCCCEaskZQYsspT/fmwv6dHLoQSGRe7eJ6Skn0PM4By1O4BKTVLhNCCPFnSIkV4q+pPCuCm7b72b5qEQsWLGHFtmPY+94js6x2hcehuoLKZH/cLhzn4N697Nm7h70Wu9h1wJqTV0NJLapQr1aWEozX2b1sWbGA+QuWsmb3aS4FpZFTlEWEixWHbBzxuJtJpXptRUUBOUH2HNm5hc3HvbiTVFz7gKIwiWjXkxw8dhGfe1kU1S4WQjRejaDEVlCWaMuq7r/QqtdKDvoV1i6voziYE+M1ad9lMluc02sXCiGE+DOkxArx11OREcS1fbMY2cuE3v0GMnBAX3oZdcVk1GoOuEaT9aAN/pdV5JJxcTlje2jTup0muvr6GOhqomFkzsh1F7mbmU9Fui8OGyczxNQIo55m9O1tTNcu3egzaQtHXW9xYYUZegbDmHPMlwcjVF4Mtzab0On7j3ir0xx2usRRWvtQeawL1lMMaN9zKVa+CfzBTFII0cg0itOJq0picVmkS7PmPRh/KID82uU1yim5s4ux7ZujPXoPF5NqF6tUF5OfmU6aMiDeH8jUKssoKSogt0gZscsLyM/JIa9A+WduPkUlFVRTRWlOJhlZdZ+nvE5OBunZRZRW1y56RFVRNulp6WQXlNcueVQFxdkZZOYo21D+VF2SR36B8u8VdTeorJOTTnpGDvk1H0bWUsq8ss/5BaXK3ilvoSiHrPRMckpqHhVCiP8tUmKF+KspItp2MWN0WqExfDPHXIMJC/HB9fAM+nbqTK9Zh7mSXKWeX/y3VRcm4bvVDG3tbvSesJxde/exd/d2tu4+jJVLBGnZacSdm0EfjU7oDV3FkWv+BAe4cmr9OPrq6tJrkTV2W8bQq1M3BqyyJ6h2olYU786x0S3o2OYH3vqmLzMsbxCnLubVpN+yZIlJKzTHH+FaZN5jeZ9CiP+uRnJNbBl515cyoFVr9CYfxaOgdrFKeRqhu/vRqVUvJhy4SapqWXUpBQmBeJw7yJ5tm9m0xYJDdl4EJRUoW1LkxhB67TgWNvY4HT/IIYt9nHa5xNkT9pyzseWqlwM2e7axdetejl4KJCI+mrAb9tjs3siGLfuxuhxMfH7lg0GwuiiN2JuOnD6wlY0bNrJtrzW2NyJJKqxShk71GpRmxxB45QQHt25im8UxrOyvc/mksn2n24SlqbakFOesSAKuHMdyh2qfdyr7dxmviEwK1GU2gxify5w8eIYrNy5zznovuzZvYqulPa4haeT9s94shBD/JimxQvzVZOB/YjEzR0xmhW0MyepDkZVUZzuwoU9bdPssY59/OfU+O/8vKcu6w7kZuhgMXsSWs7eJio4hNiGV9LxiSpXpUFVxBiE2cxk9YQnbbIPILK+ZSWUHnWZd/7a0H7IRx1NrmGOsh8nEPTioD16UkOh9gPndOmM+czR6bboydMlJXDNUj+USZreY4Ro6DN3pTUimVFgh/goaz42d8q6zs38b2nWZzibv+9c5VCsd1p29/VvQts9KDt7KVZZVUhxzFZuFAzEx6kW/EWMYPaIv3bv0YPiKU1xPq6A6xQvHJUY066hHF6P+jBg2ljWH1jNtxEi6tehM75FDMB85jCG99Omg2Zcxk0YzftI4Zb3B9DHoSMcuw1lkF09OpTKwVmURemYFk3rqot3VjMEjBtPXWPl34xEsOhlEfFE11WVRuFpMY7CBDl16mTN02BB6djWma8emaE45zMXIKqqKgrmycwoDjY3pZT6K0SMHY2ZsRM9JOzkTkK/8YonG6+AsevyqSY+Bfeg7YjSjhvXGsH17uozdxsk7hbWFWQgh/jNSYoX4qymjICOO2OhYknPvfwhfRWWsFQuNlBJrvh7ruxUPry/9r6mmIOEiW8xao993CrPX7cViyya27juJw+04MkuUmUx1JUXp8UTFJinF9v75cFWk3NjL7K6t0ZpsiZu/E5Zj9THuvwiLW8q7qYglwGoufQ1HsurUUVaOMKDn6PVY+qvOuAvh+tZRGGoMY/WVGJIe5/W/Qoj/msZTYsknaOdAunQ0xnz7bXLUy/LI9FzHoJYdMVvtxC3VEdrqCNx3jsG0Y1eGbTyHk9dtbt905uSSPuhr9WfC4WDSEq9zakxzPv5GnxE7HLjqe4eEqFOsGdiObz/txID1DngG+uBpvwLz5t/wTYs+TNt9AZ/wEK7sncYAzZZozr1MTG4R1XEnWdarM51MprLyjBeBIQF4nt/Goj4daWOyjMP+ScS7b2aKiTZ6w9Zg4x6E/00Xzm0agv637/JVn51ciMwmwWEpY7poYzx5L2ddb3LLx5VLB6bRR0OPgSsuEpIbhdtWM1q89xM6yjqn3XwJCnTDaroBbTv2ZrxlkNyoQAjxv0JKrBB/fVV5obhsMsegnTEjNjhxp+5Zbv81JeSGWzJL80e++7YdOmajGDdmEL2V+Y9+n2mssQsjpfDRKl1N6b3r2MztgXbHnkyx8iMqJ5UbG/ph2mMUC+1SKUlwx355f/TMN3PmZiDuW80x6TOJpbYJlNy7jNXsXmj0Wc2Z0HQey9sUQvzXNaISC+XBO5luqIn2kF24qz6cy4/Ee6MprTuNYa1TdM3AlGDL7mFt+OI7PYatsmDfUWusjlmyd0EP2n75M5pTTuAZcg2bsR34tu0k9gRk1JS/0qvsMG9Ls9YjWOtVgupE4NIUJ9Z2/ZYmhgvZ65WjPtJZfPsAS3u35NeRxwlKSiPdbgpd2hjQd7UDYbUXy1aXhHNr3zC0fu7K5KOXOLy0L8Z6fZl4JJx81SrVFeSEnWRJl+9oNnAHjkG3uLLchLZfNUN/0hZ2H7bC2uowllsm06PpJ/zSawNnggJx22xGh2/1GHc8imT16cNVJNuMp1tHfXqsuIrcl1kI8b9BSqwQf21V2Xdw2TmRPpqd6TZpN+eCM5V6+TgUkXf3FJvGDWPUzE3sPe+K1y0vnPbMZbSBBp0HbeJseFa9olkYfRWreX3ooqFP30XHuRZbRFl1FVl28xjaYwBj9ngS5HWEjSP0MF18kdtx2eReXc5Q40GM3XmdW24HWD2sC93mnscvWc5aE+KvolGVWKXFcnKaEbq6o9gUkEdOxHm29mqBxrhjXIquOT+kym8fy7t/zzvfadNv3CQmT5vG1ClTmDpuEKa6JoxcfwEP/6tYT9RWyulKbGNqh8oypcQO0qKzwVwOx9Usqsz0YGefpnQYsoOTIbUn39yxZoN5e34bbo1v/D3uWvShTadBzLQJ5uFlqbmkeK6g/89tGLh+L7MHadOl+xTWuT9cozLnDlajWqA5cgcXvOyxnqTFjx/+gs6QyUycMpWpU6cwZdIoBhnrYjLVkkuBPrhuHIROs/6s8Mzh/jcNFTjMpq+WMjgvuUhC7TIhhPhPSIkV4q+qmpJ77pxZNYKeOgb0nLQFK58Esh/HxbBqFVTkJRIZ4EdQVCpZxTVzq8oMd07P7U6H1oNYeimGJPX+lJDue5qtE7qjq2WM+ZKjOIVkUFh7SWt1xCEW9RvI0AVb2X94CWMMTZhsFUZsfiWknGGFWU+GzN/Cxh2LGG/ag4lHQojPq32yEKLRa1wlljLij09jqKEp5hvs8Tq3gD5tDJh4LJDo2ssmqvz2sty4KZ+0GcnqU/bYOzricMEBJ1sbDlnsx9o1gpiQy0pp1KFJt3VciMmv+VSu9ArbBuqhY7SQY7VtsCzdgx1mTdEYsZtTITWnt5QHWbHevAPNRljhF59A9L6+tG3TjylWwXXuZJxLuutiev3UloFbDrNwuA56RhNZff3hGlUFQRwd1hyNYTtw9HHAapImv3xvyKgdF7C3v6Dssz0XHM9hc8CC/WduEZ3ky9UN5ui2MGeNT47yCjXyHGbRV8eQ7kulxAoh/ndIiRXir6ic3MhLHJ4/gG56pgyetw/bwLSaM8Qel4pC8mMD8fYJJTZHddbbfRHc2DYY7WY9mGUfRUJZMak3rdg4ujtdDAcwaas9nvHF9a/ZLfXm0LThjDHvy4gpw+miP4mdPilkqTZadZdTM/owcmRfepgPp7fRJLbfTCfrsZV1IcR/WyMrsVAdf4LN4/uh27kPsycb0aLrMo4H1TkNJu0yB8do8n2Tnsy/cJcE1QNVeSS57mft/BVsto8gNcYZ68lKiTVey4XoR0psV6XE3lMtUJVY99oSu0spsTUj3/0S++uwYwQkZ5DvvoTeLduiPW4PV1JqjrSWp1zn/Pwu/NykD/Ntfbi0exjdOunRe/V17qn2pzqX+OsbGd3mM37quxOn0BC81vdG86eO9NnkxV31l7UVkxN+gX2L57HS0pOonBB1idVrPojV3lJihRD/PVJihfjrKU704OSSgXTVMWHYchuuRGRQ8OiByapKyovzycstpLj84bcwVJYWU5CbR35RGVX3S29VGcX5ueTlF1NSWw6rVV9hWJBLbkEJ5aqbXyoqSwspyMujQHXJVXk6SVe2MHPkDFae9K39ChxFsiMHxunRQkMpm56xxN91YM+4rnTW6M6wNSe5EpJMWmY22dk5ZCuvV6Hedg6eu6YxSfdrmnbsQruBO7gal1vzLRTKrDDkwCQm9/iJT38xRH/QNq4kFdT/ukUhRKPW6EosxONuMYWu777IF02bo7nsGqH1PlpL487ZJYzUaotW31ks23GQwwc2schcH02DMSyxiyU37iKHR7XlM+1lnI/Mqy2xF9nQsz1tO8/EsvZ04rI0VzYZf0GLAVuwDq4tsf6HWNH7N77us4/baQVKi7zB4Wmm6GoaM2DuVvYd2s/WBSPordUJvXEHuBydS1H0GTaNUgZjfXOmbdjPwf1bWDa2C60/fZOv+u7iQkQRebf3s8SsE+0MhjFrwz4OWu5k44ze6GuYMm6XF3FFYVxa2Yv23/VkiWd27Y2tINd2Et3aaqI774LykxFCiP+clFgh/mLKE/HZNxrdT9/ine/1GTR7Beu272DHju1s27KFg3beBKUr6xUmEnnxEFu3HOdyZPqDD8wz/B04umsH+x1DyC5RH+pU5j+BXLHcwq6j17iZWFNYS9KCcTm6mc3HXAlVf49PFam3z2K5azeHXWIpLc8j2/8gC3ppoWUynvm7T+Nw4RR75w/CWNOAnotO4xERxNW1ynznw9d5+/tOGI+cxozZc5k7azrT5y5hyQEXIlNqbmWZ4byOGe2e59mPWqO98ArhmQ9ravGNLcw3eIdn3mlLlwWXiMotk+thhfgLaYQlFtJ9jrHCpDkduo5l9fXU350eUpkdjs+JNcwc2gcToy50MexGd7PxLNx/BT9V+0v25MLKoRiP24/rvdqL/MtucGzWCIaN2YZ9imqBMuZn+WI1rTvmC224GFXzcWFF+AUOzhmI6dyzhGSpPu8rIzvYnsMrxjPI1IiuXQwx7mHO6Pm7OeuXQo6yb9UVGURcOcCGSf3p0bUr3fsOY+j4sZi1+pSWQ3dzTn29bTrhV/azekJ/+nTvimGXrnTrNZjxa07iopRcVF+xc2A2w3vNYm9gPvmqnVEUXN/A9GGjGb/TveY7coUQ4j8kJVaIv5hCPy5uHYXBb035uVk7OmnroKuri66ONp07adB3/iFsI5T1cu5ye99shg1dxv7b8crMpMa9KztZMH4M0y08SFFflFpFdcZVLGcPZfzCY1wIrzlmWxjnypGFwxiyyArPSNWEq4IYp43MGjeBeYdukV2m+krBePxOLGdaP0Pl9fWUaNFZy5h+05X50J00MjL9ObuwL11bNKFps9a066SJpoYGGh3a0KZzV4xmHOV2VLb69Yhx4OBkPTS7j2WxXTwZRXVqavpVrOaaoGc8niXnYpXyLRVWiL+SRlliKwszSAzzJ+BODEmFlX/wvWYVlOamEB8eRIDfbW7f9iMgJJrErKKaU0nK8si6F0loVAq5pbXPrs4jLTaSyKgksmrvv1RdUUB6bCgR8elkF9cMftXFWaTGRRAWl0lRRe2AWF5AdnIUYYG+ymvdxi8wjMiEDPJrt5MXfRN3Zycuu98m6E4Y4VEh3HbdyyzN7+k8/igOUTXrVRZlkRIdSpC/L763ffEPukt0Sp7yOqpHS8hLjSUyLFZ9+/n777kqN5HYyCiik/Pq3FhKCCH+PCmxQvzFVOSTlRBOkK9qTqTKLW7dqslNHx8CIxJJU31eXlFEXmIEIXeUOVNeyYN5RUnWPWX+EUp4Qg5l6gmIMv8pyyIp4g5hylwqo/Y7/ipLsklW5jh3VPOrYtXkpZrizDgiwpR5UZIyT1FPm6ooy00iNtANZ9uTWNucxvaKN0Fx6eSWKyVXNfeKCeWOn2r/6uzrTR98lPmcX3gy+TUTI2UfcpR1QwgOiyYhp5yKmi5dozKfzPi7hITGkJBdRmXdx4QQjV6jLLGNSzVpzuuZNXwIozc4EJRRTGHmHTwOjMf4l3b03+iC3/1bDQshRAMgJVYI8V9XXU5pYR65ufkUlVY8uP5WCCH+f0iJfQzKYxzYN6c/hp31MOnTl769u9GtqxEm47Zy2j+VQjnDRQjRgEiJFUIIIURDJiX2cajMISHgCuf2b2XTmlWsWr2BbftP4eibSJbqbn1CCNGASIkVQgghREMmJfaxqaKyrJhC5b3m5RVSXFpB7d3nhRCiQZESK4QQQoiGTEqsEEKIeqTECiGEEKIhkxIrhBCiHimxQgghhGjIpMQKIYSoR0qsEEIIIRoyKbFCCCHqkRIrhBBCiIZMSqwQQoh6pMQKIYQQoiGTEiuEEKIeKbFCCCGEaMikxAohhKhHSqwQQgghGrIGV2ItLCxqlwohhHgStm7dqh6PO3XqRFVVVe1SIYQQQoiGISgoiPfff//Jl9hmzZqpJ03Dhg3D1taW8+fPSyQSieQxRzX+Dho0SD0ef//99xw9evQP15NIJBKJRCJ5ErGzs1OfNaYqsK+++ioODg61rfLf9x+X2BYtWqgnTc8995x6Z1Q7JZFIJJLHG9X4++yzz6rH42eeeYaXX375D9eTSCQSiUQieRJ57bXXePHFF9Vzlddffx1HR8faVvnv+18rsW+88QZffPEFn332GZ9++qlEIpFIHlNU465q/FX9Qrj/oeLHH3+sXi5jskQikUgkkoYQ1Vzlvffe4+mnn37yJfb+6cQTJkzg9u3buLu74+bmJpFIJJLHFNW46+vry+jRo9XjcZMmTdTXmahuniBjskQikUgkkoYQ1Vxl165d6iOyT/x0Yrk7sRBCNAx1706cnZ1du1QIIYQQomHw8vJqWHcnVt0VUwghxJOzbt069Xjcvn17cnNza5cKIYQQQjQMN27ckO+JFUII8ZB8T6wQQgghGrIG9z2xUmKFEOLJkhIrhBBCiIZMSqwQQoh6pMQKIYQQoiGTEiuEEKIeKbFCCCGEaMikxAohhKhHSqwQQgghGjIpsUIIIeqREiuEEEKIhkxKrBBCiHqkxAohhBCiIZMSK4QQoh4psUIIIYRoyKTECiGEqEdKrBDiL6GylOKiEspq//jHqikvKqCgsFz5NyFEY9FISqwyrKQF4HHBCouDF7gWmExx7SMPVZMd7omz1X6OO/kQqsy7/txgVE1BcjA+ly7gqmwkvySfeM9znHfyIDCptHad/47qkmyyU+O5l1FORWXtwr+oirwEkpLTSMuTXxlCNDRSYoX4qykmO9qHK6cOsW/nTnbvt+bctTvE55VTVbtGQ1KRGU7A1dMc27cbiwPHsfO8y72C2gfVckkM8eG6gy22585x7vxZzpyx5cJFb0LTCymhkrzoW8q88TiHD1lx2tGT4NQSSuu82cqcGIKunMBy6yqWLpjL3LmLWbntKGc9o0gtbog/FSFEXY2kxFZQfWM943W/4NnXfsNk3mmCfvexWjLXNgxC8/2X+dZ4DruDqpVn/TkJ17cyp7s2Q3cHEZuZiu/eqUxbtJMzAfVG0P9lSgm/Y8epnRvZ755P8V+6xOYRcWETOw/YcjmydpEQosGQEivEX0kJmQHnObBgBP1Me9Czhykm3brRre9EllrfICyz9E9+6P8fqK6ioqyUsrIKKuq9eCXlmYE475jByJ5d0Dcwols3E3oPn8Nqax+icquUNRRFPpxYMpI+mproGhhiaNQFPd1u9Bq8gqMBiWSWRHLFchPrlq9j25YVrFq5kg3nQkkpqCmnZWl+XNw9j3Fm3THp2Yf+gwdj3t8EY30d9PvOYsP5AOLy/uJHE4Ro5BpNia26vphBLT/mb089x0+95rM/7JHBJd2OjcNb85ayjY87jWODrzJA1j6kKogVJQXk5RVS8s8+XKsuo7hA9Xg5sdc2MFHjF0zW3yYqq4AUn3Occ/QgIKlcWa+C8pJiikrKqay+P/JWU1lWTHFxCaXKblVXllOmrFPziV8FZUX5FBQr70G9rko5xYUFFJTUeQ8V6dw8NIkh2rqMOBBOTFYZVXUH9ooi8vPyKaz7MaKiuqKUYmVfan4JlFNUUFB/nSrlcWVZUVmdjVUrvyRKitT7qqxARXE++YVl/7z0VxRToH7t+j9z1WuXlJZTXqm8nrJOYWEJZQ9WUX4mys88NzeX/JK6772KssLbHJ3QGaO+c9l0Xdm3klIqSpWfabGyDw/etOpnWlLzM1XtmPILr0r5GRcVl9a8Xq2qijJKi4spKVceV/1SLFW9L+W5FaqfexFFypPr/RyFEP+SlFghGp/KvBTiIsMJS8ihrG4zLPTBZlYv9DqZMnrTOZx9fHA7v5Nl5tp0MJ3PjitR5NWu+rhUlacT4eHIVa8QIrMf7mt1WRoRZ+cyQKszeuYL2HzyMlcv7GPFqJ506zmFLa4pZKsmBTFHWdhDD02dvoxbuopVa1awbPFK1mw5hWtMGvlZzmxfopTXrY7c8TuLzc6FTNzgSnRGidJg47mxezxmOvp0G7eRI1f9CYuLJzbSl+vHFjNatwVtei9hj2viH5z1J4RoKBpJiS1Xl9gBbdvzxQfv0cykH2OORFNU+6iqKGY7zWOceXvef+1jWmuOZaO/UmSUR6pLskgMvIbjySMcOHiUkxe9CU4qoPTBmFlBSVY0gdfOY3PoKOdcr3F2/1xGdPyNHht9ic7KI8HNBptz17idrDypII7Q6/acunyHpEKl1KoVk3DLCccLyjoplZRkKtu7fJqL3ne47XkVx+OWWNo44RaSRGZOMlE3L3LW6jCHlGUe4ekUVlRRkuyG5SRNWn3xJe3HWnDQJZZc1dHmyiKyY3xxs7fm0IFDHDvjjOfdNHJqX7oq0QeXq1e55H6bEC8HTh49wtHTLtyMySA7PZZQD3tOWB7k6Lnr3IrLR9Vlq8oyiXQ9yyU3H7y8PLhy5giHrM7hdCOC5Pw6pxYpr50b64/nBRuOHLRUtnsJj1DlF0htIa5KvIWbizN2l6/hdeE4J886cyNWKa15GSQEuXLp9FEs9+9T3rs9V/zukV2iKpr5xHnuZobW5/zwqz79NrrgcSuQcE97Tl8MIF550zVbLyMlUHlf9pfwjFOKaGkO6QEXOW3vRVBSfs0nscqe5sTe5LrdeVzClNctyiLG/TzOrtdxdr7MOZszOHiGk6r8HOvUeiHEvyAlVojGp8Tfmi0LJjNptxdpRQ8mORB/ls2jBtF/0nZsY/PUc6fqvBju7BuJdqs+TDjgRlSd1R+L0mDOzh/AhMVHsIuoXaaoSPPjzCwd2uiPZeXJ2yQWlFNdlcudM6uY1F0Hs7WuRCZlU3J9JcOMzBiwwJIrYRGER0UTE59MakY+RRXKc0qDOL15FStX7cHm2Ha2rlrEIuswknPyKblzkPndOqBhtoid1xOVUvzwzZdlhuO2bSwDB81k9blAUh/3z0UI8f+tUZVYs9Zd0NfXpPtAU/QmnuTO/UtUKxK5uqg3Iyb0UCZdndDSGMPm4GrKipIJObOcqQN6YGpmztCh/ejVrSfms/ZyPqxYqa/VVGXc4NSKkfQ17k6PvoMYMnIw3TR+o2WTXzDZEkhsRiKe6wcyaMJqjgYqVSjxCscXmmM8+Sjeafc/o8vEY8coRg6bxc7bxeREOHNgtBa9zYfRZ9BYRg/rTw8DQ3oPncDMlSuZPmIoI4aYYaKnjeHonZwLSSUlwpYN/X/m+/fe40eTWSyyCSK1oICsm0dYP74vpqZ9MR82mAG9TOk1dAE7r90js0Ip6t7bWTjejM7Gg5k0fAjDBvelR9cudB+3lKWzpjJz/EjM+3Wji44RZrMO45ZZRVF+JA4LejDYrDtGfUczbNgwhvY3oZvpMKZZuBOZp6p8lWTcPMrmyTWvPUh57YHKa/cwn8tW5xhSy5Wf3U0Llo/rRjv93gzu1Zex05ew1cETux1zmTigF70GjmDs6MGYGeqi33sKa5xiyShMJ+TsYoa2eJePv/gNzRk2HD95inMrhtBt/H5c4vJqC2c+vpbTmDB0HKuvFlGRE0vw/rGYDF3NIe+E2ps0lBPtvJmF5v2YdTKapPRILi01Y1B3fQzNhtDbbBILd1wgoKjuUXkhxL8iJVaIRqJa+V1cVUllZSXZLhuZMdCYrgsuEJVRpF5WVVVNdUECEb6++IUmkHX/bKnSJEIthtBZKbGTDnkQW7v4v0vZl9p9Lcv1Yv9wDXqO2cxhP9UZVjX7WhB3DYshrWjbfy3Hb2XUPg8K/KxY3rctmmMsCbwbQ9xRZT7QrR/mc7Zhc/wwlodPYucWSsKDD+ILSb/rgfPJg+y12MeR89fwTS6ltDiLqGPjMGrRmd7Lz3Dzd1eJVVCUFEagXzB3k3IokRIrRIPVaEpspeti+rQwoM/0KcyeP0ApszM4HKk62qqMMKkXWNGrD9NWTlcKY1e0NSayMyCbRJ8DzDfVpfvYVWw7fRV3T2fObJzAYKPumK24SkhGMqE2k+mp1QWz6cpA6OzBtfM7WWT2M99+2hSjTUqJTY/l4owOdDKZyjZv5bVibbEYoUnTXtu4lnz/WHAql5d0xVB3EEvdisgKOc0K3Y/5SvnlMH7zKS56XMNqYT8Mf/qcpoYTWHTYiYsXzyll2ITWv/VhytFb3CuJxmFlD/SU8my0zJnrYRnK7xhn9k8wxajneOYfcOSax3Wcjq5lfj89dEfsxj4yh3y3FYxo/w0ftxvBkqNXuOp4nEMz9fjth19p3WseG49exuP6YdaM1KZTu4GsdM8nM/MOx0f8yk/fNKfL1J3YXPHC3X43q0cZoqk3iW3uSWSlenJ0ak+MTUcye58DLu7XuWi9kUUD9dEZup0zYdnkeaxlbMdv+KSD8trHLnPdwwWPy3uZZWxAz3HKz9zWHe+b7pzbPIl+mm3QmH6eoPRc8uLsWdvjJ1pqDGL66URifc5jNUmbJt3XYheRXfsLKBf3jUqB1urOVLsCyjPDubm2O79qT2WzSww1n1+UE3ZuPiM02zNo713ik4I5NbYlTX/oQM+5ezl5yYMbgdGkqQq3en0hxP8PKbFCNAZKIcyOJMD9snoCZ7NqGD20WtGi72L2HDmB7YWLuIWmkak6KluvjJWSE3yCdQM60tZ0ERbX4uuc2fbfU1WYwb2Aazg72XLm+AYm6Talg+EIpm07zekzjrj6RhER7saBMe1pZbKAfe73lN/yNdI8dzNZqwmt+mzANzAQjzUmaDT5hiYavRg2djRD+5pgbDKEyVsu4ptSWPO8qkKyk6O5ezeK2LR89YfZ1cUpuK8ypk0rUybu9yRJtZ4QolFqRCV2Eb1/06HX6gNYHpuDubYh406nkl9UQO7VBZj1mMYGGwu2TTekc+dp7HS/i8+ugbT5tgUGE9ex+5Q9Dk4OnN01hYHtmvKT7jz2e11j/5h2tDGazRbnBIpVg3xpIjf2j8T4l18x2RRATFosTtPb0aH7FLaqS+x5dYlt8kiJvXS/xF4vIlP55bBU7wt+NF3DycBs9WCadXEpI9v+QJPem7icVkFFRT65LgswbapDv/XORFNG4JFx9G+nwQirdLIKSyh2W0z/Vj/zm/EkVh61xd7REbtjG1jSryVfftuL+Q7hxFxdybC2v9F8yC5ccquoKk8l/vwk9L9pis6c01xPVQ3baXhZDMW0pRZjT6WSkhKIjVJif9UcxXL7GApVDa88jaBTcxjQtgP9N1/H134lYzR+5ReDsSw7ch47B+W1rbewYlAbvvrahJnnQoh0WcPoji1oOWQ31/OU165S9jnJF+eTtlwJiCcxL4/s1Bh8ji5guEYTvu+9C48U1ceeIRwb2RbdnvPYEaj8Md4Z68na/GS8Bts6JdZtg1JiO3dnim1NifVRSuwvWkqJvVqnxJ5Vldh2NSU2MYiTo1vwc+37Kq2qprKqqv7vbiHEvyQlVojGoJTyqAvsXzaZYYMGYqbXgibffMYnv2jTrUcvBg4dx2KbAO5m1q6uVkb2nbPsnNyNzlr9mbL3OiEZj+dcpfL0MDwsFzFz4giGDOpOp+8+5Kuf2qLZw5wBAyYwb6s9nrGheOwdQZd22phO3MCRi264XTrB7plGtPj6O34xWaWU2Fu4bx/DkD4DGb14Nzb2TjhYb2TxMD06aQ9h8ZkQYh8cYa2mulpJ7Z+qChO5vFCPFu37MfvYbbJrlwshGp/GVWJ/1aLbGic8/Q6zsm9ntGc7EpgYhttKE0wm7OGc72VspumiqT2dLU43uTC7E1991QJNsxFMmjmD6dNnMGPSEProG9B98Dy2Oloxz6AJmqMOYh/xsOokum5lhvLLoPcWf6JSf38kds9ITX7uvb1OiU3DeakRRnqDWOZWREbQcVYY/0iHyafwSqypZJVeG5hqrEn7cce5q15UTrnfBgY106HvKkfCqSD42AQGdujM6JM55BQUknJkMJo//cgPmmaMub//U8cwyqwr2lpDWeYYTrjTcobp6NNlnp1ShFVyybi+lD5NNRmyw50Q9alDxQQdm8SgDpqMsE4kMcmf46Naoj9qO8fvPHzfGb6WLDD8Da2p1titGYxJyyZ827E3o2fMYJr6tccxur8R2poDWWh7hxCnVYw20Ed/9vna11ZUZhLldpojm5ezcN4cZs9fxJyR3dFtoWyrxzauJ6t+s9zFekw79HsvwiJE+WPiFWym6ND0kSOxHpv60VPH5OGR2HUm/KYzjS11jsTePbeAUZ07YL7vLnEJgZwc05oOZkvZ612oXkMI8e+TEitEY1BBZWoAruePcXDffrZM741+21/5uetEVmzYwp79hzl3I56U/NrVq3O553mINaOM0dXvz4TN9ngn1hyhfBwq85OJcD/PKRtL9u1ayHCNH2il3Z9Ry/ayd48Vpy/6E6PMfXJjXbBaMpL+pqb0GDCCMZNmMn24CQYabWhuthH/sGgy7nrh7ulHcFwWJRVKSS1NJdRuMUM7tsJo/nmlDJfUvmp91UXJeK0xoW2b3ky29CKldvlDypyoLI/M9AzSc4rr3KxSCNHQNLISq0nXZZeIzPfFdnE/tA2nYnHZivm9ujN+uwuheb4cn6yNhqrEOnpjN70jX33fBfMVuzh86gTWx6w5YWXJ/u072Wtjx0WvMyzS/572Iw/i+KCFQarXLubot6DPH5XYmJojsT/32Ylb+v1BMoXLiwwx6FxbYgOPs6pbE7Rm2+FTW2LLPdYz1USXTpNOEakeFEso8V2PeXNd+qlLbDlBR8YxoH1nxpzOI7eggFTLgXT8sSUdhi1l9+lTWFtZKTnCsX072brtKBfupJLgtIQh+sZ0W+zEPfUrZZHquoy+P+syysKTUPVrFRJwVCmxHTsz8kGJbYH+uD2cuat+klpWgCXz9X9Fe+px7FYNwqh5K9oOWsSuU/df+yhWB5TX3noYu8AU4p2WMaJrVwznX6h57aoisv2tWTPGjB49zBg0djrz1uxm86LxDNL+lR96bcM1SfXbNIRjo9ui13sxe0KVPyol1nqyDk26r8Mh5v49EnNw32hGt073S+zdmtOJdaaz7Xqc8tNSKSf8/FyGtW+vlNiwByW288BV7L/5OE6OEuKvSUqsEI2BMidRfxuCMp8oLSPFaRUTe+uhM+M0IYlZFBUXU1peWfPBcFka0c47WWRuiF63UcyxuEJAWvHjvdSmulL9tTqlZUXkp7mya1BbjIetYd+NPAqLVO9BKeVVFRRnxRN+8zK2h3ewZe06th5z4uzBtcwfqIXWuINKib1LQtgdIhJyqf3GHLXc0KMsNPwNzXFHcQ77J1+JWJHDvZMTMWqhRe8Vdvj/rutWUxZmx8ENW7Gw8yWmWP1TFkI0QI2uxBousieaXEJOL2V429/oNcGcdlrT2X5Zdbdif45N0KaT5lR2uIdxY0s/Wn7bGfNtF7mdWUZVVRkFEVc4t2sDGw5d43akD1YTWvOb9gRWqU6rVb1URTI39o/A+OdfMK09nfh+iVWfTpzkwKFRHfhaaz7WETWDZFXmFbYP/JmmLQezok6J1Z5lh3e9EqujlNiTRKg/9nxYYvvXHokNOjqOvq07MORoKjnFZZReW0ivX5vRceQ2bGMLKa6spCQ1GO8TW1m5/jhXorLIuLKEwfpGSol1rFNil2KmlNiRuz0IUb/WIyU2OVApsc1opjWKZXZxNe+7PIGbhydh2qwjg3d64m+3gqFtW9DOfD1novMoqqikND2U22e2s2q9FRfvZpLhspzhhkqJnWdPgmobxfEEb+9Nix87Y7bBEd9M1VfnZBF8Svlv1e47vjPdiqv6SGwox0a2Rqv7bLYHKH9Mc+P8tM58234qe/0yagpqrhcHx7Tht19N1SW2KieK4M2m/NJ8IHPOhCj/D1CUhHNpnSkaP7RhwB7V6cQPS+w+KbFC/GlSYoVofIp89rF80hDM17uQlF/n+Gp1PonXd7NkkAG6ppNYYeNDREbp7wqs6usBS0uKKa731XSVlJcqy0rKHh6VVN1MqrxU/RV4FcrcoHah0qdLKVHKaKnqyKh6Uc1XEqqeq3Tp+koCODGjByPnHOBsWJ2aWJJBvOsRduw5ySX/e+SWqx7LJsB6PiMNdBm45Sp3wt05t3YOizefxSX2/vvMJ8ppGUPbtcR44QU842tu//h7ytzqrhWLu6suE5vJxquJ5NV5eXJCcFlthnb7Hoze4UJ4qeqdCSEaosZTYq/Oodt3beg8+5RSgSAv6BSburzDJ599yRf9LLkYqSot3uwf0Y4WLUay2S+XRJ/9zO3ahk7dJrBwny3O1xywWTOavgbd6bfcieDMFKLs52Ouo02X4cvYff4STic3MdP4az55/2t01/orJTYGh0ktaGUwnvVuSr0qCuTamt60/FkP8zVWnHG+hN2eufT/9TU+aDaQJa5KifU/xlK9r2g/5RxeCbUl9voqxht0oNUYa+7eL7G3VmH2Y0d6LrUjRBkmo23nM6zFN7QZsQdrt2iy4y+zf3wXNDv1YPgqK+yuOmN3YBlTe+qjN3wnduHZ5F6dT18NHfTm2hOvfqVMUq4uwOSbjphvv06w+rUK8LMcQ5+WbTE/kkBiahAnRv3GD583ofPoDRy6cBmHYyuY0Vsp2cbzsPRLJTfTiyOTjejcoRtDVxzh/BVn7A+vYqaZPrpDNnM6JJOca4sZpKWN1ozzNa9dnEDo3kF0bNKOrjMtOO3lh5/bWfbP6U6bzz7hI42l2KnvPnyPCzO10GilTa91HgQFeOK13ZxOv2hhtuQAxy9fxvHQUoa1fpuPmhgx/nSe+hdbqt0sTFq0R2/MWvY5XePK6a3MNPqWLz//lZ67VEdiA7Ae+jNtey9lt7eUWCH+LCmxQjQ+pXE3uHzWButrEeSW3C931ZTH2rJtaCu+/qwJ7QcuYvMBa06dOcOZ02c4ffYqt2LS1B9mF8Tdwvn0MU64hJFRVNs6K+Lxc7Lm+Nnr3E6s/c738nzSA5w4edSWsPBE9WqqS4ASAxw5e/QMzsF55Ks+jS6N4ra9sr3zXgQkV9UrzdVlifjbWXLigjeBdb/HpjSVWNvFDDXpy8jlh7G/GUiAy35WjTCmi8l0dnglkZoZgsMyM4z1+zBq1XGu+Plx8/JeVo8wQKPzUJaeDyH+f5oClNzDZ88k+mtrojtoEVtPueAdEEDArcuc3TaZgZ1b02nASg56yPfECtGQNZ4S67mWEVqm9FtzAfUZsFkBuCztQutfNTDbcZsw9TUfvhyf0xPjrjPYE6IM3IVJ3HXYzMJRvenexQADAwP0u/TAfMY2rG6lUVBVRWVuGG4HFzF5gDEGegYY9RlM7+7KP/W0GbI/hHsZ93BZYkz3wYvY46UaFYtJ8z3OhlEmGCvb1O9uxqDJK5nWX5feQ6ey+UYxWSHn2WquQa9ll/BNqS2xPjtZNFjZj/l2RKt/t5RSGriTCbq9Gbv1svo9FYWcZdfwtjRra0i3+ecJSkojM/AMu+cOpVdXA7qorj/VN6bnkLlstAvlXmE1Ze5rGW82kEHrrtbeZS+HdK8NjOrcm+mHfAhXv1YRd07NZ3y3Hkw/l0KKUmKPj2pO2w5a6PcajHmvrsrPpiu9Rsxn4/k7JKrv9FRMpv8Z9i4YTh+jLsprK+/VwIge5jNZdy6IONVre2xgSr8B9F91mZpfYyUUhJ1j2yQzuunpomtkQu/Bk5g7dzJThvZEo/tSTkTmKGuVEnVqgVLqf+Y77Ukss7lBbPB5dk0xw7SrUtCNezJgolLWB3Wl36DhLLRXXSdbSUWKJzaLh9PPSA9tw26YjZ7PpBGDGNKnGxOso0hMCsFuZhd6jNvKMX/51SPEnyUlVojGp6qsgLycbLLyS6l80Bgryby2gVnGP/Hpx1/zQ/OOaGppo60UOI1OWmjqjGW1nZ/6d3ia92FWjR/EyA1ORGbVHsks9ubEosGMmLgFKz9lu6plJalEnFzE6AHTcXJWnU6lkoD/qYVMGjiRlXbJpKruiJx/naNzle1N38Op4Aoq6h7SrCqjKCeT7NxCimuuD6pVTlHcVQ7NGYipMo/QNzSiq4EO+r0nsPCwFxG5qq/iKSLt5lE2jO9Jl8466HXpgoG2Bp27mjN5+yX8kmrvTvxPVSpd2ZeLu+cwykRX+Vkoc77uJnTvqvp3fYyHL2fPpRCS1HMhIURD1UhKrDLyZUXg5+7NrYhU1CfxVhSQHenD9ase+N3Lp0g91uSQeMeHGzeCiVGX2moq8xOJCvTiurMTjo5OOF315HZ4IpkPvvyrkqL0KEJ8rnHZ0ZGLLl54enlz84YH/nH5FJcVkxF2A2/fUGIzaz7ZrCzOJCHYG4+rl3C6dJXrt8O54+eNf0AQkdmVlOUnE3XbnZt308ip/S7b6uwYQn1vciM0BdXYrnrdqtwYAj1uEhCZhmp3q4syuBfoypVLl3G+FUdWsfLroiKH/9fenYBVceb5Hp+5M/PM9Nzn6e7b9/akO9M36U53Jp1FY9SYuEtUUHBBBAUUFfclaqKJUZO4L4lb3OIS9yXuiiKgLIIKLsiOgDsuqIiA7PuB7606HFSimelcMxHi7/M8f5f31Hbe8zxV7+9Unarbl2I5GRrEIWP7AoLCiIi5yM3c8urbxWddJD4qiuhLmUY4NJVTmn2JuPAznL1+jwLbuvJvphB/OpKUzHIKs+LYMqgJbdw+ZvbWo0QeM5ZtLPdE3CXSjOXe322X3ePO5XhOhQVx2Lbu8JgL3DDeVM26E411R13IuP9tZZUxz82UKCJCDlv7OzAskvikZM6fjSbiVArXC8qs85ZkXORsxGEOBp0k+koWJSX3SD8fZbxPs0+DCTtzjrNxUcTHxZKSbutE48CVlZpAtLm9hw5z5GSi0ecJJBp9n5hWYCwjn/SzJzkdf5m0nOrPSkR+OIVYkZ+LKopvJxMfHoi/n79xXDaO5f7++Pv7cfCgP34BJ4i/nmU9E1tijIUSTh3nRNJN8kprzsTe5WpsOCcik7mSbX2ooTGkKCHvahwnj53h5q2a/UMh2ddiiTweScKNIszhC+V3uBJjLO/MBa7l/IAnBVjyuHPhNEf2bmLtyq9ZvXEXB46f5WJGEeW2AUpVsTFeSgrn8K4NfLNsKV+v2cqekGiSbuVTYvlb1lRK/p1LJIYH4PPtWlYtX8byFWvZvDeQo3HXuJNfVuvMsYjUPfUkxFaretx+6ZG26obazQ8eBm558EOP2qoqqbS9/retx5ylepnft8hHGNM9MqnZUKvRWH+l+biaB7eEN5lt1dv/uAPBoy2Pa6pRfi+WTd6NaN1nLpuijEOX8d7/s0fRfP+6zf89fq6avrFYHprnodvcW5m/qzGW+XD/3e/T/+zoYW6vdXu+szwR+VEoxIr8fFgfMWMtc2xRc2yuKfMYbDuS3j8mP3xkNeYz2757vLVNay63RvXyzfltDQ/PW2vmv0UlZUU5ZN/NICu30AimtuZaLJQV5pCZcYeM7HyKyr+zjX+LyjJK8rPJTE8nPSObvOLqEwQiUvfVqxArP47ynAS+Hd4C+0EL2R7/fTc/EJFnlUKsiIiI1GUKsc8gS8kdEny/YZNPBAm3//NfjojIs0chVkREROoyhdhnUVUlFaVF1tveVzx8La+IiEEhVkREROoyhVgREalFIVZERETqMoVYERGpRSFWRERE6jKFWBERqUUhVkREROoyhVgREalFIVZERETqMoVYERGpRSFWRERE6jKFWBERqUUhVkREROoyhVgREalFIVZERETqsjoXYletWmVrFRGRp2Hx4sXW/XGbNm2wWCy2VhEREZG6ISEhgd/97ndPP8Q2btzYOmj64IMPOHPmDJGRkSqVSqX6iSsqKopRo0ZZ98cNGzYkODj4sdOpVCqVSqVSPY0yxypr1qzh17/+Nb/85S/x9/e3pcof7olDbJMmTayDpt/85jf85S9/4aWXXlKpVCrVT1wvv/yydT9s7o//5V/+hRdffPGx06lUKpVKpVI9jTLHKs8//7x1rPKrX/2KgIAAW6r84Z44xDZt2vT+oMncGDNVq1QqleqnLXP/+8///M/W/fE//MM/WC/Tedx0KpVKpVKpVE+jzLHKv/7rv/L3f//31rOxTzXE1lxO3L9/fw4ePMju3bvZtWuXSqVSqX6iMve75iU5np6e1v3xK6+8wvr169m7d6/2ySqVSqVSqepEmWOVmTNn3v+i/aleTlxzY6dFixZZ2yorK1UqlUr1E5dp7ty51v1x8+bNyczMpKqq6rHTqlQqlUqlUv3UZQoPD+e3v/1t3bk78ZIlS2ytIiLyNMybN8+6P27ZsiV5eXm2VhEREZG64fTp0zz33HN1J8TqObEiIk+XnhMrIiIidVmde06sQqyIyNOlECsiIiJ1mUKsiIjUohArIiIidZlCrIiI1KIQKyIiInWZQqyIiNSiECsiIiJ1mUKsiIjUohArIiIidZlCrIiI1KIQKyIiInWZQqyIiNSiECsiIiJ1mUKsiIjUohArIiIidVk9CbFVkHOFpMhQ/AIjSbiaTZntlYcV3kwhNvQwR6POcz3fOteTqSyj6HoM4eGxpN7KtTX+d7CQl5ZMYkwc59JLqXziDf/vUkFZ7lWSTkeRdD2HAout+b9SdJe0lGhOn03jXkmFrfGHqqAi/zrJkVGcNT7/vL913SLygynEiki1crJTUzh3/irphVW1x1WlmaQlnSA04AD7/UIIT7xGRvH3D2AqCjO5Hn+MsCA/Duzfj8++ffj4HMA34AgRCVe5/TcPKkRE6k2ItVB1ZikfOzfk/7xgh9ccf84/koWyOLVyJN1feZ4m7tNZl1xlzPWEKvNJD5jL+2Pm4hN2ydb436GYhC0TGNV3EJ8dSKe0zu7HC7gXt4rxTu58tC6Sc8W25v/K1WC2TfbEaexmTt8qsDX+UAXkJq9jQjd3PlwZQUKhrVlEfnQKsSJifnlcaBy/V4/tx4hJK/G5UkGFLaNWlWVyOXAlc0b3pWe3Ljh27oLr0Kks8UvmVlElldWT1ZJ3PoQ1w1vTvNk7tGrbHnt7exzsO2HfsTPdvSfxxe5oruaVP/nYTUSeCfUkxFZQeWwaXm//3pjmf9Kg90y+Tf3Ot325wawY3oLnjGX8vs1IFsZUGnPVqKKyvJSSklLKHt47VlVRUVZKaZmxfFtTNSMAG+0lxUZoiz/Ilq1+xJy7YzRXYrFYsFhXbUxTXkZZ+cNzVs9XVrOXf4yqmu2oeHi+QiKX98OlXSeGbUmj1snKqgrKSr+z3Y8w3p+lnPLyCtu2VauqNA44Fcb2Pnxqt9JCeVn5/QORyewbsw8eWYUxbYWxwCqjnzCXVX6XWxGz8WzQin4LjxJXEyTNbSwpoaSs0tiSByrN/jEWWnnBl7XD2tKw91KO3Mg3t9boO4vZ/UYZn1O5sT1Gv1b/bSzj/kLM91VBufEeqsgjO2YhAxq1wmNOIJH5NZPUrNtSh89gi9QvCrEizzLjGF2Sy93zQXw7zYM2L/xfmnrOYct5YxxgvlxVQl7yDub2645L/4l8sWk/+zfP4kOPLnTpO5Mt8ZnkPnKiAXLi9jDH5VVeaTeQKYvXs2vfPvbu3sGWpRMY3LUt77l8wtcnM7lX61I72/ittIxawy3b+MBiDBjMMUplhTEGMsYKGgeIPDvqSYgtN0LsVPq824zn/9dveLO7Fx/uuUmp7VXzTG3+0ZmM8WrOb3/xbzRuN4KFsUZANXdyFfncvRTNySBffPb64BsaTdLN/OqdYUUxmUlHOewXSmRqFkXWZZWRlxZH+OEQjsZf52Z8EPv2hXD2cg4UXCcl9jTHYi9x61IMEUF++B46QWJaLsWlhWRdiea4/34OBp8i8WYBJQ/tcKsqCsi+lkhk8EH27zO2IzCC+Ou5FFpTZyFnlvenp13n6hBrTZOVlOde51xkCP4++/Eztzstj9JaO/EaZWRePsOJ0OPE3Ci1BdQKMpOPExQcQezVHKMnzKY87l08TUhYAldySo1AXkL2lVhOBu7HxzfIeF+p3Ck0+tqc1pw8/SyRUUbfRcWRcvoox48HErp/Cq5vtGHAomMkmB9A5V2uxxrbGHDU6MMCSs0VWYq5Z13uQfwjkogN3MDigUaIdV/OUaOvsNwmOfw00VExxMWHcyQ0gvDoBGKPBRGelE5WzeVIlVmkJZzk2PFkbpXmcDdmEd5vtcZzThBR5llg8/X4UAL8wzh9xfgMHnPQFJEfTiFW5BlWnsOtiI0s+MAd155teeP5l2jpMYetRoi1jg+K0ji7YTiO7T0ZuzKYpHvGuKP4CkdXj6WvfReGr4kh9d6jB+ScuB3MdG1EI4+FHEq4SXF5efWX9Pln2DPDhY5vOzFyy0XS8s0xgBlec0i/GMOJQGP8tu8AAceiOZdujq3M10vISDlJTEw00XFxnAg5QljkBW7l60yuyLOiXoVYj3c6Yde2OY4ezjh+fJBL5baXLRmcnOvO4BHdaNqkhTHNCJacNXZxeamc2TKVDwf2w2vgEIYP6Ytbt+64j13E1pg8KixF5Mas5fO+bvSfvoeIu8aycmIImD+MPt4zWXv8Ain7ZjB8+Az2HkuDtEC2zBlGV68xTBw5mBFDB+Dh4ozHR/OZ/+WXzJ80gkH93HHr3hP3D1cTcDnP2M0aKm4Qs3s+Ewf1MZY7jGGD++FpzOcycCbrT6ZhRGpiV3rj9p4jI7alG9tVRklqEJumDqO/Rx/6DvCmb+/e9B09lzVHrz/m96CVXA9ZzsyRQ/h46wVyzderrhHypTfdOwzg02+jyTIny0zg2Ndj6T95G+EXz5Hov5jPhnjS27M/3v088PAYygeLDhKVUWY9UJWeWsWs8V449RrIiL7ejJv8MbOXfkKX19szZOkJzhkHn7QQYxnefRk0YzcR6ebZ4Gwu+n3FlMEe9Ordh36DRjGstz3tWzTh1d6riLhthNj8I6weN4p+zr0ZOKIPAz6ewSezljB/RG/Grogg8Y4tRpfFE7R4AiOGL+dQ+l1uxS5mcJO29P3yCIklZdw6+jXTjD71nrKNsGtFlNmyr4g8GYVYkWdXVUE6F/xXsmjREtZsm80I+9bGuGsOW85VD7osdxM48ElH3uk+iRWhV++fUMiIWM3knq1w+GgPiTce/elQTuxOZrm9RZN+yzl6KcfWaiiLZt/UnnRs6c6kAzfJMAdO+UmErZvKR4P703/QMIZ6e+Dm7EbfccvZl5RJbvk9ojd8yuRBrrh7D8Wjz/uMn7mVYzfzbCckROTnrt6EWMvRqfRq2hm30SP4YII7HZw+Y9cN8xysIfsIC91dGTt9NN5eTrRvO5qvE3K4eXoNEx3b4jh0OvO2HODQob2s+NgN+9Yd6TnvJHdKLVgyT7NrvAMtWvfn061BBO+Yivd7bej66QFOXknj4npvWhuvrTxwCa5s50u3N/i3150YPHMNm7dvYcPk7rRu0ohGHQYzYf5m9uxdzYIPu9GmcWc+3HWFW8be3XJ2A1P7dOY9l7Es+PYAB323sWHeULo2eQe3OcEkFJRxdvVA3Np34f096eRnJBL8RV9cegxi7Jy17Droz761Uxnr2Z0egxfje7mI7947If/Ecqb2akvrMfu5UFhCZV4QC4yDxe/+x59wmLyLOGOagqQ9LPe2Mw4wOzm0e5ERPnviOvhTFm3zxX//JpZ9NpheXdwZ922C9ZvQ8pApeLd8mRdaDWDCsh0cPLSL/Tum4NqwPcOW+Rv/38Dsfl3o4jGJ5cGpZJUVU3B+F3PcO9DR7X0mfb2dfTvXMG+kA41f+jMvu67khBlis3cxpVMj/uNVRwZM/4adwcFs3/gVE+3fwGHSQU7esIXY0nC2j3fBrt3HbE5N50bsEoa+bYf3Ah8OBG7lC+9uOPX+hEV+yaQV1b6UWUT+/ynEijy7qkrzyU5NJjk1jawMf77y6kR399lGiK0+u1pyI5w1g5rTot98dkZlWNtMxYl7WDCgHa0Hribu8j1b6wM5Cfv4oufL/KVJJ7xGfszUqdOYNuVTPhnpSpdOXXH7aDNhaeZlwUXcDZ3PaJduuA75nKXbffHzXc+iCb3o1MqRUetjuJB1i7A5bnRs2IC2Xp8yb+0ufAKjuJRb8tgbf4rIz089CrFTcGvc0Qh9q1i1bjwedt0Y559NUUkxRSdm0af7aOZuXsqCcY60az2KpTE53DkXwq5VmzgYn8bt/ALyMq9y8pv3cWn2Fk2GbiOlwIw9ZeTErOezXg50dmhLeycn7N2nszkxn5KiLK6u68s7zfvytc8FI8RuZWaXBvyxzXjWJedRWFxI4anZeL31Mm+4zGHT2SIslmwuHp6Gd5MGuMyPJtnYj1emHmHPpq3sCD1HVkkReXfPE31wJgObvMg7QzcTkl5I8ppBuHXozod7L3EjZh0T2rxKY6dxTFt/kJCjxzkW8A0z+rXkzdc6MHLntepvKh+WcZjN47vzruNc/K7d4V78YoZ0t+evv3we+6EL2Hcnn8uH5zGmoyPDvjnMlsldade0Lc7jlrMz6CjHjgWya8kHuDf7C6/3Wc2Z1HyqwqbQx+irtwetIvReufU3sbdPfYlXw7fp1LsP3Tq1p6PzGOYEXOCO+VVs6S0ubR1K+6ZODFoWzNm8cirL87h26AtGtmvAq71WEn4rh6qsHUx+73Uad/6MVdEFlFeVcztmC9M6vU77CQeIuB9ij7NtnDNtWo9n05V00uKXMbRpMzq5utPdsSMdu45kxoEUI8Ba7l8CLSJPTiFW5FlWRVWl7U7EpUdY3q8mxFZfBlZ4LYTlXs1oO2gpe2Mf7B/KUvazbEh7WvVdTOzFTFvrAzkJPsxz+TN/eq05Dj088R44kEED+uBm34SGb7xNu8FL2JuUS7ExrjPvR/Lt5n0cjr5CVkE+uXfiCVw9EldjTNJlejDR168ROsuZdi26MHjpca7llVTf28P8jaxtfSLy81a/Qmyj9+j+hR9hp9cw1bUdDlPDuJB+haiFbnQbtoydpwLYOt6e1i2G8VWChdLiDC6fOMieDatY9tVCFixYwIxhjrR88y3e8t5Iwv07D+SSsGoQjv/+d/zdC53xXn3WaDFUZJO6ti/NW/Zjhc9FuLSZGa5teMtjBSdrrle5uobRLZvTefRGjlivnqkiI3I549u8QddZJ4k3L1GuyuRqTDB7N67i6yWLWLhwDtM+8sLxtd/TeNAGgtLySF5rhNiOLozfGcO5gE9x+fNLvPmeJwM+mMSkiROZNPlDhrja0bZtN4asTeHOd6/UqbrGiW9G49quP3MDzxK5YSiugyfS3741vQd8zPyD4RxbNZrunT9geWggSwc2pdEb7/CexxgmTppo1GQ+GulFzw4tae6xmLhLmdYQ62nngNPn/lyzrqTQCPzz8Hrtj/zx/77E737zBxq5TjMCvS1R55zj2HQHGrQZxYKQ1Affhl72Zd3IDjTyWM3xm/eMELuTyR1a0GnwSvxtx7ncpG3McGpAx4m+nLgfYiPY/lFP7NqaZ2IzuJVghNjGf+Elc93/+w+82X0yqxJ04ZDIj00hVkSsioNZ6tWJbg+F2KLrYazs34w2AxezJ9r6YyWrsmQflgy2o2W/JcReetBeIyduN3Nc3+D1zmNZuOkAYcePcTzsCMG+G5k32gX7to70nRdCUmYxlUVpnDvhx84NK1i+eCGLFs1mwmAn7N58A/vPDhGVepXQmT1w6jaEz/dee+geKSLyrKhnIdYOp5mBXMg+ya6JrrTr8Tmbj/swx7MrQxccJj4rmu0ftKd16/dZGp3DzZgdfDXaE1fnnvTqP4wxn81j1thedHq3KU0GbiQ+zxZiK+8StdSbrn/+J/7ppU70WXSa22aOsmRbz8Q+CLGbmO7enre91xNrfbyMsUO/upYxrdrSY9xWjlnzlIXbp75mfLsGdJtzksTMCgrO7+ebyf3p2dWZXl7Gdkyawuefj8L1rRd4Z/BDIda+J+N3nCHZdzxdX/orrTwnM23pWtasXMHK1StZZuzE53y5nA1hN8j97plYo49uhCzhM9eO9J69g6VDO+M1dQvr54/nfe/heI/5jGUT3OgwajNhKcdY3b8hDZo60ueTxaxbu4oVK1ezcvkSFn4xl7mrAkm7m09Z8Kd4duxKjxmB3LauI4/MM3Pp+8bLvN7OmwG97elg1xWv+aFcMxPrvXMc/bw9r7YZy5LjaQ9urpAWzI7xnXjLsybE7jBCbDu6jVhDoO1nMdkJ3zLdDLGT/Dl9s7qNsgh2jHOmlS3E3jTPLjd+hdfb9Kefe2cc7DrjPjeI83rcjsiPSiFWRKxqhdjqMVPZ7TNsHdmK5p5z2XY63dpmKojfwdy+rWgzfAPxqY8+W7/mN7GN+y4hJOWuMUYwz/iag61KMsJXM9mpCU3d5rM/JZXLJzeycFw/3Hq44jFgBOOnTeeTMb1xbPomnT8L4IwtxHZ3G8X0gzcp1uVYIs+cehZi2+E4xY8rZBL37SS8WrRkwKRRtH9vNAv9zhsRK46t77enjd04lobEc2S2M83ecmLwisNEXrtDVmYakes+wO3tBtYzsfGF5kUn5eSdWcHHzg5079kDFxcn7JyMEBaZT3FpDtc39HtsiI2xBVZS13xPiG1I9y9OcTYrh/ilHtg3a4vL1H1EXb3D3TsXiDs8l0FNX6RJ/3UPQmyHHozbk0xq+DyGvvVXWg9Zzc7oO+QVFpCfdZ5Iv/WsXLIR37P3KLyfEB8ovXiI7Z90oElXb3o0bc+YNeEkxm9nwUgvWrz6Nj17OuKxOonr6RcInNiKRm+78P7KY6TeK6Cg4B5piWH4fPMVy/dEcyunlLKgydYQ63I/xOZy97QRYt9sidsMX45G7meZdzua2w1j7rFcSsxvTtd60bxRd0atP8E16z0gLOSZZ857NOV191WEf0+IzU3aw+wur/Du0E0EpVa/ufIr25nX810atP6YTal3SItbzOCmLXD5dC9HIv1ZPbQ9zdsNZJq/Eep1ABP50SjEiohVrRBb/fSCqtwLHP2iBy3sRzHX9zzVF4ZVcj1gLqM6t8J5ZhAp6Y+eG60OsY2tN3Y69vCNnSgj4+gyPrI3Am7v+eyNDmfHpC7Y2fVm9NJDxBnjpsw7iRxZNxq3po1wmOxHZGoqR4wQ66wQK/LMqj8hNnQyzq+1pMOkPZw3WrKjvmVOx+d4+bXXecl1JQeTzQeHnmH9sNY0bzWGRUGxBE3tTMPXOjJguRFir6ZxPfEQG8bb88bv/mS9U25kbhGF6UdZP6I9rYyd8Zz9pzl9YA4jOjbHbsQGApMvk/xNH5o182TZvgtwcT2f92zDm15riK4JsVdWMbJZC7qM2USYre3WiaWMbfkqTrNOkJiZTfRCF1o3fJdun5khNo3UhCB2zupF6xd+zYuuXxOQmkXS6v44t+nEyN1p3LsWxpYRbXm3nSfvL95PeGIK8Ue+YfYQZ7p7fM6G+DwKHrfDLkghao07b774R577gwszAi6QV5WEz+cuvPp3/8RLrbyYebKAwtJ8bvtNxLNtK+y8prMmOI6kxHB8l49nQDdnvJdEcOVeBRWBn+DWrhNdpxzilnUFudw5MYver7ag78JjJJWUcW3/Zwxq8zatB63kcGo6t2LW8rFjK9q7T2TRgVPExQSzfUoP3vnjC7zgvNz6m1gytzGhbUs6D1nFIdtxrPRGOJuGvk3DdoP5bHMYcclRBH8zim4v/4E/vzuODeaNncznxDZsgfvsIOKKK0jzn8Hw95rSos8C9l3IpUgPiBP5USjEiohVcSBfubenc88ZbEwpr35OrCWLm4Ez6N/BAdcJa/FNvMWti4FsnOBK5w5eTPG9zK3HXCFlhtiZzq/wsv1YFn8bQMSpU5w6dZKIkF0sH9cDu3fscJl9mOgLZ9g9vj3NW/RgxFcBxF25xqXIvawY/Z71JpHNxuzh5KVLhEzrgpPzMD4/kKYQK/IMqj8h9vgMPJt1pNs0H1KMlqqMSPw/as5f//QWDl9EkGgNQ2fYMtaB99p/yIqou1wJ/ZoJrva07+hEt1596DfsQz4d149eHY2dY69FBFy9TNTWD3Ft40DfOb7E5FdRVRiH/5d9cWjbi1HLAghd2t+YfzDf+F6Cy1uZ5dWJlkM2EVsTYq+uZ5xdB3pN2Ea4rS09chWfdGxKzy8jOZtVSUHUWmYO7ETbtg50d/Wk39CxjPngQ4Y5vkEjjy/Zf/Y65zaOwLOTM2N2pVNWmkP66c3MG+NJTydHuhjBsmtnBxxdhzJh5RGSsoz+MFf1iBzSjs/BvcGfeKH1ZLbGmj84LSVu3Ug6/vvvedPtS/wzLNZ5q7LPErJqIsN7OdG5Sze6d3PE0dGZXiO/ZHNkOvnGRKVBn9PP0YXes4OpvmDIPBM7jwFvd2Dw0giSzDOtBVH4THfjvebdGbkumqt3r5K47wsm9HfBqbMTXV3c6eNsR7sWzWnQZy2n0o0PKmsXUzp3pOfo9QTbQmxVaToXfGcx0qUT9vaOOPfqx4iJw3Dr1AkHh8l8ey2DtLhlDG/eAe/5R4g1v+QtjsNvrgcd33Vk0IpTXKm5PFxEnohCrIhYFR/ha++u9PT6gm3ny43RmKmK8oxoDswdRC9HB5x6euLew4H2HVzwnrGHU2lFj32mfe5ZX77q9R/8+eXXadqyHR0dHIzjeyc6G+ObDg4u9P3oa/YkZpJbmMUV/y/5yNORjsb4zdkYv3mP/Jixw73x6PQO7d7fSERyMmFzeuPmOZZZ/rcUYkWeQfUkxFZSlR7DER9/AqOvYr1xe/k97sT6s3PbPoLPZVtDF2Rw8UQABw+eIDnbQmneDZKPHWTPlo2s37CZrXuDiDgVQcSRQA4ExpGak82N2MPs3X2YiIuZtmeLlXDvUgSH9/jgf+oi1xJC8fM/xrnruZB3kdjQAA4cu0CWNS9VGRt/npNGxwWfvsRtW1tRRgqR/vsIis/gnjVs3eRC5CH2bjW2Y/0mvt17iKCIGM6E+rAvJJormbnkXAjnSEAgJy4XmUs1EuRdrsWGErB7K5vWr2f9pm3sDTRC8c0Cyr53Z22hODOZ8L3b2HYonqv3qm+tlHv5JIE7jfnDznGnvObOfRYKbyUTHbyPHZs3GNu1gc27/AiJvkKGcTQwp6lIO0OosU0hcTdtfVNGSUY8R/f5cfRsOkYXG4rJPH8M/5178Y+6RU6ZhYrcVBKPm/1ubPfmXez3PYB/gB97Q8+TUWRsU8kVooz/B504T9r9uz9VUJZ9idgjB9i9dRMbt+zCL+I4oUeOEBxwhssFxRRkJnF8vx9h8TfJtPZ1CdkXjc9q1278Tl8ju+Tx0V5EfhiFWBGxstwk6ehhgkLjuJxT+eBJAJXF3Lt4iqDtK1g8dwbTZ81n6eZDhJ/PpLDi8VdFld+7ztngbWzduJY1a9ey1qh169azYeNWtvkEE3E2jSzrA98rqci+TII5fjPGTRs2bmGHbxhh4Sc5EeLLwfAUbhv7pdtxwQQfOUHs9SIsj1+liPyM1ZMQa6iqxFJhwVJZ8zxQ488qIzBVVPDgKtIqKi0VRpvlQVtlBeWlJZQUF1NSWk6FxZi/0pzPnKbKWGYZZeXffUSLsa5yW7vFmNYoc1pzG6zLN5dhm7J6uyqwPNRWZZvOUnOLepOxreVlD7aj3NjjWrfDtmzz39Xv7/4c1nkqykopKTHmKSmzzvNfM/rA2J4Kc/m2Fus2mtv9mMttqyzllBn9U1xSc3t62wsm6zY9/D6MP2ve78Pvzdpfxnsqf6gPjH43l1tSUmr0o9k/5ns1XjcneKjPvpvHze2xfl7mfGbfGJ+32S/mdGa/3l/3/ZWb6zb6xvysHmyQiDwBhVgRqVY9rjKP4Y8eY42wWZjNnRtXSb2RTmZ+2fdcJWZjHLjNZZVbxzXmcd4YexTXjBMeXX6VOa05PjGnMcYn98dvxrZUWcdNtu363i/2ReTnrP6EWBER+UkoxIqIiEhdphArIiK1KMSKiIhIXaYQKyIitSjEioiISF2mECsiIrUoxIqIiEhdphArIiK1KMSKiIhIXaYQKyIitSjEioiISF2mECsiIrUoxIqIiEhdphArIiK1KMSKiIhIXaYQKyIitSjEioiISF2mECsiIrUoxIqIiEhdVudC7IoVK2ytIiLyNJhfJpr749atW1NWVmZrFREREakb4uLieO65555uiM3Ly+O1116zDprGjx9PSkoKycnJKpVKpfqJy9z/jh492ro/fvXVV63fdD5uOpVKpVKpVKqnUeZYZfPmzfziF7/gH//xH/H19bWlyh/uiUJsQUEB7dq141e/+hVNmjShZ8+eODs7q1QqleonLldXVxo3bsyvf/1rXnjhBbp06UKPHj0eO61KpVKpVCrVT13mWMXOzu7+WCUoKMiWKn+4JwqxFRUVhISEsH37dnbt2sXu3butf6tUKpXqp63H7X+1T1apVCqVSlVXqmZcYmZHHx8f0tPTbanyh3uiEGuqrKy0htny8nJKS0tVKpVK9ZTK3A9bLBbrPtn8TezjplGpVCqVSqV6WmWOT8xxijleqaqqsiXKH+6JQ6yIiIiIiIjIT0UhVkREREREROoNhVgRERERERGpNxRiRUREREREpN5QiBUREREREZF6QyFWRERERERE6g2FWBEREREREak3FGJFRERERESk3lCIFRERERERkXpDIVZERERERETqDYVYERERERERqTcUYkVERERERKTeUIgVERERERGRekMhVkREREREROoNhVgRERERERGpNxRiRUREREREpN5QiBUREREREZF6QyFWRERERERE6g2FWBEREREREak3FGJFRERERESk3lCIFRERERERkXpDIVZERERERETqDYVYERERERERqTcUYkVERERERKTeUIgVERERERGRekMhVkREREREROoNhVgRERERERGpNxRiRUREREREpN5QiBUREREREZF6Av4ftJM8IuYkqAwAAAAASUVORK5CYII=)
Wanneer pas je een circulatiepomp toe?
Bij een hoog temperatuur (HT) verdeler mag de primaire aanvoertemperatuur hoger zijn dan 50°C. De secundaire temperatuur van de vloerverwarmingsleidingen die mag worden geleverd is maximaal 50°C. De hoge temperatuur verdeler is een mengverdeler, hierbij wordt o.a. gebruik gemaakt van een circulatiepomp.
Wanneer pas je een toerengeregelde circulatiepomp toe?
Als je meer dan 60% van de groepen op een verdeler na regelt, dan dien je een toerengeregelde circulatiepomp toe te passen.
Tip om energie besparen met een UPM3 circulatiepomp
Door toepassing van een universele modulaire regeling UMR2 kunt u een aanzienlijk besparing realiseren op het energieverbruik en de levensduur van de circulatiepomp. Door de ingebouwde ventielkick, die de circulatiepomp alleen start als er warmtevraag is, kan een aanzienlijke besparing op de energiekosten gerealiseerd worden. Daarnaast zorgt de ventielkick in de UMR2 voor minder storingen en onderhoud, doordat de circulatiepomp minder vaak blokkeert wat weer een positieve invloed heeft op de levensduur van de circulatiepomp.
Circulatiepomp vloerverwarming prijs
WTH heeft meerdere circulatiepompen en hybride pompen in het assortiment. Wilt u weten wat een circulatiepomp kost of wanneer je welke pomp toepast? Neem contact op met WTH voor advies en actuele prijzen. www.wth.nl/handel
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Hoe kan ik de circulatiepomp instellen?
Wat moet ik doen als de vloerverwarming niet werkt omdat de pomp vastzit?