Pietenpol-List: stick input forces at reat and at full load

An archive of the Matronics Pietenpol Listserve.
Locked
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Pietenpol-List: stick input forces at reat and at full load

Post by matronics »

Original Posted By: "Mike Tunnicliffe"
Subject: Pietenpol-List: stick input forces at reat and at full loadDoes anyone have any information or an idea of how much stick input forces is required to affect change in about the flight attitude, bank and directional axis of flight? Additionally are input forces and output forces equal between the stick and surface or is there a mechanical advantage derived from the control horn geometry at the stick and control surface.I figured with a slow and crummy day this could be a good question to ask?How much push pull and lateral strength is required to manipulate the controls to the fullest extent of their range of motion at zero load,taxi, cruise load, full speed and at landing? Having never flown a Piet I was curious to learn about the work loads at all the different flight, weight and wind configurations. I am not even looking for exact numbers just more of a SWAG amount of what you think those values are, not trying to make this difficult or an exercise in futility just looking for some arm chair data.ThanksJohn________________________________________________________________________________
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Re: Pietenpol-List: stick input forces at reat and at full load

Post by matronics »

Original Posted By: amsafetyc(at)aol.com
Hi John, if you can apply a maximum force of say 200 pounds to the stick and the leverage is say 4:1 then the maximum load at the attachment points would be around 800 pounds. The leverage is determined by the distance from the middle of the hand grip to the pivot, divided by the length from the control cable conection to the pivot. That should get you a rough idea of the loads involved.Regards Mike T. ----- Original Message -----
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Re: Pietenpol-List: OT Spock and his E-6B

Post by matronics »

Original Posted By: Robert Ray
Subject: Pietenpol-List: OT Spock and his E-6BI was watching the old Star Trek with my grandson and noticed Spock look at aninstrument and say how long the lithium crystals would last. I was amazed thatJeppeson would still be making E-6Bs that far into the future. But of courseyou can use them to figure out how long your fuel will last. Blue Skies,Steve "trek" D/9j/4AAQSkZJRgABAgAAZABkAAD/7AARRHVja3kAAQAEAAAAPAAA/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoKDBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBvAJVAwERAAIRAQMRAf/EAJ4AAAEFAQEBAAAAAAAAAAAAAAECAwQFBgAHCAEAAwEBAQEBAAAAAAAAAAAAAAECAwQFBgcQAAEDAwMCBAUBBwIEAwgDAQEAAgMRIQQxEgVBBlFhIhNxgTIUB5GhsUJSIzMVwRbw0WIk4XIX8YKSQ1M0VAhjRCWiEQEBAAIBBAICAgMBAQEAAAAAARECAyExEgRRE0EFIhRhMhVxgbH/2gAMAwEAAhEDEQA/APnRxoEnQTupcoHQneKUSwWXbk8DIVCWE5oGVoFNU8F5Ee9HXRBeRLshldEDIGcV0QMkmZx0CCySZJa2Co3EzHyKC6iIpdCakqoWKV9rJqbK0icV1KVt4oocMLxKg8OGEK3I80zwUMSMHxSGChjNHTqg8F+wzwQMFeyAEKw5rWeCkYEgDQJ4GHNokMDbwTweHWIskZNKmyYGiQcbinggZG5algydpVYJ1wdElZdrfx6KR0DRUBUlaCpAEUIP6oBP9MuqbHomCtwQkA8VTBZdoAUxlxmYRSuiBkgyN1HRAySMhrb9DqpoyS+dlKhODJP3CKMh9wjKXfcI8gT9wUsgky1NgqyHF7iaE6KQBkcTStvFNWQLz0KQyTvdWtU0l7iRX9UAm+2nignXpTVACiDckHUCAIb4p4A08EAqMkOoSgHwOvRRVgUg5UrAH9qkFNb4qsmRI00KlOxuMgG6aMH+ieValNBRlYmgSDtRZUMk7XU0SGS5JCpLJlz3O+KE+Qf1PBODyCrxqqwnImR1CpPJyGMPbUmydOFnEb4qVYEYrBrdPB+IjHirojA8SjFH/KkWCQ1tdFQwVtKeCKodwT1FLrvsTSi0RgmhuK6JUYCn69SpVgNDdIYdQIGHHUIGBoUDAowrDtqCdZBhtCBh1EG420QAB1SDqhIAHNJpXTVPJCXtHWyBkPcb4oyZt0zaotFD3meKmIyS6fqqswfkH3SiDygfcKyzCHZJSyMwgyurZPBZcZXhGBkkyPcUZLI+48aG6rBOq4CpuapAC5xBugEmpFEAaECmqAGwoDgw7kEXsTwA2iqMAQ1PoBdH1HzU2Anangx2J4Dg0VUgS0eFEw6lgUsEDqIBKZiACkHUogCmHIIA0g1KQSYyC1RV5K9KMHAI8E8rdtt5qQLRRAJeKgoSYFA66EnwfSKIOCytShZwMc4XCeCyU2JMF+yKeaBgwxwcSpLBRaKaIHi4VPROQ8Oc3yRkvE1O0BthqiCjhOJaR4FFLVKIoktypTkEFQjEIAAgCDdUQohUqtbUstNanIHwOnRLajIVChWSC5pIoUBxcNKoLMcXtAF9EDMd77Ux5O99qnI8gfOOlwjIyb99vgnhOR+4QfkByLIHkbMrkDyD3XIwWXbz4owPIncb+aeBl1XWulg8gak1qq8Sy4glKwZDYUYLLtpRsBoEtYA2hFDi01pTy/VLAdtaqPAUrpYHxRkhDQDTqjEJwb16Kg5wBFkeJ4CiME4DySwBO2mqMANp16JAQ26eANEYDqJB1CTXRAFACgVAEG6yWAFSkB6UTwALQOqMALJAnQpA4abb/JMEVCMgQQgCAa+QSgSIQKIsEKdropagNUsGJFEYDkAS2xQWEV7aOSTsdYLAIEPRN3OoE1JbYQAqGCgxov4IA+dLINXxNFdVOAdojAcRQ2TLAFSZmfRVlGwYZO8gCxQNUxymLBUbkZJxoBdApozCtAmjJPvUKE+QfcolGQ+4KoiTO9AcZnUQMkh7qpYPIbnbq1VYJxLipAUKYGhR0AtYaXT8Q7aPFGAPt1SJ3toMKJZA7bJjDqeSBgEw75IA0PgmMBZIAjAwN/DrRLB4TuN4Pl+Tk9vj8OXIedAxp/elKJHoPav4C7k5Usfy0j+NheA4BkRlcW9dbVWe1X4tdH+KfxBwjZsflHZ/KZbAS5z3DG2uH/QNQlleukrN8lxv47x8h+IO135krw0Y0zcx0BF/oLQCCSjzX4KXMwvxW2WWLKwOT47MZUPxop2yMBA03PaE5U3SRXzdtdg5XHmXiOayo+Q2bhg5kDaWvQStIVZKaS9mck42Rm6pBY2rS8dStdbGW+uDYw4xq4AK/CfLPImCBvWo6p4hZJ24ovUpdDd7eK8+k3TmKDM0RY6n6KNpgSm6JZMUBwI0SwHVRgOOiMAE8gEZN1KhAAApYApgLHVAENJ0U5Dg3xQHEEpANpRgOogFgCiCSMVoLqHRCokvgFEmhIiAFBqbIMXQDcCkHe0EgJgCYQsqLa6vRJOxUEdW1RgokwQ0dVGFJu30qlBtTLIbTp0QFbCCSVJntpQTqJZDqIwEfIadqMI2hvCJ9wp0tVhtP6pRo72kwWGKQZyQQ008E5BUNxIofFWztJIJQgSG0sLp4MQ2ycIKBIO2oMdh8EAKBEoKIoKkWTwAFCjAdZHQFAhUHOA6JAWqcFgRU/TdGBgr7eV1yCK+SqaDJX2cyvwHkU3CkOpoUeBFDjySauT8TH7CMayBLAEYsAs54VzWE4Q4VKhwI8rpYgyexIIsnIEGKz3pCDYA2prVTmK1lr0Psz8YcZm+7mcpmCOHHZv2s/mNbGvS2qy35G2vFh6xidsP7fx8bNjxIs/jZ2B0M0EoY61LHxXPN8q8vwqZO/ucyDBx/GGbGkjkeWQ5zWx1/wChkmhFNLrTWyQ/HKXlsj7gwc/N5LFbHy+DFsAbUGV7rtdfUN1U+UKaYrL8f2FicrjRZxmL+PeHF2RLuADtpFKjwOic2bKnkfw/j5jIJI8hzcl42vx9S97WmtDU/wAN7okxWdmTfY34f7a5HnJOG5nMzcTOdE7Jgcynt+0wHdcjUeCdmS7NJ3F+D+2sbHMWByplaDUyuIvUWBbrVEmETfLxjn+zuTw8mZuLG6XHhJudDTqKq/KldGWdI8O2moOhCXnWVmHVKq5J0bntkFT1CNdisW0kQkhD6WA1W+0lmU6oxjFFgsn208APauVRu2HSlUAfbJoKJE72j1FuiWDd7SMEHtitlRu9spBwjbXVMD7QSDmRVNdEYBRjslgEBhrojAK2BGAHtlIFCOyfQHIGUl1SwInEGxUtSfkg3EFAc0Cl9UqBTCHmso2p0U1NgYZBFOiZapoaRomo+BYIPIgBMitrUBXwxNF1lKs4WC4OivJYAxtA8UoTvbVHgxmtDY6hJOyLhCstPNCNVsGhoATxGo2SDiKJYCPkXCrVOyLIwbU2RAZZAdtvcKhhxBBp0TA7QpDgSTSiBgUAKBACr/GysE6m+qR4doQlgit1bUVAUByAlkx4uMJCKuN6K8YmU5RHczMT6aDwWf20yXcrlnqEvM8G3chln+KgR5ng07MySSd6XnSsIOVMdXmqnypE+5IbueaI6hpuxuwue7szizDY5mAwgZOcRRjB4V8UedXrpl9Cdp/jHsDhMLGw2TnL5jOkLGyNIDY4Gis0rnG1WtqQpuWt18V7l812djRZXF8Tx4kwPZ+0M27c9/vODQdNQ2rka8WU3aoHefeHESP4/jMOH7XjuOe3Hw3E7A4Fm0udT6hYJTj6nrOqgzu9sPMx8eLKw4pmxg+2/wDiDhpcXoVc0i801yn5KGBwz3PhiGdODjNEQFWxOaWkmp1AKPGJuzLcj+QcnF7Th4yKZ32ghBfHYPLy+oIpZF1KdEIfl3Jxs3CmaKPjaSC7WpG31fAIsH2IPK/lrkJOXbngt93CjMWI9jdppI7+pu+LVUK7q/lPyfnZUDth2SuABLagGh6p3ZnKzLu6uX3FxyZHNcalhJI+SzV5jlz4nIwh+xkWS1ou2246380lecs6qlo27mnoq6s+hDwQ4fqiQl5jUfx9fALq76s50qIAbrGRoO1MOoEANqAIAqkTnJwwokHbaJh1kgDQK1TBW0JBxbRAdVAd6tEB22iA6gSwARgOjJ92vROnFk1tYwoaQC3okpxbZGCdRGDdRAR8tlYj+qilUTDNH0VZKLMdExg8wFMF7UDA7bIGEGFuix1aYPFgqrwQFoonITgw0TNFz20iv4oTt2QcWrZh8UmUXLRWhPgm21K2BBUkgHRBo+QPSUROyM8HaPJNlgihpZMObf4hChNfFUkFOA4AAkoUHVKQsDQKsE6gVAnakpwaOqMpKDblMOoEAWgbh8Ugc5QE4rCNFpt/qSnoahc1hlE0TBO5JQVCeE1zgAb+PRBPSvxD+H8zvLJdyXJl2H2xhuDszIptLwP4YyfHRSqavU+5O9eB4XjYu3u3MSPD4jEa4uY11HPlAp6nC7qpZb6ysVB3XnYOBNnB5a/JZ7OJFQUYxxq/aTf1aFPLTfXoYx+5ZeM4eQGj8lxbtLdWuINvD0ApTawrrOjHc13by+dNEzIl3R4w2QMtY09RJCPJG/fogR8zkNeHsmeauHttrUCn/irJEfy2TPNLJlvLiAdor/EhntUOXMy5GUfISKbR5BCcmJJZJHhzjU0pfomRBc81qbk/uQQX8UgAcSaJAvedwpRASjIyRjd3pc39qqGZk8evRLIXfFNL8Bw11XVx/wCtRTFKPKyqnbaVKRuLbV8VWKA2lGA7a5SB2+KYdtpqgOISBNEwIaEAaJACKlMO2lAKaPHVAAgkoDiEgTQoDg2hr4IoWUF4woa60S26DdtQTg2yDy7agyJowW08UrCVTPTkOHgoSt4wC1p60VqPxtTI4W2TwoKGiMBDxWblho0qQ6MArVBJYKoItrAgIfIspDU6dEFeyqxyDLboUmK8jBLR8E28EgoAbWgi10A1MwbCUFUGQHbbSqpmaduHRCRAp8UKyKrJYcghoFKsk0Tgy6hTS6hQCtoQrIhiWE4HaqDg26AVsSCVmQ7uL3U9TTdbWZ1JnQRv/cua9DFyQACuiR5dStqX8Esk9C/E/wCMZu6Jcnm+Rc2HtniDuypHkD3ntG5sDOp3aGiPwrXXNegd8/lOGXFbwXAg8bxcWxpxIqBtWN8tbrPydU0eYe/k5khLnOcAS5xIr+5HWnD/ACJzsj2Q+WojtFFQUaBf9qqQtrUdmPn5kgxGEM1Lnutc26qpLRlBysT2qx0a72/SHfzO6lPxRcIP2kjGFzSGbTr8fBPCUAsJLiT8XHqUmWxp1Ws2i961TSSA6oqdUxgoivTRAJ2qSHaLW+KAVsGqYw5oJNE1YGhdXdZwFgppYXnbwL4nt/hAK7OG9EV0kVJXfFZ7TqrUCwUsjBgY6AE3JVBwjQHe35KcB2wIgcY/0VYBPtqcAn2zXRTgFbFWABbRSCaBAd8UwNBRAChQeAcCpGAoUE4goCfhgllFK9afLUlO2oU7agYjqBBOLBQ7vCyKFLlN2ZBI6lZlhaYxDo2nwVhJh1VRR8tqCmWCdlkGiYLak0WHGvZMMd7rRAOjCMBwYKICJyrQMe6KV7KKGglBHUojFfQXYPghvKU+gQAaAboBEjf6ZTKoJYS0/sQzR/UXUromk4ANwPRAAtBNU8Hl1EywA1SwHOASAhpVZA7aiyDwO21EyKa2yMKyUxl7owkoMFVWAOxSawaxsnGyArbTsnZkpW7JiOgJXLv3ECoISMWpCH+N4+bkOVw8CIH3MuaOEU1HuODa/tSwesy9x/J/JY3accPYvCPdHxvGtLZXUAM8zh6pD+4IrXWdXlodJmZDQKNo256n4qZrltlr+34eOiMDXD3JpCAWGwN+vkujSSJtqd93w8T3RzxsMjnupt8dG+auaxF2rosLhRK6OI7pntL7nSl1euupeSNldtRucJiAYifSwC9fFF4xlm+W4447qOYWh1aNcLgeKy2hsxJAXF4AsDZYpsR3wHaT8VScGnN9QSKwfbv8qppDbRSCtqBgprK0Co4fOMXMBaL9ENMDJiPawStFxrolRhY9ttPvvHUi66OCsN0nMbSZzaUNap79xoa2HWiKoCzqiBwaSgOEdCiwOLT4JSB22oTAhgAQHACospwAMbSSqAOhFFOAbMV9FWAS5nhqpwHCpFKXRgCGGuiSsg9tSpGSdtEFgkoLCZx7/UQUsK1THNt+1SsA2qFFhtkB2wFPADbUfOiVgU3Jx7ZKqCS+ONYgBdVCTogK0VRSS2O1eiYHa1AROOaCVho0qcYrrVmDovJMAG20SwEHl2H2Ba1EYLbsz4FJW26hDFfY4GwfBJrqWag/TUJqdYmyfQEPbWMpFUNzfSaIwzqJQBxKacCmHUKZ4GhQMhbw0QTjRLAwIA8UHgtoCZ5KLKmyZYKACZCAKoBRbRVk8OAuFNEWOAN0ckeoIJWuid4yfIM2ZcrdKFcu/wDsURwkZTCK0PVByrvtLk/8dyRyQ31RsqH0qRQdKqbW3FDvN87yHKZ0mVlSOmknFnP+oGta3+KWcnehvjpWxx+rcXuoyvnVOTAlSBnTMkfI15302gi1AjNVkyeRlimdIK76emprUlVrtUUrj+Xmx8kTFxc+9an9iqb3JNNwfc+VLmNZvL3tBDAbtqdf0W2vIS55TipZ8efMmlM+VM2oiaKhgpbRG2tpa1jf8NKI3ykEC5uKLLwWrMrGIBBaau0UU/FBdj1kaOpSGC5YWi7TWlillODbYtyZYc2E1I8NEyKY1zJHUNa0LbdOqMn4rjEwxIwOILi76A3qrkyqJEPFuMwhex1JWl0YI8FU1AR4E/G8hA+RhZDLYvOirSeOzPaHuQiLcokjpX9VryYyjXoYLDQHRQonbWyCdsNaIAGM6phxaSfJIO2HogO9soAlg6fUNUGG3w16oIragBtHgmAMfkkA9puo16oAe2b21RgGzFdKwEuYfBQrJBYaaIwMn8Zu2QeaMFFz7DXRtI6hLDQ2YHDopPJJjI6J9BlwYaaIPLthBFRZFGVbzEfo3ALKlTXFSdPBVqS1DCTVUEmNpLQnlWR9s10QMovFsqamyw0abLIs8FszJ2XIPVGA729tBSyMBX80wiAeadK3oztP6gHWqllhc4v0t+CGmqQQaaoURS6MgKWIPVMsoThRzgmixELfU5GCCnpKMJKaKtTU4A1TSOypJNgkeA2A/BBu2j9EsFksNA6qiLCFZKogsODUxgsMHVChDboSn8aR71OhC107lszXcEPt8nLagN1jyTqiK6qzU4myQXvCPjGDPGYxvmeP6x6Nb0+az2rp4eyRNEwZkAibuJHqrcfJGkXvIh5YkxpXwA+lryQ7zpVabMkNuU4Fxdc9FETdnSZcbpGinpaNfNVE3Y4Swt3VpVC07hsl2PO6VhvSg+JV6UYafhu5cjH97bID722M7r+kGpIW82iZF7i8xgcn7mPO1kYJAa4eHiq6VeUTku1YpWGSCQOY1lGU8Tqo24xlnMztuYSkBpMjaAAefVZeCqjHg8lp9v2XXsTSvkjxSjO49zGlm0g/tWe0XhFdC9stNpv6aeaE2FSY0rXROA9NdruvyTwTbdp8K1mDMch4aGHcwkgEjqBXqunj16JtSs/luPxzHAGiQVPtyD6mmnp/ar6DKpy81/J4n2eQbPqInWBB0CnYRT4sz5mGKY/14DsJP8o0UabZ7os6ntvjorANjFa9EEJYKoMnbYoAbUBwYUArZZAJMdwf1QHBgqgFbb0QAc0WQA9soAtjINwgC5ulrdUAkxtQCHRhLAIdEDRTgnNiLXbgkbQ4jGugaT4Iq4cdCCBZQZDsYeCMFgg44FgEGQ6BxrXRAV3I4u6Fw+NFFiqp+MG3JLelUapaJtDS3RUEiFg0QMnPaPgqwEXho6gkmyx0nRtss3RDoFpEEGIgiyeQ72TUE9UEruej244oKoqay8jfXbVShbYLLAlC9U7bbRPB5Nlt08DIFtUYJCcz+oUEiSCkhTTSbE+CZYEt8EjcGurc2TIHAg2SU4eacIqgQlzQSfIIBwNTPBYag8lNangyg0apZLJVKp4Skceds7PLVXp3F7K3u/H25QkpTcAjmjPVnbLmU4g0SC94ZhOIaC5eddNFlvHVw9kpmRE3kYBTSNwr0JNlfGN71VvKPa6aR9Klztengq37pqsdYk1U4ZZNAkuTI/HIa0JsEH5J+LkMY1xPgU4ryLhzIwGjQk/vT8hmJOJmPhfQE+kG/wAUa71UaLj+ZJxmt3uruFamyvzXIsP9xOIaPS47h/U+HRXrtAXP3IWMOxvqcCK/Eq7vErPHwOEz4os2RwjJYA9lRUmuqJpL3T5KzM4XjJ5ZX4Tx7jJPSD1p8UvrirUyHt3ipSY5Z2RRH1F1QPVTwN0/CJyr+6Xx4cMGDhu9xjKSGdp0Itf5J3oWGZyMuFjXuMgdKAS016rO7QKd3LzVaA47mOqP1Wc3LyWgmZLyUWWwgNyGAPYOjgnr3F6rX2/+Pitk4JMNKkXCA7ZUqgGxI3GM00QADbJEIbZAAMJQbvbugFBoGl/FABwFdE4A20KAIYDcnTQJhxYU7AT8lADYEAkMugOLLJYJc8WQ6Gngp2jTVOMdgowp3tkf80wLGU1SwCXRNI0ugso2Tih0RFElMiYHQZxFKCqlDQxMLo2kCtlQSsZg66ogStgorCFwkdWGiw0rbZaujcRQdFaCdn8xQZJaD8OieAq+eG3HAPVFRWTkH9QfFShcYA/piia5U0VpSiYJLUHg25rgdLdUZoQ5G0lPmgkKT+6VSaAASoGgTLIGlCPJBYBgaLVQeRIFUDIiiaSmtvU2SMsMGqZ5OMArXonCKDb2VHkr229blLBFNamDsHpmaR4hGoI7yi340cwGtKFVzdmWvdjgDVcqnEih8Eg0HEul/wAQQ76fcO06aBZ8tdfFOiC+QNnq6waKV+d0aVG5vLcXYrPiSVpaV7K81+KTEGNcTYVQqa2nA1zSdwIt1S8oPGg15FamxTIqIjd4DoUCJTMlxcDS+gSy11WMGRsPtutuHqHkllpDUs72Na0EihqE5RT8HIyE0doBqfFX5pixiz4hHG6V+1u2jmg9VrNysJg5WBsk7g/a2voob3GqPMi387jFo3yGo0NKo+wIPKc3G/H2x+pxtWtLJXdNZ90pId4lZdU5M7ifikmrXhne45kbbyNNQq0vVeta/wBqgFdbErpKgWekjxTJzY0ZABgqUzcY7fFIg9seCQcYwU8BzWBGDDYdw+KIHCMitfFAH27hAAsG4pgRHZAd7bvBLIJMdEANg06pB3tPpe48EEBBPpI0TwE/iDQub5qNlarihIFlLQNqBl21o1QBLBr0U4S7YHNNRalkYPLK8jjNbmEkdVI2W+LCTCynhVMjjGhstNf+aYwlUtpbVPIReDbWKwWGjbZbGO1f1WrM2Y66IUQYvJMsqruJg9ho6pJrIyt9fzSqVvx7ax/FMJzW7R4pKJc2t01ZNm5ogVDnZSa6eEbIc7AHg+KZEEhBZACqCw4toKnVCnUPghOBDa6oGHGMAVQMFNDj0QMHg21kyEN8bJmcYw+CoYL21N7HwQMFNamMFNad1UhhK7ggM3AtcBUtrT9FptLdejPtWA0carjwpofx/wBvR9wdz4mHkMMmG13uZLW2rGDUj5qNuka8WnlU/MhxWRzsxGiPFjypoo2E1I/l18lj36unGGbyABI8a6rTVjvEhkDvsnAi1CUxFU5hDiKWVMbr1WXC4xfkB22vgCs9624Z1aR/FR5LPbkiqelFz+bu8JVfP2iWxFzCRWu0HxWk5Gd9dRZeHkYrtsrCPA9DRaeTl5OOwImSMIfS+oRktYfhLy4yuNXaUTisukc5z/Ai/wCipNuXOewNqT6jolR2RpJi4gUBonml5Q2559VBQkhGU2uc6ouSnlOSHaVJ+CBaTU6USylwY49LeKasLDhXmLkYiL1sR8VemBI3ZaKV6mgoumQVxjsEyER2SwCfacKk6JgA0npZICWJAjYqBXt+kWvVUADCDU6KQPt10RgAIzUWQAMdSQgFRMNNLdUYBTmCiDILNPJIido3aJYA7QmCNg3VTCRxvoyKHUmyz2hyr0NqApajsFD5IJzYqip0RkO2CtOiCc5goOiIUZ/msaj9w1KnaKqXxTt0IB1ASKHpI9sgPiUGk0FPkmRrgGVhIostI22WxiOlLq0GzFbRMyfbqKHVCVL3G0CIKpCrHzN9R+KjZK047+2E52CwDDZCslujtTxRgZIMNQbXGiFZQMxtHg+KrLOoWS31BBWmQyuqCcWn6RqhTtrhSp06JgQBp+1AdsQCtpIAQWRbGeiWDOMFbKsJOhpGiMAsA9TTyVKyIABpqD1QMnABogZKp4IGVoYhPwj2akVt8lvrejHaPM5m7ZpGm1HELh2uLVavT/wHC0c1yMz6NLYWNB/8zrrDlvR1+rjqymfC/D5bOxMolpjyJCGHqTW9lGt6NN+inyYyMgnQG/yWkc+1zT8MxfG6NvgU8najY8RkkNbiqeUzq1nAYEYc17mVGoPwWG+zs4tMNljDF2giIVHXzWFdOqw/wjcxlBRtKGnxSXTb/wAf4We1rPdaXitQ6wCqbM/CVT5/4nyAawY/ugdWOGnwJVTYvpinn/GHcQk/oYhp/KVc3RtwxFyPxz3PjxOlPHPfT6i1pcQPkq+yM7xM9l8DysUhY/DmY4Cpqxwt+ieu8Y7cdVT8SZr/AFMc2taVHgq84j6qVJgzxECRhaSKitrI8oPqpAgc6oAvpTrdHlC+uno+MyXi0TyOhoUvOHOGpUXb3JSNBEDzWwt4pea7wU/l9sZ2NxzsiWNzGixJsnNsnvxY1Q+34d+exurtwA/et+OdXLLhvi1oJBuQbLskK3LtqMEJomCRrQDbXVTgne24CyDDZ4p9ATsdept0SDtoAAqaqgOwpYBQaBojIAtv8EgFDv0v0QCnxj/jxVANtR5qcGGwoIn29UB3tgXBqfBAdtqaGx8EAlnolB/iqp2DRQt3Rsd5ftWbSUoANd5a/NAyURbcPpKnAAN6qg5zCdAnEqrmoKxVAuNVOykbhHXISwFhOwg7kYBzb/S3dKIBfbUW6MW8VHH2bbrcx6n5KkG3MGiZmzHfTRCVH3JHSEeaqJY3IFH+VaLPYljxoBj+BTgWdPTVAEXAVGOzVLBq/OjO4GnVJNiDksNQaWVJwY2oAlt7a0TU72/FAcGgJ4GSg1GBkoMqjCRLSbC3mnhWTjIy0C9aqkl7EAprKlAObAgF+2dwt0QBDKFILniWCSCSE9QaD5LXjRs8z5jH9nkZ2OsQ81Gv7ly80/kNG0/DfIDE5rJidZs0bKu8wVzcvZ1+r3q7/NPC4+NzkfIY7aNy4y421LdVzabdXVy6ZnR5rKNwBOtNF163o4zLbEUtXQpFhddv8bJPJu/gbZ3zWe9w24tG3xsduPE2JgBOoKwtdmsxDeXNlRiT7Y7ZBcV0VTUNJ2zzUWTEyPIIZkts5wIoUWKmzWwQMe1nqLT0IGv6LNeuFiHS47q1IAGoIVQZWGDmCQF0hJaRTcNfmmztSY8/2Wt2SEObWrjcEeFEZTmpEkuNkY4dlYsUgeNm/YK38VUqUCbs7s3Na05nHQuaL7m0af2J5KzKHmfj3sLMh+0fgNIFaPr6h5ApZGFMPxT2TizB7ICSPp6ghTlcwUe2e3cQObHhNa52lb2CWav/AOI0uPhRtLWY7Wt6EAV+SJT8Xn/5GydvGmENJYXUHxWnHerLnmNWK/HuA3K7g9wiseMxzz+lP3ru4r/J511y1kzP68gp/FVdlYwC0IBBjNdEsh3tHwRkx2O8EsAn2ijAH2neKMANh6lUHbUEOwKcASw0JRgwDBUEpASyqrID20ANvRSHbAgBsCeAT7V69eiWAS9gBDutVNgX3Hu9zHAF6aqMKiUIgfig8O9ujqdElO2GutkEOwILCDyUG6E2Qak430ZBboKpBdzR1jr5Jg1u/oU86KcBYdqsa0BztBqs+Ntutnxx7nEDU1VoMPjbuumeTTtpO0dEJUfczW+y09FSaxWW0V+aiwkziSNtPNAW4buHwTwZQYKJgQ2yFImfGdoNFKdlfkM/ptJVFUYNFSqwl2wIVl3tlALELjqVSS2wgapgdrQTRAHYDpqgFtYa30QDgYDogC2GlSgFhjiLBAOsjNQSUBxj9SAsuFeI8qhNnW/VXpeqdmQ714WfHz5MpsZMb3E7gPFZ8+mesLW4RO0cifHz3PYCHbQQdNCuPlnRv6+38nqHd/J4XcHC4znGmTD6aHwOq5PHq9LMrzDlOMlw3uIvGeq346499cVDx4d7oh4mn7VV7oj0Dg8FuJgseWXeRuHko5HZxa4ixlYx1Sw0tZYNUaGX+o9shF7CvVawso2RhS48rsnFNWAbixvQ9CjxRatuG/I4x3Phzmub7dAw/wCqd0E5Md22we8OK5EANfR9vNR4qm+VoHTtaJ4SHMBBLR4fJRlSXLPHLG9zWlrjQlmhBCW1OSJPG8k12MIZajeS1lfFOUttVkWYUcYkc6rjo26rtGUlqun5FjZD7QDTU/pTxUeTfXT5NMynyVIrs/mOp8QjJYMZOQHPBoA42AOqZxRcxnR4OPPJIQJGsc5o8wKhTMqteRd7ZOQ7iePbJIXnIkfIfgdF0cc6uT2NsxO7E4l/H8Hk8xKPVnHZCw67QdQuvj/2c3jjW1KIc4OJ6mq7XLlzWWqppuoUicAap4MaBUAoEB2xAcWCiATtSyCi0UTA+3UBAcY7aKDdsPgmA26pkBjoKqQ4MJNBqngEujIOlPEo6goMGqOoNOY5wII+CMEteGJMZb4FZ1prVk0EOqdFJ5KpUmyQySWoyMuIA+WqBk3kRbo0DLM7DFmiotWlfilkNAGgwk+QP6JjKLt9NKdUGs+2mbccjWprVY6RpssZ5Gg0GvVaIQZpjUgaoCM6RwqkFRzxc/HbU1vorlJk8phJ0SqUniWWr0rRSF0xlFWTOBhPRMF7KNNq2QEfLZui0U4FVeRFWLyBVYJF9nr0VxLtg6GnklYBc30owrJTKgDqqSd2h2qA4MANUAQ0OPggFBl0ZBxrQgFBlagG9EEcDHBlj8UG5gKeAUY7iqIC4qtO4GhFwlr0pbL2HkMPJg9jMh3igAJotsxGKicng8HHx0v2kWzIpVrvMXUc8l0uPhfDLNlG+TdExzaA6EeK8bL1NUfkGtycOVgF9pNfkl5Ypba5ij4PGfLl40NKuLyPmLro/wA1zazq9PZiA4Jjp6mgbT5rLa5dusVmS2VkrSAQCKKLDVWY7IEgIBAB1T1qam8byNfS94FatLfJaoizze3+J5WIuADZiKBw0r42VSntrKxGZHyPCZrog4sLTYjw6JebC6Wdms7U/I+ZjOZFkPDmihNT4KavTevRMPu7iszGdIZGNc65JND8lhY6tQxuUhzJoxAS6GNxO9TV4WfKZ07MYTgHawUaNE9r0TpOqvh57Bmi2zPa1xFCK0KiRpYa5HvTjcGP7eP1vGjh4Fba6MdtoxnIfkzIErhFj1qabvBaTiZXl+ETGzOU5uQvy/TA3x6gq5pMibWqzvHGinfw7K0x/f8Aad5AlOa9WfLGg5DKjl9nHx2+3h4rQyGMfC5PxXTw8fXNc3Nv0xEF7CdF1Zc2Ba2gulhTthppZGADbtJoqyHbQjIHYEZAbAgO2g3oigdgUw3bRVUQt1Ip8EAKFTgxO7qjAANvoqIaVsQpwAIvUDRUCTU1sjIc1hpogOLehOqWQncRARu8Cstji0c0UvYeKlQiMBABzbqcE4MJpuGuqo3OYNtP0QGYz2bcknwcowdXGKN0Db9FRQn2vXTcg0/hCGY5Bt5rPVrsfmqXEnQdVSMIkrRqAg8GZGVb+woowqObb/SAJ0uERNZnLaC2vinhJzi3hhLelVIXkfqaCnDPtbZPIyW0BMEzx/0iAKk9EZCofFSJx1vonkqiGIa1v4KspD20wPtmwogFCP0k+CALRT49EAtoBHqFSgC1lEA42M0ua+ATwBDelNUgUGEAV1NkAvYaiiYLDNtz0TIoUd0+CDFsYSsI4yMeFEzLlZWJxoKBpJGtqKeS41quOfyVGS6PFYaCo1BXkfl6civwJ5ciHIe5tG0dt87J1OSu1Ix/kY3uF2EuHxotr2c+v+z0fFcJTs0qssOxYM44EbngFrtTStEqas57tXKyoRJiNuD0pooFef5vbHIQzVkdK0gmtiFtqzupmXi+Ric37PJewG7g9xabdbqmfgYyeF5PKefuMn3X0q1+6tvBFivEvC7ZnBBDwR/N8Eqc0TcbCeZ2xUcYtwa9wrS5usLWuse1dn8I1mNH7bfRtFG2v8Uvyrfbok94QnH46d4dT2xaM6aeSd7lxdXz5nZ3NQSOk3Ehz3UaDUAdFeusZ8mc9EN3N5jpSMh1WmnWn71pHPta0/CSdmNjD58tz5XXdG4WB8FWVa4XjOc4otbFhvDmmwaDevRTc5aZmDHO4ge3jHP0+4rTwIFVpw3+TLmt8UgtJJpZtBfz6r0vJwdw2ggeSQEM66qgTsaDQOrVAcIwAaKfEO2GhIRgARYePVAdtdrRPIEsNK0IRkFbXaEapG7aNyrJOETidDdGQUIni20oMDE+v0lAH2n/AMpQB+3kqDtNEsgn7eWh9JRknNx5SPoNlIOtxZndD+iXkEjH4eaRwLxRqeYItG4sUDdoCiqNuia8XFSDVoUmc26IwAMXXwQHbeqA4svVAUHMQAO3AXJukdqVxZD4KdRZCYd2f16eSFZS+Lb/AECKLONakSsqNp06qkojhtNBYIUZeBtNblGycqXnNuwEiycSzWRQtI/RURnGcWg01rdZ7CL/AI+QujaBfxThVYtbongjm2vRNWSvZ3tp1UhB+09T4qXKosoE+IYpKEKok06MAqiD2xVIC2MbbnqlkwMIBqLp5BTGXvomDu1lAgC1tz+xAdtrcIBzYSNEAprSOmqZF7HDoSCkYhp6NKYLbGdKJ5BxsbxYNqlaDr8aQ4uS67S2Pp1Cy5r/ABacfeMrz8r43e2B0FR8V5uXp/g/hNjbixxtHpAufElKliInHvdi57mNFq1BWvXDCTGzacTnVlAJvRZ5dMbjA9cTASAD80BdYjGU2Ea23aKUW1G5PhmZFK7XPGhIGiubHFdkcDgS+uTEjLqbTZPJokvZvFvYXPi9po1LVWSwdb2LwEbA6Nz3g/8AHRRtRIq+X4nDgfHhQNDfU0ktsdetVnerWRve0cYw4bd5qAKEeSqao5DPdkEbyGuvFIRUHVTZ1HFWCk/G0cwMoyC2KRxIBANPJbQvyr5fxdCGvMM7Jnt+pkjeipF0U034zk90sbIxm7o1nX5o8x4RP438WNhc3MdM4SRuB2tFAaGt1O1Lxiy5vjhLmcPjNNDLlGvwDFXr5uyeeTxWB7ZYK+u2gXo9XmwG9sx1p7lkzOntiKg2vr4pZJze2cepqUZBX+28QAkmxT8gU3t7AHxRk8O/wGF1QeDjeDwm6C3ipyMO/wALg+BJ6IyThw2FurSviE8gtnE4N/TRPIKHF4PgP0RkD/jcUim0IyYf4zFr9IS8hgRxmKdGhHkCjxuMGirQl5APsMb+QJ5GBGFAP4QnkC3GhB+kfopGDkkUcTKgC6CVc7mukNPkpMztrfSiDGyYdUGyASAa08EgNCgKzl4QY6hBIvEP1b5oCw2f1fOiAmcdHSI1sspG1PSttQ281ZIr2U0FUjMP0NkEpOcH9Nop1TkKxmpwA01F60CaUaACpHmosOLHAmc19EROzQY/qjqryD7W3ASyRbCA63RLB5PTRxuDXxj1jUq4SJPE2SoeKJZGEY8ZAbUt4o8jxA/xkOtLoyMQtvFY4vt+SYxDjeLxqV2oGBbx+N/IjJFjjsUfUyxRkFDAx6ehl+lUZGDgwIhq1tEZBbcTH/kRNjwX9jFWhZ0qnkjrcWGn01+SWQdbiw0+hGQcZhw//SRkHGYsNfoRkz8WHDLFNjltpYy0u8CVPJ11xD16V5byOO6aR8T3ATx7mtLtSAV5tmO70s5kR4Zp8V7GPaXNFL0SyC8yMtyI8hos6lVeu3RG06rri8jZkBxGosk11bfiOSq9orW2iWVNTh5QeWkn0+CnIwnjY6oa64umlDlaQTW41BVZBswlxFSTW5BP/NT5Gj5+eIYzG30EA6Kdq011ZpuU+XkGyPvXx8k9V9HpfbzWvw21NHHp8VeXPyoPcTGyTAG9LD4qRoiwSMdB7Ys5tmp5OocLXl72yDa8k1I1IVZBz2Mdsg1cR8/3IzATKWtaQGjbrqUtqWFFJCyTlced59OLV8fxcKLf1ZisPYv8U45cRAIruFartz1cEjjmRAaXRkYI/wAgwCnVAwH+QBsUGAzWippVPIJPIX0SyQHkCeiMhzuRdSgCQD/IP8EG7/IOpp8U8jBIzn1JogYceQeBomHN5GXq0folmkH3792lkgIz5a1ATDv8hO4EGmiQH76QNFtU8gk50gCMhxzp6fFGQRJlTSDaXfJI8G9otf4oIoC9fkgA5njong3bBogO20FevVIOAJ0CAiZ0O+KlEBR8c8MyC2uhKCXW1+7du/h0Qa14/GDsclQ1pudrqkG1NEEjPrS5skMo8osUwoueBDW0VSis1Poa+KIzRYSA4/FKnqnYAJmA8wpOtNjtIjA8U8EkhlCCdE8JK2h1RSnmmHMq006IBdLmrUsKy4FngjAKDf8ApCMG7YD0S6h1h0R1IWkV+lPqkvYANxCZ4FlK6IyeSmtuT0QRwRimiR5LDRr1onkneoJg5GHn4IyDrTKPpslkO3ur6rpZBxjntIcy7qp4DG95cGyDMZlxA/1gXV8HBcXPph18G+eih2zPDSTRvUkLmdAujq2jzX+VXDwch9Dm3olVarjj8+SLI19NNVKsNnxXKl8YJ6dPFCsNDiTiQjZY9QhN1TGFh1uVWSwanbHQuIoRoVJyMlzGZEzIc2txqk0yh8cG5M7XMvRVCj0ztprhjMJ8P3KsMeSK7nd3v1HjUfJLJ6K/Ce4vcNCCi91YSntY6QOIuNVWUlGKGJpeHUf4FKwK3NyAGlxGmpRIFRBuka57/g39V28Wrh9jb8OIoTUrfLmAtcRUJ4DvbFK/xdUYMKVsNUYDthpW9EgAbX/iiYdtp1H6hGAJaAPrCMB1PSfUKIwCRt8QkBAjofUEwDthAAcLeYTDt0QFC79oQTjJDT6hbrVSZPuRA2e0+VQnkhbNCDdw/VIyTkY5dT3APBBOdNBb1t/VXiADk4wH9xtvMJdAS3Mxt39xt1ILOZhixlbdAD7/ABKEOlAHigOPIYIb/cafmqBD+Rw9wpI3TxSyMknksIayN/UKugA8thA2kFvNLoDUvK4jmn1BTkZZl+djx5wIcAN1T+qMkv8A/K4ft7t40Rk2mw9zYCKrNtaiz3cSNEEiyA0+aEmJB0TUo+crQeScKszkGgNRqqiUH3GMlFTQaqdhKnYOdixzbpHgN6lSMtFi81xTmta3IZ8Lqswspg5HBvSRp8Lp5I5/kMINH9Vt/NGQR/ksBtaytISzAS7mOPB9MopTSqMwG3czx2/+60Cn7U8qyV/nuNBtKNLmqMlkD3JxNh7gt5peULJLu5eJB/uCvxRmKyH+6eKaP7gr8UeUTktvdfDBvqeCfijMPygN7t4YE1eKdLp9CyI7x4QNu8fqjIyB714Po/8Aan0GSB3xworWUfqlmDJbe++CIH9UEjzS8oMl/wC/eB1LxbzSyMub+QOCvSQfqjIy7/1D4CoDnivQgp5gyH/qNwQcQZDRHkMmOS767Wz4HY8zjQj0PrdpU8kliuPfxrPwcp2u2YPycp74Wn+20UqPA/FYTjje+yVO6F+SX44P2rgHwE/yrDl6Xo34dvKFtaXfSon+W+rQcdixztDHto6lnKatLx/exMkRgnUUSONRg5ktGuAoR/EmeVxFk73hzr2uAhJ3OmEOMdoAc63qvSqD1ef5ED8rkMszktdG7aQ01/ciQ1l25CYZGtI9NbVVSJy9M4SIDEYRq6tlcZb1V9wRmLIJNS2lQp2mFcd6KHEc9mdLG6wNHAqezRZl7ANddU4VhjKkjewXpTVVlOGY7k5VmHx+RKKH2Y3P/QGirXuje4lryv8A9VOZpQMaGgmg/cu3W4jydt7aaP5R5wkkBtEvIsmz+Tue6bQn5jLj+S+fA1an5lkn/wBSu4Ojm1S8hkiT8jdxE2koEvKnk2PyB3CSSZvmibUsk/797iJP9c08aBV5UZJPffcR/wD7Jp8EruMk/wC++5DUfcmnwCnzoySe+O49PuT+iPMZd/vXuOv/AN08fJObUZJd3l3E43ynV8gn5Hkg93c+RX7t/wCxHkWQ/wB2c+bfdvulmjLv9zc7/wDlOS8hkl3c3Of/AJj/ANiPIZJ/3FzRv9wSfGqflRkf9xcydcop+QIPP8wT/wDcusp8jd/uDmP/AMp/7EeROPPcs4D/ALp/7EeQD/Ncnoch9fijyBR5jkaD+u79UeVBH+a5EvJ951APFPNB1vP59Ke+6qfkAPO8jX++79iMgRz3Igf3Sa+aWaDMnJ5bnbvcO74ozQX/AJbkNPdNKUojNPL6b43Ha7G0ra6beoWbjhpoBeqE5V0g1r0QaM4Vd5INRc+NAOqZWMzlAg6K4TNc297JWlpp5KNkVWfcy67iFnlMH7vJpaQj/j4IyBGRmUtK6h61Rmh33OYRT3XfqUZoy73syl5XfqmCHTZP87/1QWXe5NT+46vhUpZphun8TfzR1AF09QCT+qYcRIQTU/tQME+sC5P7UAdspAN/1RgnbZPA/qlmngNr/A/qjqHFjuoNEZpBSgpSvyQBax9PSKD4J4Mdj6a/I0RgsAGE6inyRgYERACv+iA4REkHX9EK8a72H7tP2BK5KxzoD426owTb8A7fweOCS50ZLCOlNaLl5p1ej6u0wsYm3BFm1uFna6Ne7ScUCZGfy2+Sla4yoWENcW/NC4mce4RtLSag2+CE2LTCyHMczbHUGoc4kIM7NMx8pfId0UTSf0ulkR5Lkd1T4+TmTRsr7spNPKtBqq1pWn+N7xyXFjiCxwKrKJXrXbfcfu8dDKZR6hcVuKJZO65N9y9ywe3uktsF3k0Cclo11wqMTMZmcazOjLqVIa6hG4fNPfGFxbNkYYoyL1bcqZT2V3ISFjCN1KovdLyz8j846LB+wZUPyLPPXa3/AJrfSOP2N+jzMUpTUC4W+XnEn6baVRkOZdEAuuEDAilEZAVp5phzdaeKMEOx5sGk/Io6mU3HnP8A8t36IsBYw8l9GtidXwoUeNCfB2vzM1HMxiBSxV/XQmN7F5mwcA1zr3KqcdGEzB/HXK5Mu33WMpqbp/WeGgxfwzkSgGTNa0ftVfSMJ0X4PabnkCQNRZP6IMHP/RPFZVzsw/BP6ofiQ38N8eXEOzSB5hH1QeKTH+FuHc5rDm1uOqX1wYTZ/wAE8PHEHtyi4npVP6hgy38LcO1u4zmuv6J/VCwr838WYMLqRncPGyPpgwjt/HPH0O5tHeKX1Q8H4vxxxP8AG0k+KPrgwU/8e8NHQkVCPqgwA7E4MVqz4BV9QwQ7sbgh9LQT8UfXCwXjdl8AXUkjFOtU5xwJ47C7dcyrIm0CPrh4Rsrsjg2NqxjQUXjhM6e3OO/yzYaD2y0mnwICz8JkYe88PA52C12lRr5ri49sunmmKTmceXn0ih/mWzJT5fGvjbe5JQuRUzM2kjqgKDngaCuqYtZvI0NVaWW55wMgWe1RsqaLNJUbauAAqT0Cd6ElNxJqBzo3BvSyJtKEqHic2UB8WO94d1DSo25dZcWttOO2Ey4UsZLZIi09QQnOTW/k/rpt8bY2Bzm28SrllRczvCPdj8EDoVFtkO0tsg8JIwSBZtBpWyvxwPFzcB202rQ3TxCsLHH2vHfopswmQr7FwttFtbJyKshJwQ0mrdf9UYwMAeP33a3b0PmniF4VDy4fbl2ilKJXXBWGBG/wUElY2G+UWTVrpdllF2hy87N8cDnM1rt6Lm39nSXFraevSx2TzGvsSU+CX9nX5V/Wpz/ZHMf/AI8nw2p/2NPkf16Qeyefb9GLI6v/AEovsafJf1tldn8NyOFVuRG6M00cKK+Pkm3ZnvwWd1aYMitb2W2Kyw1faxkHGTxu/gfuHzC5uedXZ6tXeO8WqFzbOyLvj3mN7T/Nb9UZVldxS76MN0lJ0DWn0tF0KTi4xtYxt3O1A8EupJsGPDNjyRg1MjXNJ+IongrXkPN8BlYWZLjvYX7XEsPkTVVE2oMWBlGzWEEJoTsV/MQRBjZvaYLi9qH4JyRXktuM4HneZcGvLjii8krydpHWgOqLcH1ej5EJGMyBrQI44wxrQ0AUA1sou2V6q3GyC2AbgTciiFVWcrkB0ljRgF1UZ2x433y7Oy+dc6QGgFIgBai6NXm+zbduinxeHzcn+2wkA0JW+mtrmswlx9qcm4EEU+Sv66S04/8AHvIZdAXhpKueufjV3D+JJqjfIadVc9ZWMRY4v4kiP17nDyCPDWdxNKt8T8S8e36onEimoKqaaputl6rOD8YcSwWxgD5hOTVp4dMrKL8c8c1g24rPjtTu2uRrx29Yks/H/Ht0xmtd40VSSstujMcxxOHi8j7Iha0ixt0+Sj8nLBj/AKTQGtAA/cqwGd5rkMr7ujZC2nQeCimrHchniTdHO9tPAoJ3+Z5WtDlSfqlmhw5PlAa/dyD/AN4ozTE8typ1y5P/AIijNPobdyXIa/cyOP8A5imTjyPIuexjZ5NxPRx6It6nW1xMvkBjQgyuPpqdziVaUqCXLlna33DQC9ymG14rg3Z8Za5pIAFHKbtgZST2MXuoT6R5hT5o8qjS9ivil2ajWtU/twvXODc/Yu6KpJB1sSjblgmar8nswxuDWuLnOFKFR5i5gYvYj3EuedoCXmvxuFD3Rwn+OjDWPrU6hXrshHxGSDHa0k18VoDWXC8tPqSoYwyyf55orowj9oWf5D6A4f8A+zaB9N6LzuDs6vY7pbmgg1C6MsJVTy1Ggk6jomrLKzvBc6vihTPdwmob0oqhVmch9L0sqpZZPmX1yCP2LLdG1VxFlCVr2y/CZykTsoVYKVB+Knlv8RHoXKTcHkRsZitb/DSl/iuHSXKnpvZ83aePw0LJRGJgz1VpWvzXi+5OSb9Ht+vJ49VH3gO1Jcd8kDWe5etKf6LT1vs/Lq4tNb3eWd1t49mKxsIAcdKL2PW8reqP2M45p07siBU0Gq9B89iLLgoIX50Xvf2i5u6vhW6LOg27V7h2lxXYbuRxW54iMQ/mNqnxXB7V38eiPS1u22KsvyfwfYhgEfCiBsrtpaYCKn4ri/X7ct3/AJdnpex4zV5rj8fhxZftyeoAdfFe/vtMPP1zexmXDgfkv2ABo/0T0zg9M56tp2TD2VFhzt5KNj53N9Jl0r5Lh9zj3tmOzo12n5bvje0+yX8HPlHjAdwcWyUPh0Xic/PvN8Su3j49bHzP3PFhjnMhmIKQNe7YNLV819Dw5nHMvP59ZKge0Nq1ZYjTdpYImzIwRuBcBT5rn9nfGrp9bXq+k+B4XDh46DdECCwAgAdV8h7PPbt3eprhaf4nBNC2Fo6U2rD7tvk7/wCHm8XgbgPZb4aJ/dt8s8JLOKw9tBAzyIF1O3Nv8jxeD/niHFjzImQhrHHXzX0X6fa7Tq5vaxh5ZFENoFBUr6CPOq446PYyYWAdSgWPsTo6PW7pEUhYaEWXFertW+HPuLQfkpwaygkLMisdXVaSiqi/4pxJc976Bgq4eSnKkrFIcZJqULnUoT0TI/j5ccYbQ3JKeEWmeZw8XlMZ4f6Mof25B18KqojLJHt3mGlzY4g6hs8HVUZ7i+2MqXJZ9+GxwNPqZWpNNEBtI5BG0RxnZEAAxgt9PwRZkeR8ZO6OhIDx18VPic26qQ5IZ9ywtrtNQfIpNcs3nzvDZnuPpbUt+PQLbi16xhy3pVhwPJdqnhch3JRsdmbXbCW1OlqGiObh2u8x8suPl18erNcfFB/WkhtE55oKD5L0eHWyOPkwkujaBWtAfJaMpWv7G41uRktc5m4ALLn5MR6X63inJtc9m0l4bCkyC0VAPQW0WOvPan9rxTW9FzxnHYTY9gjqW+XguPm32tdXo8/H4dVy2HjdpD4aG17KdPL5c3t82lvQBicXP7j4WA7KAV8Vp5bZZzkk1QpwWQucIm7WnUDwW+mbUz3JOkibHgQz8G/Kcza4AkW8lPJyba7yRjvfPq8N5xom56dx/gJAC9HTtlnIjyxtDLCy0KsLy9TmyX0WVORXtJrXokCrG9E5AArVVgFWU4INbJGf4uH3uQib5kj4I/Ir0IYxjjYDajVqEjioXPzCKVAsUFl6j21WGMmm0UAU76VWm63dI25qKu6BY3Wqm0yL3N2g1HgufbWuri21whvc1rz6rJ/XW2nhlW5G1shkLwfJE0pb+HczLltMZDXUK114k7c+vjh533i8vlu6tDWi31mHn3v0R8QVja0m+24Vkj8gWtjd8D+5KiPOff8A/wDdrX/p+dVkT6P4Rv8A2UZ/i8PkvP4Ozq9j/ZMk6il1uwUfLkBjhqCRdWqMtOAHEdUls5z2oroFesKs1l02HxVWIZHlHA5JvdY7oQCbqA3f4y4Xh8/LceRAcAbA6Lzv2G+01/i7/S10z/Jo+c4fisTlxHx4AaRcNXN6e+1nVfteEv8AE5N21yLomyx12kWDa1W0sz1a8fPMSGWcDyUEzfuMdzmHSxJqo25tK9Hi3ZfvMNGQyH23McPEUXT6muescn7LmlmGeDBQW+K78vFxVx23iRz5kbZae3XQ/FGRdej1HD4nEikb7UDpCNDG3f08qrl59ph2/qeTXj3ztGl7c7d7V5CSR3JP+3mYCQ19Izbw3UXncnLvJ/Dq9b2+Xj5O0UGd2xis5jKPHNdkYbbtf9Qp1oV08XNfHq5eHj1lVEPAGWWWR7TG1pI22C7Pvxq24vQnJtatcDtHinYj53ZAM8Z3BhLSKi46rHl9m3EcXL6013s+F9L+T+XweAfgO4Z5joWtydhDAGjUGi5NvR132lyU3s7PnzkpvuOQmn0Mri6nhU1Xs6cXjrhw73NptrahPCG1/HOPLLz2JE36S6rgVye900t/w6vVvV9TYMAbhRNAoQ0L4flv8q9OHGMIdU/IrOK2h7a0UpcnXzVZRgtrGU3Vd4j5KZQ+aPzTMMjuIBprSuq+t/Ta41cPt1hY4DVo6r3cVw1Z4ULgJT0AqsvY/wBW/r9y92tQuDXs7qkYr3l1egSwpaYWa73mh31UoCNKHoiw9a0rHe3iM2ayvDXny1Wd7qJ5DmMTDLBIRGwjU2BWmCpnF5rj55HA5EYiOh3CyMJmuVlFyPCMbWTNidJ/CQ4KsVXgseO5XgJZPtvvWh7rfUAK+FUupeKY7H4yJjpZMljAbNq4GqWU3Wq4xwy09iQPINy0giietouqJJllriHOALbC6uo/JrJcxsMsgNdwFT5rOxtOzHdxzSxsZEy4k9TqLu9aOLn26U4zl+Ibw0kD4azltGGl608V076dXFrR4uEtw2j6Rc7fEFaawrTwj9QH8xqAmb0P8ebjIyBravf9K5/Z16PR/X+zOO9W7y+Gm4/IGTlNIieLV081x+vy5uGX7Tm+yyrnj+T4JmPTewPIvUqrxeVeRfL8H5uR4N0W3exxPgbqLw2Xojx2zLahYsvFxMc1kgaJCSbq/qv5erx7SyZImZCYZCJhtING9dFevDW/Jrx46OyuSdDwEsF7No06LaevLvmuDa/DxPLidLyeQ8j+K669P8l1MZMTmwuPUJ0ZeeZ7i7JlP/UQFmqIew/A10SIoNI6K4Cr9QmCXa2SBRA2imqnAW3a8DpuXY0NrtCeotejSYxLb+ACssxN7bwS/Pf6aioojJWvZ+ze3cPJxnnIFrUC5Pb5br2Gsysed7Y47HwXzY/pe0EkV8lycHNtdhdMTLFzRuApXRerJln9lV08Mm40JJPQJ+MitdqYl4fkHM9z2XlvjRYXm1zhc8kB2M4VBBBGq3kTYwndocJw0XqVO3dUprGkNqabVQR+VBGLIeoB/clQ8v8Ac/8A9L3f4fc1WRPp7hR/2UZ8v9FwcHZ1c/8AskzkAE+Gq2wwZfmcgmo6VVxcqgkAqXUt4pKZ3uAhXKVZnL/tkjoCrqGOz3A5DlhshGcKqAvO3ecbx7yC0kE1BCy5uObQ5tZ2arheQOdntkb/AHH/AEVKw8PCdjtteknIz8HCilcCWNoTouOzNsPTkssSJu7WZMsJji9TT6tNFw7+vdbmvoPUzvOjyf8AIGcM3myWNpt1XsejpjVx/sZ1Zhzaar0ejzmv7C7e5DkslpxMSTJ2H1FgqAufm9iad166W9nrvC847tbMfBm4LmF16EXpTzXLtxT2J0q+Pa6d4a5PByu4Hy8lDxczYKE79p08bLCeHDfG16vr7yzNV/Cd3w8NhyYL43b2gso4A62XVfU+yTaOXm9jx26KCXmsx2W+RrCIpXabSbE9Fvrxa9req+L3ttez0rFw+zI+34sn2gM2zi5xIJOpsvJ5pt9mJ2ynl55t1Qe7fyVwmR2u7BjxHFzWuY0kADQiq20/X7zabZZTnlmHzm/H3SvcBQVJp8ar2dZiYcF7lNxy3UKsHHpH4n4x7+ZhlcNzQTZeT+05Ma4dvraY6vpGFpELCejaDysvjd82uzIvY1zQ7Q+CmRfkUwtLdu2hGhWmCyXJvZG/qAEpIT5U/I+Q3J7plGpjdtPx3L7b9VpjSPP9uqqCJtRUfNes5E7Eg/o5TujYiSf2Ln9rpq29brsgOc1wAr81waO3Y9iPO4t6eKdKVM3+3K0g+oXU1Uazi8h0+AYwKHeC15+FFnY0yPJ8bi5MdJ4xKKXYfEeCYxlQydvdqOIZLG7GqfrDrV81eYuSRKZ2D21kBu2Z4YaetjgQtNcHgMr8SPLPd4zlSHD1NY+la/FX4QZGX8cdzT47fe5dg9sWjrc0T+qHOqvb293DhHdDyfqBoQK0HxUeMLbU7iQcucrZl5fu0vUNoEujCxf5RFIcaMb5X0aQLkuOgA6qb0maudmQy28lkcsOPnj9mXf7YDhoHGn+q7+CyaeUefy627SNR3L+LcjiOGZyDstj3GjjGCNNSuTj9/bbk8bF7cMmtV8ADcdjSPpbdevHBTkDQciOrdOqnvTj0fsdntZMc7D6maNWPtf6uv1NZdur0XNyX8kYIciwFSATqKLzuDixnZXu6a56VLj7a4eSNpdEA4DWyzvNtLmMNdZ+TM/AcbFCXNjDfOyvh5t7esTvIzEUMRlf6abHUGvivYl6dY59rhYYMEW/3ZfoBu26KM1P7odg5HCudCBHsF/0XPJZeomzx6GEvkkdSpc+lfmunXqvJjl4dmHK4DRVUx5TkuJnkP8A1FZtIbbf5J4IpM8DQoGAN+iMk4NNRWw8UUNj+OcIzco+QdBr4o0KvSpMNtPEjonUrLs/j6zyO2VJNgkW3Tq9X4mDMxsVoELzoQACufnmuw4uW/AcmMydj2ey+h8is+LTXW5a8nL5TEZzJ47IbcxOHyXVrvHLZhC+1kZO1+wkAgmnknbka7tB/uHFbg+wYjusLj/wXDyerm5ldE54xubG+WaWVsZDSTai6+OzWYZ3bLy/uyMP5AM6h1Keavv2VDEWOWtBpaitSBz0jWYcpr/CafIJWm8k3O94ur/GD+1YpfVnDMP2MY60XD6/Z08/+xfIENidQ3K3yyY/kJHOkcPC6qHhXS0NAbDqhcZzuBlwRoq1idmWziWxOHiCrqMsdlVMzifFc+1SaGvwUipWFhT5EgETC6p6J2XC9I9U/H/ZrsnOg9/+m1jauXme7d5OkejxcWlnV6Z3Z2wcbixskq1rRRu7yXk+ry8l3xYu+vpXlc/LZXFzuDo6trTovZ34LtHXw+1rwdGVzMp2fmSZDhYmy7eLjxrh5vuex9u2YiSRjd8DdaYvRzR9B/8A67cZlR4M+RG8e2XE7BUErwf2+98sfl3+vriB+Ss2U82Wyho2xhwJua1Xf+q0/h1Yexgvifyw/A4Y8ccNzztDGPFAK/Cqr2P1fnt5ZLTmskYrL9/LzH5ssdA9xdtGq7ddJrrJlheTOz0rjOc7XPBRYcOF7nIkDbWN1T86UXj83Hfszl369dexvM4fufKxo8SXj24kEtdk1WuNPgDVLXmkt/wjbj6sZ+R+wszt7iPekyRK2Q3BFNRXquv1PevJcDl9ea65jyyDH3Rm1SSvU6OGwJcejgPkl+D1ew/iXELMmN5Fdf3LwP2l6PT9fs9rDgWNp1tRfMWdW1gAGumnVLALLjtG256plkjkXlmJK8Xo07v0Rrrm4O9HyXzzjP3Fly1qDK796+79KY0n/jyvYvVIx4Btqfiu9jLEzFgb/i+SlB/+WGj/AN5y4/c26SOn1J1tZ42sCuWV12FB5AoLeaaUxkzZHR1NDZpUWKla/t4EMDHerq0IxTlSuVxsiOk8L9zNC1LFXKoc6N8uM9j4gTcgkaJC5rPwZvJYhc3EncI2mpidpZXqWbFnid787jmksIe0XFFXlV/Ymn8j5Ujdv2fr6mt/kn50psMPI8hnvBkjMEJvS1T8aJZG2y/bDEyBrdu55FkVnUXi+Vkwe48E48DcvOkeTi47+rmXBvpRTtx/xv8A4z25LKyHM8hyHIcvkZuSPZynSE7WV9Lgf9F6Xq6TXjkcXNvc5SH87znISQ42Rkvlh3CrSbUV6errNvLDK821aD2QGAdaALepKxY3fdDqpncPVuw4ocOaPJy2j2QwgWPVcnsbeWtk7vQ4vVt08+zScjO3Pz2O46jQCNp1WPFxXXXNebzb2bVPHGdyFm0kADWg8Us61h91NZWBznte3LINjtPGvgtZdZ2Xpy+SND2/ktdukftDrgea6Jz9G2nBk+7hsmMBoq4G9k/uVycGOyl7whnxOJkicS3cK/qq0xs55GJwcXbC2oruqarTs0VvdTRFxcp66/sT27DTu8ge4He4tuXEj9VGqiNaEaqgUfFCsuDkhkqylIk9E8h6P+LcYbZJqdLFEKvRJI2iNzvAJpajsPCa6cH+FxFbeKW3ao5b2etNYGsDRYAUXn7NJMOKxtUYyMWKZjg5oqQRVTN7BZlRS8ZExxAAD66ro05a5uSYQ3cdj33NFa6nVaedZZRsvj8VkLjt6eSUuy5XgfdG3/ckwA9IkNPkuviy6J2MPcHMFAtKcZvu5wiwXmtLGv6KaqvLrUr1r/qs0vrHiGubhtaRcBcumuG++2aZ5UlsLq+atEY/LcDKafNUtFe3qUGzPcbvUBor1id6ynKOIhJOlD+5VezNj5TV7z0quakcwcYZOZFCTQPcGn9Uj6PXOC7XxMPFi03ltXfNazDWRpcWb7YB0Ti17RqCpsnwflYeyuXzJoz70zpG0+k9KLPTg1nXC/O/Lzvn8wy5MkbmU1uuiaRntbVO3GDGl1LG6mzAwiFu54FaEm5QK+pvwhhcRB2t7jcgCYir6OpSy+a/aabbcuZ2d3Dv/Fju88OHM7s2NlDoSWsdI49NLL2v12l1481jzWWrfk/xxwGNwZzMXM9zJIrtLhrRcf8Ac5ftxj+LScevix3F4HIT5scLIw4tftNXDoV6m/LPH/Ln14r5ZemcxDn8RwsWQMeNskQH9RtAadV85rv583jl6G2+Neikh/IXJ8hLFBl0jbEPSWm9V6k/XzOY4OTkrKfl/nX52FjQe+ZGAk3Nei19X1fDa1za8u17vOcXHa1jeoNyu+L6m8tgbK000vRFgeg9gdyRYJa40tWvzXl+76vlHdw8sk6vR4vyLgbNrm1PUitl4236+tbyw4z8j8dpe2pv/wAlH/O2+B9hH/qxwULix0lzahB/5Ktf1m1/CbywnlPyTxmRx0pgdXc00F/D4I4/1e02Xtza2d3z2HPyORmmH07nH41K+r4NMayf4eZzXqsppoMXGdPM8Maxpdc60Hgt84RJk/wOdBl9n8pP7lch0rRtpSjAV5ntbZsd3qTpVFI2lCssui0w91NPmtJUUv3DsaR80g13bXJCmxxoWdNUYPLZQyRTxgFoNf8AiqB1B/FRucDtFCfJZ7Lmwz/jrjeQYZYsj2JaH00FK+avWZLbZSTfiflXSF0WZA6IaE1B+QTurPyRD+OcrDkJnnbI7UBqjww013yssDt10ZD5SdrbAKpYdDkMhkZDGCrm2FNUW5Rl5b3B3BNjd0YmZhyls2C8GNwJoHH6gV1cWk2nVycu/VdchxXLQEZOSARkf1A5rga7hU9V2cf8ZiObe5J4dpfyLA3RuvxWuuUNaSS428KIM/xTN2e1pudwFNb1U3pF6f7R69i4E0fExNm/ptd9JtX9AuLF8nucnsa68OFlhCDFiH24q8UPuO/5Lp20zHzm2Ltahu78P3EkMs7sd7TQktO0geCj6YXhFlFzM08YMconaRrVL6ug45NasIeYwZDE2cmKRoofAqZq033t7Lvi4mS58Ukbi+INqfCvRZ73EKbbflk/zCBSGNooXAbhpoVfqeWeouGGxMekEYpoLrt2FrMfkN7YeKfelf8Akja9Bq8ic00Ap0v+qiKcGHwKrIHbelP2IyHGOgrRLICyUA0uCdEYEey/jPjXs4USOFnNoFchbWNdPEGQOPQ2BSZ2vQex8IsxIzSh9JJ+Sne4jDkvZtvccGnqei5MNJyVFnzZ2GzKjxT+rI+5Hfyk4F26o/rn9qpys6Z0hOhOhWmvDInbaVWT5s97XF6qvrZofI8jMYXV0Ion4NdY8O5yp52Wt6uc6vmtNG/TDo2f076q6UZHv+drcJzaUros9lV5rX0181nmJfXXGt/7cfBZNKY5SLdC62mqAxeWzbM7wTi0V3/sQMMp3LXeFrqndkeXe37Zxr4pbXohk3k1csCSeKfs5LGd09wV/VI49vwnB+FE8DVoVtjtR0pVCQArcmqeoZLuLGcycv6HqrlClcNzaE0Cdisq2dpida9DVZ0YSMDuLl8Ooxsp8TTba1zgP2LHbTX8n5WLNvcXKysIdOXOI+sm9VrpegzlJx+4+aY/cclz47D2y6yi8WucnN7E/H7t5rHmMkcrGvrVh+Se+ksV51Y5/wCSu7uSw/scnMY7H608Fhr6mk28oLy1QHlM5hLvdv4grsx8MdrlFyuRlynME8u8N1BKJgpIcZm4zSG1FkZM1mSQTP3NeNEZGQx3viHom218Ci6yiWn487NYTTKpVZ3i1V50oZ2bQn7mpNtUpw6l50h0sh9UmQNxvoKW8ytZpIV2qVxjOf5R4xOPjfOSaD2x6fmdApmnXsPNN7h7YZ2TgxHl8oT8zmtL4cPHvHEP/wCRx6/BVeg7vOeW5PIyGHe6u4ULT0+Ci7ZRbg3xPOT4DxECft3mkjehHist+PKuLlutaSDlMPMaPbe0O/lquffTHZ38fPNhdqVn1a4N7y030KrIuE3jc32MgP8A4TYqsobzi+ahcxvq6UrdJS1HJMZtcHVFQlYadFzTCNrhU06Gim9Owweh5gVLt+1g/h1unNqPAxNy28lzumhTtLGEeXkGCMndfrU0CesPLzDurvtkc8sWFedpLXy9B8FtpxuXl5ZOkYDe6VznufUuJJr59Vvr0cW21r0rtfjO4ud7TnzMQjJxuJfsyISf6oBFQ4DqPgt9JcCUeFa2Of3XWAufktddhWg9+MAgOBcTp1VZgbjsPtVxe3lM+jYQT7Q6myzpxt5Xy5eS10bxthNI4tBbqpxEb73boU7MdESyVvqNhtoqyjATQ4GdGI3RNdb1VbR36prlUju2uQxJ/c4vKLADX25Cdp8rJYPyh7I5rKwcdrs2AyTGokLBUCiWDwlcX3Q2du/BynxytFTHWlPjVZ76QWDzWZNzkDDlPLp2fTJqKeaNMRO0V/2E8R+qrWtoaaLabSpsYf8AJWNkZGCIsdpkeSKgeCeMr17POWds83I+jMUuIHmldaMw7/tbuE6Ybv0KMH0KPaHcdARhONfIpYA/7N7mP/8AQf8AIFGCySez+42m+DLX/wAqLBlw7U7gDmh2FIASB9KeKcr3vtHhpcPtuASNLHloqCOqvrhlveqXkQ72NYXADcKqEvSe3MjBx8GNnut3EBRya2stp1XJ5HDA/uBY/XRahT8tgOcWiS/Vaa6WFgxLyGFt/uNK0mtGKg5GZgE13tVFhXy5mGXGj2lVIrxqq5TksL2CARVLDTV4tzLzJzWQ9v0gnaUSNpHRvIAqqEjC/kLIqwMWW51gv4VniE+vOOIEAPksmlJ5A/0pPNAYnPP9V1uqa4gyajySNlO5yC/WhW2iNoxXOSsbDsI+fmp3Zs0buWNBzEO3NgI0bICf1SPV7hw0hfxkJArRqtqmUBFTYoMCwG9aHoAjCVV3Bh+7ibhcgFVDYUmlb9aBaJR8lnuMI0IBU7a5ErP5E0sMpHRYXjFpLOTnbQVpVGcFk4OTyqFoeSR0SzS8k3Di5zKkAY11COui2nHaXnWg43tHmpnAzylrTeg0otJx4T5Vpm9otZilpcPc2m/yXTppMF5V5pzTcrAzZInk/V6Vx80xVeSCc6a3qPmsc0/IfvZqfWf1T8iyWM+faKPJNKhOU9bQ/wAnPWjpLdRVTci1r+zvx1+QO69snG4hgwaVOfl1iip4gn6vkrk2pvS+I/FfavAhsnPZj+azf4oQSzGY7y/iK1kGWmi7jw8eL2MHB9mFvoYzFYQbeLgLq5Rl5h+YIsyV2Hycsb/Z9t0RsTQk1BcVlySnq8snc1za0/4KyKxDd4pJoxSyxuqx+34Kbqeu1i1x+4slhAlG5otUaqLo119ixYR89hSD1uLD4Ef8lH111aezL3SYszHlFY5AafL96nxq7vE7C5aWB2tR8UYPyi2j7o6PNPBGKPOJWN3fExw3a1R4l9iw/wB340gIqG1FOifgf2wg90YcI3PlG3UivRL66V5YyfdH5BdkxvwuP3DcaOmt9J1C114659+f4YZ25x3OJLr7ietVrixyZtvU9E128MaNzjQBo616K9Zmk9d/F0vI9psMz3UM7wZ4ga1YRoRoV368dkTlteZ4fszuXHfLg5R4blXVMb3D+i9xH8YaD1Wd0qpWc4v8dd4w89jR8i+CTjy6v3WPJvY4Dy1Cjqceu42FR+PEyXbiQCr2A6qsFkl5bNkzOxpNgbZrQaVA1SxC8UqHKlgDHy7Xlw9II9VvingYOSTYWRruhl1tYFBK13P42LMYp5aNBozcaVPkUKwnHkMaXHNIxIXA0Drg28QllU1ZnLxo/cfE3Gdx8kxrLOy7SPiFGx3uOL/ncDG9uFjMzFYTR995aUtZgbLWHmcdjmDIrDK5t2nQH9ypAZOLx+fGJAA8OFpGGnzRNrGkjNdwZHK9uwvzGY7crDaRUxj1tHiarT7flNmezPQfmriGj1Y/xqBqn5xldcJuP+cOEpR2ODQ6UCcsPxTY/wA79uNIH2l/gEZheJcn527deKfbfOgTzB4kH8zduSU24/zICMnhx/MvFlgia2ja2S8hjJL/AMp8ZLGQX6/sS6DBeL+T8WMgjIdTSlUWDxWEf5ZwrA5Lz43CWCvHCXflLji4kTOqdLhCppAb+TcN3/zj5XCC8HSfkPBkbX3yD0uEYLwQJe+4STSc0+IVSq8UDK7wge0j3j+qOg8VBJzuCHueH7nONyjKskt7gg8bJZGWH7z5FuRONt7rPalazVfSpD69wqCCoNli0J5E0hcgssVyNpSfE2TjSIX1J4NjO6ZNr93SuqvWprz3l8wyS7RcBZ7bMlYHUNVnQcx2udMyNl3ueKfqlbg9ete39utkbxGO11jQArSdWu0WNk50RKIoUKNzQCWNzD4GnxTDzbkoTj5skbh1JWkTlDrWtExlW8lhNe3cBdZ7SFlTmMNJa7osdiy6B4bkxvf9IIqPgUQntPbEWBNgwvY0epoqfJd07dBGgZC0XF2iwCz2q8C8NY8GlfJace6No81/JvDNc+LOjFNtQ4afFPm1lmWfWPPCACAbE6DquPC2i4D8d979wlv+J4XImiJAOQW7IxXqXPoKImloemcR/wDrDyjWMm7l7hw+JBucaAGeanmRtaFprxH5trwHY/4j7TYJGYJ5nPiB3ZeYQ8Od5RfSFvOKItaDJ7+410TII8Qtx2Wix2ODGBo8GBaTjJXHu3DLaN49rNTVwa5V9Z5Mxd5GSR3vFsETRZkQaKnwKPrh+RrlO4eP5fAk4mfEE0MwcwtLQXOc4UBbTqFntxRWu7wnu7sfmu1sgQ8hjOOHMN2NmBtW7T/CSK0I81ycmuF5jI5OO9u47fSL1qOqzqbEbS9P2hLKXVKA4gHXVLBwQ6QWB2jxCXifUtuVkN0ldT4o8B5X5KObk/zlPxh/ZSfu8qv9wo8YXnRGZlA/3CfmjxHnXSZE8tnPJ8qp4HnRY0igbTd4JzonJbGF7qCoJ8L/ALlc6h6B2t2p9m1mfmtaZHAGCI0NPMru4OHpmotaVsjhuJs6i6CPY8cmXIyCOtXEBopepP1LPknQ8PUuC4Q4vEjGZL/3LhQ7nFxDiL0AquWrWzIpY2jjWgDrJPUaUTIzlY+HCC6KpLRTcOpSUZbyB3xvyIqvYdkYKBhNjdjsYXTs3OeatDunwohOEfI43Fmgc6ZrHt1a1wBPyKMxWEGLjHY5L4XPYxzfTE81ZuPwU0zTc3kI5o8fIxy5pPqlbdoHwKMGn4vJ4dDFEQdn1bSAf0TwVpeRDxmbEY5mh5cDe4cqxEdVVH2y7Dq7jctzRUkRPqW01S8YqU5BmchPk/4/ksRro3NIkmr6SDbRFhyvmf8AIfASdvd0ZeELwueZYP8AyvusNrgrr+WZM7gQQb/NLXdLvuH7rmh6VqndzONyj1ueirzIv7uX+aifmHffTDrVLzBTeQnHVHmCzyU9LOI/VL7A4cnkkU3EedSj7ALeTyQPrP7UvMFDl8oaOP6lV5Aoczlj+M/qUedBX+czQPrP6qfMEHmso6vd+qq7glvK5IrV5NVPmEiPmMhrabijzoRsnLkmfucao8ga9x9PJPyD6ozOUmxn7GXb1UNjUnOukY7cEDCoy52yybkKiJI4B9Gnw3HyR1Dzfv7kgJGwxnQmpCrOC2rCOJdUuuVFZEFILXtcY55rHMpGzeDf4rPdrxTrl7lGyERsENCwBpFFelbckINL+Kq1hhzSmoahMmK7rwdkxlH8SvW5Z1mvTUDxVBB5DMbFGWi5NlnaFK87wSbErC0eNIDaEN1qjIw9K/H3KR/bshkeG7RQVPmuvj26YGG5g5GCZ3s4wM0lae3EC91fH0gpb9C8l/hdn915zRI+GPjsWw9/JcK0PXYLlYXzt6FaHNfjDsjLb7fN87kzuaf7eK1rGAkUpe67NeK2YpXCR2v2j+Ku2Wl3H8aMzM3BwzM0iVzaXBaDYURPXwMtHkdzcT7ZhfJJ7Tmlojid7TQPg2i0nHUyKiTL7UkJM8Lnnq98jiUeCsRCdy3YsLnMdx7pP/eN0YoxDL+4+0GNDYOEaSCC1znnd+qfhUoruf7UcXCbh3kk6smcFXhTyhTjsXIlDhFm4zibhjtzQfOqXiXQ5hYHZ7JWTx8xmw+2/cQYmEingap+NDUSchwOXgni28jC7AlaWyx5jHSuIcKFwJrQqbx57nKwHM/gft3LJ/273LC58hP9HKG1pJ0DSLtFVjvwqlea92fh3vztnGkzczBE/HAj/vMZwmjoTY+kkhc94rDYmrgSCCCNfJQQHxCA4VKWSdUIyHVCZuqgna2GqDOwMrchAwm4HHZWbOIcWMyyusANPmVtrp5diy9C7f7LxOMdFl57/fyzb2f4WE6fFdfHw47llfPla94G296eAAXRnCTJc31VOtqIEbrsHtkgtzci7yKsBGgXNy7XLSRs2R4uNJLlMfTJr6GmuqyoMZM020YrSfdyRvlmHRv/AIpkcePVGyCNr4w0b5XE1r4oUMUEom98sEjWuq0OpbzCCyekmbPIPebtA08P2JDJAx2zE+04shabjW6nAyQ6ecybXjdEzQ/BGBlxbj5MwDHbNl3EHXyuqGVfk8FizT+4Iy0sO7ew0cSLpg6X4kp9stdDI2grWiA5v3Pu+3CfejZcl1iPmEEX9/tqJWlrxZtRUI/A6vn3875Dp+7GbwA9sQqAubdrt2ea7bHxURm6o/YmQDVAKA80ZMUE5AJqgO3UKfjQWbtqEjwTcXKWQUCdeiPICSKJglFA1SBYfRMCJQT+9AK+5ZSlLeKMh9N8k6j76+acbRWvc7XQJngy9xNaGvikrCl7j5hmDiOc369EH0eV8plPzJTJIL1NFFtyjaKylCapssEEVNkELC5koljNCwilPiosVNsV7D2Rmz5fCse+u64v5WWuuvRr5ZX5qLUudUJJNa06FM8iA5xodBoglV3NhDIwq0uypr8E50TY80y8psAI6ioV2pqhnmdM4mvWwWVuSNsOn/BWe0OVvPx5+IO5u9NuXDtweFbUSchMLE1oQxp+oq9NMnl65wP4F7P4VzZcjOy+WnbVpiO2GGvXS66uPTCMxqQ+Xhsf2OI47HxIRYPY0OkPxcbrTxyMszzHO8494+8kexoqBQGhr+xazWJtU33RkeNzi9xNStNZElmQ/wAPpKrxBDnhxINN37x1SwEPJeXyuLfp0ArZLoZgk7qihpqn0Mdtqm3WqlJDiXfLqngGy2W9HkBGADnyAgBoP70GU2d4P0bndCf/AGIAjOa0n07XaV6KLgWLDE7m5LHxn4jJ3OxiLwvJcw/+6bKpYJtVPzHb3bfNt/7nHbjzOuZ8f0ur5gqeTi1oyx/KfirPhaZeKnblM6RPo2T/AEC5NvVPLG5vGclhSFmZA+FwNKvFAfmsLxU8opabEigPVTdTA+VwlgYKDHkVDTTxoiQJmBwvJZ8gZjQukJtVoqPmVc49ibzhfxVPJEJOUnMFq+yylSPiuzj9e3rSy12BwEPGQCDjoGtaLGQ03O8aldOsk7JLlwcoke4xoJ1oa/tKrAwbdiMFXOf6Rag1SCy4Ht+HkM0C5hiIc93wNVlybY7K1j1TBOI2ANgr7TAN7/8Ayrmz8qyR9tFnNflStLY21azbqT4oI02Msc1geA/bSRhILw0eCqCEQ4+6YRRvIjuZHPtbwRg8p0kc1BDE/wBFLjS3xKMFSZpGgNhLdv8AM7xHVGBSZImUazHeWbugPTrVLBGXSzQt9ss3ud1SqoQW4pYGUImrY6Gp+KICXnKxmERP9x7v4Dr+qYMzZDY42xSxf1fq3m9/NARYXzwxyTQO27yPQ6tDW1qIB2Kd0zXZGXsbHjmrtpta96pWnI+W+9udk5nuXOzS6sbpHNiH/SHUXNtcntVFUKYgKFMO23KAU1AGgSMklMiUAtoBsU8me9oOYSDcBZ3ZesAQ+m+qMxXiDo6CyJU+JNAmh1AmHEUQCSQgxJ2tsNUwHop5pB9R8rTfpUeeqprFW76L6V0QuIOfmMxcZ0hIBHig3l/cXLy5uU5hdVoJNlNqapnXFD0SpVElYdxoLJsze2iCkAtoKfNSvDXdr92v47E+3IqGkkfMp5Eq8d3+4j6PgqlFpI78f/JdPIyDu/X9GfFGRkzkd9yTQOiMdAQR+qMjLB5k8mRK9xt6jZK7M73MNY4CtD421U5GHoX45/C3c/d82PnPjOD28+Ss2ZIdrnRtPq9tupNNLK9NLSvR9KcjkcZwvF4nD8Yz2+NwG+1BFSgr/FIaakro11T1z1VY5jc4s+phNW7fMLXU8H4+SbcSBptZxI/RMHZJcDKjo+FjiBo+4SwSqz+2MPKFIGsje4V/p9Feu1GGZ5Htjk8CSmx00RuHNv8AuV+ZYVMkEga9xBDhWoVzbIRXNG6tDpT5p4gI9uhJOichZIpWtTQdEsBwFBVAKG3Tr1QC2xtIqfGiDH2G7tUG6fEjcAC2x1S8Uo/2rGjaz6R1RgEOhDDUAk9Uwehmkb4h3R3+iAmPMGVD7WbDFkR/wte2v7TdPEpZqj5P8fdu57HnCDsSfUDVlVG3BrVysfl/j7uGOcQRwRShxo2fdRu3zC5tvW69Dy0PEfjjCx2Nk5WV08w9XtR2jAF6ea019eQstNDFFixCDBhbBENGtAB+JK2145CtNSiZzvU4ucfMqs4Iy45bahn7yl5X4BJ+82eo6itbomRk9i4eRkysYxjnOcQN3S9qqdqeHrHbPAQcfhNjDP6kgG7wJd5rj5N+q4nvxCyUYcb2sxz6pGjzWV5ILraXyE+HBGY2SBrYm2a3qaKb7Gs/J+FVYyuPdM3Nmj/7uOjGvrSx8QEv7mrScV+E50/GPYayNMhGg1BKue1rR9V+Ctoig3xTNeT/AAu/crnJL+Wd1s7ke+I2OORGd2niFU2TTbI4XNfN7uyV1xS9AOlE8woaMmRFulkHu10bpZPBm3PxpS6Wf0y0o3pRIzbGyxu99jh5Bxr+5B4RZsmadx9w0LrvLRUABB4Nsy4jLHGTcn+kwXOwa2CBery78ud9R4UbuC4p+yZ9fvJGmpFbUsseTYuzxXdqD1/fqsU1w1QCqhMCgOSDtx8EGDgUAmiZFtPqBRVH2SfJZWL1pzdZGGmTbiE5E5ho6qkbQSDRNLmCtignOYEGQfBACp8EB9T8myjy6llTWKTJk9qNz3Gjap4XIwXc/MuyC+BjvRW5CkVkpIxuJS2LBktvVIkeVhNx0TLCO7VJOCTqgzuMSHmiCTSTQJhwsa0QHUJNaoGHUd4JwYV+UKS0Z1/ejbUWNB2d2nl9xc1g8dGS05kzI5SP4Y6jc74Bt1lnrhUnTq+moecxOIyYO1cciPEwYW/Yj+dtPUf1XZp8MrMo/MymaMhzqxuqP1XRIlnIMyTGcItBe5V66h2Tmv2EAFx/mrSn6p4gtRIucymPNaloFKVVeCU+PujLjjDmua0aeaXieVni93sYwMlFXv1cCTqlgZDN4zj+UiORgyCLJ1dCf4iq1DM5WJJDI5szSyRtqU1WhIUo6UsUEZPgdBokCSW7aVvWqADWguuaHWnknAci010NkUFg7HVdevVIHGOrtaT43QADfqFUwFABehQHBsZIFKEX0TB0Y+95adQgHHn2W0YaOGqQNe7O9xJcTTTpZMup0Ucbm9EGPtNaKG9dCgG/bJqRoOqVNzWeqhAJSz+U2KiXnWOzJsTCjM88QPuP/hAXNv7WOzbTjyOHm9zOc58ThG1wLQANK2qvF9r9p43Dv4vTzG2xe6eQ4/jY48h7ppgLO+K8rb9rblrPSiC/unmZnOMVBu8dVy7e/vXRPW1iG7k+ckqHPu43Pgsr7O1/KvqhePkcq6UOlmq0ahZXk2+VzjnwjZOTyYcZ2O2urTVa8fLt8i8cKwO4uZ95sJkBa31OcfJb/wBvfVneLW91zB39kHJiiyAJIi6tfguvh/Z7Y6ufk9bX8NRgclxvJTVB9ktH8J69F63re5N+7j5OHCRIJnO2tdvjiuCRdejK5/FHdPBkP2zehjfr3Cm4jRMYRZ3MY/bA+gOgJsgyZ/6cZ60oZQP4j0QFB3d3Pg9vcZ/kBE2TJJ2Q3o+h11RtSnR4V3VwOTNkP5zDc7Lw8s+9I5t3xuePpcNaVXPtrSrLkGuizIKFBCAaoBSYBIOQA3IAVTBTUqo41LAhwOsjDTIUqD4pJgtjPVM8ARQ0KacCwCqBhzggjZCATQID66z8VssDyRTaKk/AKla7PI+/eedie5ixP9ddB4JZaZww+PlOnJLjUu1qllWRlaBUosyKjSNrQ6JJyZlFjTRARHsSyRroaIyWXRvc021QSbHI4gVKeTyXvHimYgk6IGBDqFPARHke8Xa3U2Jsr3r/APXjj8LH4PlO5MhrWzPl/wAdxznVJ+n1uH7kcWubmr3s8endL/IIkxJMDmYW0diS7ZD/ANDrOBPgu6aueVYYue3Kxw8nc1zQ5u3RaFO6r5Sgfvr6VpDquORK2ge6oPRVhJpxdXa25NwFUIXl5aAQKeXigGmy1pSpIuPklgHos2eBwfE9zX1rYp4NNfzMmTUTHdIKUkKZEB0EmuvUoBiXFNKsu2qC6oskAJoRSiB1I2kPB+SRlBjwPIpgsuIbZIFCQGgHWxQCwHl13W0omHAUJBv4Jg4IyY9xcKjp4JA6yR7ddSDU+ITyEXIke5wpa6QLgq1lSKOrf4Jg41wB2116oByN7ruNyLUQALjU0sEqFR3LzDOOwDstky+mP52rRcvscvjMN+LTKm4Ht7IdgOmOSYn5Hqe5n1GpXzHsfsLNrHpcXBGsx5G48DYg4nYKFxIqfFeNyZ3uXZrMJLpmSNBNCAOqzmuVoseS6rhZtDYq561qfM2/Kc0e4ZGgA2urnrYLzhP+SY57Q2QeJp1RfXOb5PnJhkYWk0Hij67C81Vkvbjyh0TXPc80JB6FX4fKadbhiUAOq0O9QcNQVFmDkOY0PIYWWHRTFzCKm+irX2PHsq8c2bDhu48mV3228EmgJdqV6/o/sPxs4ef18dl1k5ToscN+39x7rkmhFD1qvdm+XBZhDfHFIxu4Fu67Wg0LfitMEbnyoePxJMrIkBjAqA7y0olkPEvyRzE/I5RLpPQ0+lp0oVFpXBf4zzm445GOf1Y8mMd0Ru23VORMrz3KjLch9qBzi9vwqQubaUjdCgOQTkw6hSMCggoUGO1AKAFEApoKDOAJjJbG0N1FjTWFvNrJqpqlSSU0iAKIS5CSKAVQCKCqA+uucnMHBTygaNN/kntejXj1zZHz3yUTeQzpMmV9dxO0V8F5+/Nivc09Kbao446Fo9Nip++lfQjvtGG2pV686P6MLZw8ktqp32sCfrskydu5NPSfkj+2P+bTDu28s1oBp4I/so2/XbfCO7trOqSG/sV/2Yz/AOft8Gz27ni+0WVf2Yyvob/BUfC5+m0VR/YhT0Nvg5/hOQ/l/Yj7p8qvo7fDv8PyAH0/sVfbPkv6e3wbk4nNFatNfFV9s+U309kJ/G5zpQ3YdxIYBStyadPNF5Nbe6P6m/w+n+X7Zj7d/HvH8Dhu9rIwcRuVKWC7sqm9xJ/YuvTVx7d7Gdg5aPuntrIxJjSSSJzNvUSN6ro1pM52Ty2RG13FZclJsSQtLeu06FXCa3PxWSw1YfVqqyKz0tWvLaXGvwVxJQLWjdW5sqhHGNc6M0NPFARXM2mod40QBJJO6tm2KAS61T4hAdFJ0IogJGNlOD6dAmEqsctyLlMIssNDpY6FSEcbgQ06XqgF7QgFUJoALA6oDm03eaoHGNq66QEABpoK16JGVJJ6RVtDoCgI5ZVwFboJJYNrabv2KgDi33W9T5WCAIdqK0JrRACTIZjxPyZbRRtqVz8vLNe69NKxGKyXnebly8h1cYH0NOgaCvnve9m5enwccw1RnbHshj9ETBQFeFv/AC6uqX4NT50dA2Nhme6wDb3W3Fw5F2Scbh+ZyHta4+xE/QHW67dPS/wi8qyw+1GgSOyZ3yBoNmrt4/UjDblSeP4Tt8xOE0biQ6wJV31tEeexU3EdtNymMMZaKEENNTXwslfV1wvTk2TZvxtK/EjzY/cx8bJPoc/Sy5+X1unRvxcubVTl9l8rjgvx3icNsQLri34sNlcBk4rgMyMsLajS37FycmlXElksTm0Lhud9K57JGmqvzhl40onxPSdSRZaa8iN9ctd21y0mZjbJ5KlmtfAL3v1ftZ/je7zPa48XotZGZIPveltxvc7TaOi9rLieS/kvumfOz3cfiupiQEb9ptUIxlNrA8pkum2ufegGvkl4lTcGTLiwF8Ti3e0tdS1k50JVziSjC41Giw3M0sw6iYdRABAChSA0CANEAaBMyw6nRAHf5IAiQnopqta4uJKBdhINE1AG0QkUJNuagBQoD665bDdmcHNEzUtNP0T2nRtx3G2Xi2b2bzUBe4tGxpNqeJXBvxWvc4fdkmKocuKbHfskoCNVleOt/wC1qZZPtPio8ac9iLjBy4qAkiwWW/FXbwexp+U9udjUuf2rP69nX/Y0d99jHQ7fmn9dP7tHDNhJpvCXhsX2aCciEn6mlTjYTbQWyx+VClmql0OtnioQCjOws0EyRltnBPyo8NL+CHTREbaN+KflR9Oi07P4hvLd28ZhtY0tMzZZNLtZ6zX9FrwXa7z/ANc/tTTXi2v+L/8Aj0/uvMbNlTue47jahNqaUX0vFHwXzXk7JZ+C7nLY3BuHmOqW9Gur5Laa9U2oPc2zj+ah5yAHYSGZm3QtcKAq9unVMtarhOajcGe5Ux03NvrVEM/zEcPtiVhBDjX06/NaBVPeNoHU6KiP4zrUrcdEAMijS1xFgCSgIzHuLSRauoQCzR1CfBAN7Kl1DcIBILmGguUA/HMWioF+qAlxziVpB6fSUwZkjN7pghmtEA6G0af2J4BDuikCygNapAppNaDXUIyWa54c4UcR8UGbY3+rTW3imDzjQeCMgCancTaieAU6XFgjbLkkMjFdTc+QXLzc/h0bcfHllORyeQ5bkHwsO3DaaBg+ktGlV4Xte07tOJMbiY+A0MiNTptaL+K8rba711TGqeO187kYmzzSmCAeqmhIHRd/B6me7Dk58NFhuwcLGY2DGaySlDK76rdbr0ePh11/DG8tpjM7m4/CrPlOdLaga2uvyWnlInXTKy4WHkO4sV8kTH4mM7Vw1AXPy27dm2vHNO6PzfYHIMwZH8dnOkyACTGTc0HiuTbj2+W8xXnXb2VyGF3f9tym6MRuO9khNz43VS2d2musr3vj+88fK4v7PIPuMjH/AG9/Sz4Lou0sYa8NmyHN/UdIYHuG7rWgWX15b7VVZ/sP/pPAcaUcDQ1PjVZ7cUv4XrVTNw+LKd8QDJBYHpXyXJyerFZV02PlR7opW7m9Harh5OGzsfkgcdl/Z8wIiaNeRUG3VVwb3TaVnzaSwn8j/kaOLjhxfEv/AO+nq2R9dLUX1GvJ5ayx4+2uK8jymZuNH9xNPue81cwm5qtdczuxoyVe1jj/ABDRXMkOUw+1Gwau6J7BBlG4FvhWnyWG5oyjBuBqghQYBpr5IBVAjBDsQHWQAIIQYbkAa1QCmpAqiDkEkUQZNaoTl10ASCgEoD7ExJQIS0CvgqWo+582OPHkpQClSaJ3ZWsrxDuDI9/MfpSvRYbVtLVUWC6m4aTamn+4NCQniJvJtO1MOdP0ef1S8In7t/k06TI6SH9UeEV/Y3+TmNjcjO+kcji46I+iF/Z3+Vs3tfuJ0YcHuAKP60VPc3n5RGcR3G6Z0cQeSzU3oq/rz4H93f5PjhO6R0dXrYo/rT4P+5v8geM7oZ/A79qX9afCp73J8knE7oZ/A63iEvonwqfsN/l6/wD/AK+YGe09w81yLdskEbcPEa8UJdIKvLfgFrwcElzhhy+5yba4WHcGc+OV0bqtLwfP9q79I42K52L7yGTa7bIAHM8Q4LeRlah4j28rw7saUf3GmN4N/ULAokz0CB2zmywPl4yZx9/DJawuOrNbLOX+WDats8rmUr8Qt8JMuDiQ0fGvwRDc0kOo008SmDkxJoAa2ugGZHU0skCS91BtumHe6SXOFtEAl8rzoUAlkjgw1N/ilQdiynkjpRMJUeQHC5TyDrXNBv10TyDmoFLeSdoMvbtdWuqgODmgEk20RbjqcmV3w3ZfcfJs96DELIXWbNJ6Qa9brm39rWNJxVNZ+Oe5HzmJrIy4auqKfvWU97Vp9NGTsHueH+5jttoWuF1X/Qifpqun7f5qFxbJiSEaE3K019rWovDVXnMOAx2RlxuhY1pIDwRWngjb2JjuqcVyyBlyeazfuXhzccGjY/4QB1+K+e9z2rbh6HFxLYtjid9rht3SOFCRrVefprdr1b3EaDg+JZhRtmzIy/KcKkG4FV7PB6usnXu5uTk+EnKzHmrmkuDfpZ0C69bIxxajuxZjB7+ZJeho3wBTnfqqasTyObC7kYIyfTv0N9Cufm3kbcWuXr/andONHjtijo6JwAlaTSlqaLCbunk4c9lwczFll3wHYSdaotyJpiMN+RO1XcrJHyWJtbnwihHV46hZ7zMaaXDIYE+bC8QGcwZDTQxykhvyqlrV3fLV8Zz0kMMjch43kUY7dYlX5o21ydPISzVJpcapeRyD93/UaG6NsD41SpZSm5LaUJBJ1qs9pKEXKw8Sd/ue20SD+IhYbevLDy8k784DOh5z34IiYpACJGg0DvNd/py6/wAXne5pjsqYuGnMrXZTyW2qNQCvV10v5ecXlwbcgNAoGCwWl1PKPlPHueTBZZXIygta53xJIPzUXU47/HZwcQceQ9QQ0qJraeCPsspgo6F4v1aVPjSwSYpBqxw+IKMAQw+BQeA20TyB8lJ4CgQWCHOFUAlyBgQg8FsSIuqWVSkm+iYBoIQkpGTwKBgKIGH1/EdsIsqUw/feZ7WNI0G5bolWmryKcF8rn11Kw2aw3spXqjBozq7qHRVGexLmtKCMuiAJKBWj7VbWdtqioqttYh6bhbTjhrhUUsFciLT8UUUQIa0XvWl6qge9NNL/ACTLJDvaJG6MG/gElZcYsYg/0QT0RgZaLKjl4/s+N2E0fdEnKexooXAdP0Rqi3qyU/I43O4Jcw7cgCtK0II+PmunQrcs64H1B31CrQttYyqiYJcDmmtFW4mTcnoHjRMzPdWMcPIx+eg1Y4R5DR4OtUrLkn5gjQcVlR5GMyVpqJAHArTTbJ9Eo3r0pYKskJb6RTp1TBboxYjWl0AiQBzbDRAR6FrhQ1PggCQ8u8kACEESGk9B50QYPppogDE4NN7IwEiOc1FfGyeAmRSH2zXVIA8OPyT/AAMrPgoYYMqLJnaHvZ/bjdpXoSF5Xu+xjpHf6/DmZbebu3PmijYZSyJlAIm2b+xePtvb+XdOKOPdTmx0aCB/Ed1yVGf8n9cJHcznEe6SWk2Ff+RSmx/Smw9x8Y0h8hcC25adLeNVp9liPp6vH/yN3PP3R3I3Fx6DGhAYGt+mtdUXlsmanwnlhBncMPFjwsWhrSoGpcvPzd612mImcdiy8ZDHMdsvJz3DCQS2q9rg0mmsuOrl228uy25buI4kLYHEPy5QK+RPnou2cmIx106rvt3ihPjtnnIL3+oN1XJvyYvR268WJ1L57hJc3Ekjxz7cws1o/i8lF5qd448D5afPxOTezMiMU8TvpeKV2u6In8mf+rV8Pz2Dkxh0cwxsllAWkkBxU2N9N5Wz4fn6PaJZWkD+Upa3C8rxnLsnO4u2tFgf9VeYSu5Lj+I5ORsU0IcXA75eoPTRRgZZfk+xeWxf6/Gy+9GTaF5NQPKqjbWjKr/y3L4DwMzGlj2naS4HapyrK94zuKCdu0loPhW6PILWPIY6pqgkj3Tt+F1etTUfLMMkLmSULKH0lPTe63MZ8mnlGC7gxTjZL9l4jQjyXr+tz+U6vL5+PxUM72mdzzoAF0WufCtm9Zv1NSs9sDBDtrGUb9Szq3p3D9xxDDxpXY7XDYGmoH8K8vm9m8ez6f0/S05OPKbP3FgTfXhNr42/5KP+g3v6nVHfyHCTUDsNo8w0K5+x/wAM9v1Mrox2u539TGH/AMIV/wDRjP8A48K+y7Okf6oQ0fBV/e1L/kouTwfabyTEAK6WR/b1ZbfqGO5LtqI5D/tnUZWwS/sxl/yarZe2ssH03T/sxnt+q2iO/g89ujK/JVOSOff0dp2hp3F5Y+qN1fgq8oyvq7Q07DyWmmx36FXmMrw7fAGCUatP6IwXhfhwY4agowLK7YfBGE4dQIwquolZRJkEYD63fKRjmngf3KhHln5Azg6RzK1JNlOzTjllYQ12+dVjY1A6Jy4NGkbQ1TZ7EVPggiS0FMNT2nE33A4dKVW2qNnouIQIwQK2V5Qcc4k+BQHbjZAKDvSRS6YIrYgmm6w+JR2C87y5d/HZWNiso3HEbYnka0cKf6p6Tqn8vMM5j8LMOXimkQPrjrfWtV1zVFTHZ+NmsZIygtT59VUqarubxX5GHKIz/Vjo+PyIvZO9jhvBmh5TiXQTipka6OVvgQKApazp1JE7MdLDBkYMpFMSZzAetDolxdLQ0jyCQTYK5OoLNdlRrSyosucSdu7VBiQNPJARnNAfU6IBD3mvp0QHCpF0yEAV9Bp/N8EAfSDZtUZBLxVwNKKZTBu/f+5F2CZA8AVea0Txk1tx0MQrmZVBjx/TXRx8F5/t+1NOkdPrcPlcoObzjfuXTDa1ujelAF4e/Jttc17XHxSQnH7siL9hO9w6CpWbTEShynJT7W42FPLuNmtjea/sSxU26xPGD3gxrXTcNlQtd9BfG4V+FVXhR5xKPa35Fz+Ondx3BZEjnAhrnAN1H/UQr147WXL7Gs/9YsdpcxwMUruaxX4+bUuc1wBoD5g0XN7Gc4nZGkz1SOD47Hle/k8p1MfEqWk6E6rq9Lik/ne0Zc+97Q5BkYuPFPzU5Dp5CWYzHeA0su7TXNu34c0uGAzucnfygDnb/Xuc752CObbp0XxTq9U7X7nx2xxAyBr2NFWmy55Z+Xp4zOjVQ57Jn743A7ruopsLwZbv/svA5+D3abM9gPtyAWNtCn5YY76ZeDcrxXJcNluhyY3RODvQ7o4DzWk6uXfOlTOJ7mnx5Glzhalio20q9PZz3bfi+74ptjHHUipWfV1SytfxWdjvYSHjcU/I8LrGz2NIDiS3oaqsxNLyvs8lhErGyMNqPulgSsxyfZGBkPM2C77ebW2inxUpfc5XiZfZz2Ex1o2UCop8lJLWDlseUAh4pRMjeTkRy3B9Wgomm1T85CZsBwAq8GoPwXR6+/jt1Yc+kurEZFfcePMAr1cx5dmEJ4dv8gkQEjUqaa14vlxj4whkvf0/Neb7XDnq9z9f+w+ueNWH+dx61qLa6rh+ivV1/Z6/JxnPYp6hZ/Rt8NZ+z1LHL4h0IS+nZf8Af0+TjeTxSLOal9GzSe3pfyWM6BwFHBK8dX/Z0v5LbLC7Q081OKqcml7FF7ejq/MJXyXLrXbmgXKqbVN11+AqwjxCf2bIvFp8B7UBJJaqnLtE319L+Db8HGfqwBaT2tojb0NL+DZ4nF/lC2195zbfrdaak4XGPSi21/YMNv1MMP7egdcG6ue/HPt+oR5e266OWk92ML+qs7GP9uSV1sr/ALOrL/l7ZfRmdkCPCea3AIKt5urxvurI93Pf1CjZtFFUUUqBZ7QITpKzFpKrVlt3LoK06qsGS0eoIDadqQtDQfFa6o2jcQmkIofkqiXEku3G1AqJ2/TzQBEgP7k4CsZhlyoYyReVrQDrqEtoDn5CaySd+QX7gDtBW3HCrExuD5Nkgr4g+C6dWVQZmP4+b3WNDsV59f8A0HxTsJZxvinjq131AUTlCoiidg83Ix5piZVCxw03DogG8NkcPP50QO0vpIG+PmonSiNG1xdE0Ur0qtckXITVvQ6UGiEh7gJ3E2ahYh1agHW4KAafG4ipNkA0fqBKALjQhAc00qUAkb91enigHXBwIqbFLBG3Ovu0cLBrUjWnB8Tk8lltjhADCQHvcQQAdSVhzc00jXi47a3EnavbrYY4s/PdKyMXxogQ0n4kLwebfy2y9Xj6Tss+Pg/HOEzaeIbk21lJKyw0xaf/AM52liyF+HxOPAafX7YcR+oQXhUeT8jZMUTW4sbGuaSWv2NaQB8FapxZ71Df+Re4cmk+Vk+45v8AbbT0tp5BFtpT1pPyiy/kLuSUuB5SaOE2MUZ2ih+C11tV9EQ+VyIsvjpfuZXTSuZrISSfiSi8Uvdp4+MY/PjbBx2Hw8XqdO/fMPI6K5r46+Py4dutyq+88hscWyFrjFAwNaaUFSLrr8ZNWOM15jNI9kz3l3rNwVzbzKpcNdwfcfGZUbIs4mKdlGtmYKV+Kyurr4uTLf8AC8nFGAX5LZIx9BBvTwICm9HRNstAeTGU9uw0a0WKJi90Y6q7l+E4vnMd+PlxbpXAhrzSoNKAhK2zsnfWbd3jfdP455jhnukiYcjEbUiRouB5/Bb6b/Lg5fXx1jMQ5c0DxcinRO6Z7MtOS692o4buuWEgb6eINVhtpXdx80ra8X3PFNtBfW3mobZy0eLyTHgUNUsmsYspu34rSdi8kbkZMeWIxzD3GOBBB8CpwJXnvO4mVxExkxzuwpTWo/h/1U4O07xfKxPjq9w/VX0Z1OfM17wGCoKZMz3Nx7sbL91to5xX5jovQ4OSWPP9njxVDrUrrcxDjW1FG0AbA7qsOWZi9cgIPUsddF+VH2SbiirH+D8qVseLCiXjPgsxwbIOqPGfAnJZ2KBlGjj+qi6RpObb5ONyMlos8hTeONtfZ2n5ONzckfxEqduGfDTX3t5+T7OUnAvcqf6+rafsdjzeXlAuFF9Vtr+0p6PmBS4ostvUdWn7Y63l4/FZ31a21/aT5Ojl4XUAeFF4a3n7HS/k63kISLvCz+vZrPe0v5OtzIjo4I+vZc9nSlidjhqFPhsuculd7jf5gl/JXlo9T7gyC3HeK2IqvonwOsebcnxz55nPbaqitorTxM7K2FPFSrJh/Hzg6WU2DKgzGviyyHWqnIy37pEbmltQNRqrBxhLXaVU4ONd23MdoAsVrqnZs8WQujAVyIOt3F1DoVUhOJo/b08U7rQ4aE/IJQJvCw+9y+M3wdv/APhunsFTNm4/ISchg5L/AOrE93ta3rWi14k7M3PG5lqXFb+QW7PBUb4ZI3wv9TH2v4myqWBWN93jMssfV2K/6HnoTp8kpCWuXhRchx4irtJIdHJ1a7of1WncKCZssHOY7pv/ALgR+3J5gigNlle5NHjuOwNdY1srFSL2tVUWDElQ6hs0m6FHN3pFNeiAW4Etp0ogI7qXQAcDtBGiALQ8mlNUARc20rQoASuJNB0CVoS+O42TNnaIwQwXld4Dqs+XeaTNXx63a4jUYHJYOFiHFwqNIPrkH1Er5/2OW8m3+Hr8XFJEDK5VxJaXGta7rLFtNSGckKUc5DSGpeSFw11uqDtqK3lot5bUGmlUJhMvNYsZcHPG2mgNPiqi1ZNzPFCYESG96X6KvKDJw847Omgx4KljnBjj86I15M1lvt0WD4mR92hjgfbhhaf/APm66tv948/PSsx3bmSZ+W/jsWpe91hp+tVpybYh8cyoM/8AHfM4mMJ52Va++4EH9xXLmun6mSycXJxJDua5t7O+CvTq499NtL0XfBdzuxnNZK6o0uo31dPD7Hy9G4/uLHliaGyBodt2lY9nTOXLT4U7S0PEgkdoXDwPRVkVZgxTQlkjA5pFNpuDVLJPPe8vxdj5gfmcV/TnI9UZ+k+ICvXkww5OCXs8q5LiOT4qdzMmIxuaaV6Fa62bOTbXbQrB5WWCQX2keanbjXpz47tvwXdLatZI6h6ErHxdWnJK1eJzDJR9YI8k50aYLyckStAaaeSMqmDMjI58V0ErQ5pBF/MUQm1hZMF/H5xx3EBhJLD5FJFXeDJsAfuqNPFVKSRzsLMzjqGz2XaVXBvZsjl18tWDeSHOA0BovWm3R5N7mnkDTVGRkqHrVZbRWtpyrVnGjm3aUs0ZcgOQHBIFUCeIYgW0SDg0J9C6jQJHmuLBqlYP/o0bRLxGSWsvYBV4z4ObUqjgbFT4Rc5dig946lR9Uaa+xvDgnmH8RS+iNp7m4/dzfTU1U/14r+9u9m7mySAWeLQF1bOLRlzIB5qMrAua4aJGb2tJ9QsngmT7gxWOnaQKEG6MJ2NY+FujteiMJOx4DzKBSyMKjY9vcaGsBp4K9YnatRHC5jKVr4BaIHY+qqUnNBBNdVNtAVIFPNGoW/bIDc57nbrQPIIpYkFVQ87zOZ9nly6RhY5zi0uoNQetFpp0TalSPimq5puRWviunWoqHNDJCfcaC5puQnhJ13s5+KcaW7qWd1A8Ewi4GTNxuWMfMaXY7h/TedPII7BB7tkMPIYWU27XaOGhHgsuWnIu4XbwL2sR8wtZcxNidG4baHr1VGZyQ0Oa6txoEA0JCTeykHWvB0F+pVAmRot5oBs1+lMyxTdr0SIlrmEGgsDr5oA3d9FypoaF+bBw3COpeaRpJcOhIsF4Xu8l23xl6vq8Ukyx3Fc5Ix8jZaEPcXbviuR24S8rm2COouaqTV0/PtoWjVt7GqAhycvky/22uJd4ApnlGlyOY1ERp4kaIwnFOcdxXL8o9zTK2Ejq8G6L0Virzj+yeRa4EPjlLa1NSR8rKLksU3FjvwOZgiyBtd7rSNo6EgI4pZt1Ycl6VvpMfi2ZhzJAXy2DjqAKWqvXuvXLhteR5vOR4nd+XM31Rh9h5FY8+2WvDtJXoPGd1YXIYX289HwkVEZsVzTZ3y5UPcHYTcljpsXa6OT1NZW4VS2dme/H5PL+V4PLwJXhza0JpbSi113z3cW/BZ2Dj+Znx3NEl2DQKN9E8fNi4recB3m0NjjeKVIrdZeLv12l7Nli9wQyAUJ/VSvosWcs6QVFbeAKfQsIHO8Rg83guZMBvrZ5F6om1nZN1l7vHe5u0Mzip3u+uGtnBb6b/Lj5eD4UkGU+J1Ca+HktLrGGu91XnHc9kREBjreaw21denI1fHdxRZAaJBteLVHVR0bTZbvz27fRQ1GpQo3txMxzTNG2Sn8XVBHTxeIwbsf0t/lPinIFRy2YIcV4DruNAtOHTO3Rnz7TXVj5H67bk1qvV6SYeRteqPR26p6qcJORm6mtdTlPHRZKEAdFKXda+HRJbqoDggFoA1TNwFkg4IBSCAaoDqgOomY1CRiHX20QeShSvwQYVGvVAesd0S0ySK2T2LVQFx6aLNo4P6JngdxTyFBy5PvX0qqRsRhPANEJWEIpIKhGDy1/CECNvirkRsvIyKVOpVJLAb1CYJ2M3fSjIF0bPBAS+OLopi9nSN1f0RO4YTuLjWOypdzbPJLXf+ZdWMxnVG2bK454EoM2PqCOirWWJtXMGZj5zGlho7StbfBaeUGDb4JGT7mtLSPkCEYI84MzITDkAeR6iirGQzndUUjMOPElJ9Dy6B48r6rHm16HKt+Ol3YkLjc01+AV8d6Fas4gXNqDUnorAZLa08QihGsDcqQciLRU1qnkHmmpumCHscDWiYJYSa1SAxNDag6FMZLDwCLaFRt2p6d4i9xZjhiRQu+p9Xkf6L5nl2zvXuaa41jLt3yzsiiFZJDRg6V8SpV5NMey3NiY7JyyN7auYzQI8TyteO7Y4LGjG6LfKRUuddLBxMhbxsUzDHjsaGa2TiluyPDnjNYmUIvboqweSZcbFY0COBg805M919Qg5GHFDvcaGjpSyMSVNrB94Z7snkB7VWOa2rXnxF1z8m/8ujHk1TeBObjduZuVk5X3Zy7uZerCLBetx3Osrzt48x5vczkXy39ZrTzUcmpa3CXw3KDGmjea1GvgubbV2cXI9F4rn5XhshNGtAoOijNdMSuU43iOZiqaRzmwOtSfgn5M9tcvNu5+x8/j5TIG7ojcEDottdvly8vB06MzHNNjvvVpaeqdmXNLdGm4TuXa5rH9KdVjtq7OLky3HHc7A5jSHENcFnh1S5T5Z2Sx7Y3OaXCxrZVhJsiLKidh5rRIw2a9ULI897n7OkxZ98NPbcSRZaa7uPl4M9mejwZoSS4GnQ/BVbGevHYfgynxEEOpe6ysbSrzB5d+0B9ydDVJpruvOMyQx7QTVpuSkvK73tfDZB1i+5XSffOirRrOnxXd6uvTLz/a3/ClOxun1dSuyOKkOcaoyBY+hus9mmtPk2WVqyQakKUwrQlJbgbqugEAqQUg8gUAQUAUARogCNUEQ/0uugFAVFUHkR9deiBkqoqUKyCDem90SH7wt6o27nIpg8gCqirwNTWvRM8iHGqCwpOYI9xXKz2qHBJteLp5C3x5KuaiJa7hnehquUqv4nAs81RDuokHBwSwQl3qCoJ3GFn2HIuc2r/ZLIz4Oc0qTjHPy2chx0Uxu+L0v+IqF1cdZ7RXFjS0sIDgfELoZoT+LjY/3sUmN38UVfSUsBKgzn7fayo91LNNf3KpQkUP9xpD4/5urfIphE7kwTyPCSsBpLCBLG/qaXKW2tsCs7ankm46H3DUsLmH5LHjydjSYznNFhVbkXL6hucKIoRZbCtPgpIGf26ixreqDONko0qgDpGkUO4E2CA5wJcK2NKAeKAQWubqlQl4QD31cP7fqPyusPb28ePp8NuDTy2jO83lHIynvNm3DR4UXz3Tu9iX8InDxbM0ZLxVrNEoWGvl5VkpaQaigCrMaYOHkIw2guQFORhWchzDIIjIbAH1XTisoUXfcbyIoA5zqdKqkfZBPd3JyzCGNp3O0CNrZ1P7ZT8UmfNI77t5bs0Y29ari5PZOEcrxk0rW5DASWjTyC5dObr1G3VDw+QnxMXIxpKDGmFBa7XVXsev7PTFcfLop+b4AyY/3DX7jrbwXZevZzWMw/HliNjUDVZ7aqm1nZY8fz0+OWseTtNiPBY7aujTmbjg+awJg0iQ+8B9Nllitpvlr4svEzMb2clgkZtpU0rdVLhTG9y/jSLIMmRx0gcGgkR9bq9dqy34/J5pn8PyHHSubLGW7Tf5LWb57uTfiuvZK4rmzDsjmBIaVN0Pj5q1eB3Wx4DDHVugNVniunXfLRY2bDLG14N6adUVrEgzY8sftzN9xvmiVXRT8l2xj5AL8Qhrtdh0RlG2kZrL7az2VBiqK2cKFLLLwR28PkQvBOngg/FaY4LaX0Rg1rhcgGf0n/JCopO63B2Y14H1AVK9D1r0ed7U6s64ncumOXDnXIp0UkSXAfJKq1P7qhtPBYbRpBGqQwXUDzQoQQUApAcgAfFIxogCEAaoDkETJf5IGCmuG2nVAKQHDVCtRoaoU9E7ncfvyP2qdr1XFT7jiAKWSVkveKU6oyQtehSk5j+6qlZ7RAaSE2fVaYMlXBPJ4bLg5CGC1VUTWgif6VphIkmuiWTd6T0ogne5tFdafuTCwxSW8cT/AASy0/RqJDjy/jeRdh5c+E8+h7jSvjUrbjqdlu4Ne0uFiNfmupiZBO6pv0QC3Bslnio8kzLij9o1j+kj6Sikksa2VroqUdIC1wOlCOiJAx3be/HzM7EdcRy1b5AlY6X+Ss9GsxnrdJyQuNyKBKhFfTdqkDba/TSvhVAFxp1oU8gQSAKmqYOhwLqnQBAc8Vv0U5ohqbJfjxSObo701+Nlye/m6On1OmylZiSSZJdM0iMVc6q8J6sS4443V2WaNAkrASUiYZa1YPqCDivzu4RHEfaboNU5E3ZlOS5rMyyY21IeRtb4rfXRhycl/DY9r9nPxcb76dwdO5o2s8Krp1445rtWgn4rFxnCRsdJXUMjxfalzcUswrS9SzCGBkkTg9zRV1ev6r5v2uLx2ejx3MOwZBlrGaAHXyK570NTctxgY10rLsJuzz8V0cPMjbVSNzp4JZI3gGD/AOkdf2r1OHncu+ikzmx+654NGOvt8F0zfLG61XSxMJrpXRUl2NkyY0m6M7XDqpuqtd61nD92SHaySzgKVPVRtHVpyT8tPh9xyBm64afq2/6KYvIZ7MTl2bZGtLHAgOI9QPmnlWJe7D832LlQl0mOC9lakjwWk3cvLw57M4W5mE4ihoDQlXJlhnbVZ4HcGSwijtLUWe2rbXlabje4RK3bKbrNtNl/iZTSdzTYhC8pYcyRlCdegQas5Djfd+ioTPDPZmFPA83J2pZZ7RCdnFrfU7a4WTkyz88d0Pks5+Q9h12ii9P19MTq4fZ3zUM7QKnU9Frlhk2+UmwClJs1pfUpLiUy7G08FnsuFVupweRqEg4EIBQJ+KDKOiA46JHlzSUDI1CAPVAKoUYIhwKDy5mqWQXVMsOQqDenl4owMvUM/EblymRxoVw32Hv/ANCITuIaNCj7h/z4adxbR1R/ZF/XOHHgDVP+yz/5isz+DkmdVrqJ/wBqJv6u1Xf4DKqQToqnso/5dScLjMmM3Fuq0/sxnt6GzT8U18bQFrrzxht6dXsMo26iqv7Iyvq7HRIXVo6tNU/KI+nb4DcOhqfBV5QrxbfBRfSnidQqzEXTafhdcKxuVxb8d4u15IPUVsnpcs9sy9XlXP8AEOizpth2yxvc5tdT1WusTtcjxfJOmaY5Btc0gOr1otddkrJ+1oaW3DxqtbAQwmtE72CTGaigufBGSP7T7rSLWTyGWmaMfuqYtG0ZEYqPMLKzGwi9xneN/NahIe4FvkgI87TWo0okEck/T+1ICGt1dqgHNrqgH4hMFtH/AIoAmlAAUjIkxnSn2xoXAj9Vy+9P4N/Wv8jXJV9uOFpNNHkfuXz3V7MhONC4NsKNVBH5SSOHHe2o3uAbtWkgrH8o0w4Zrdz+nzVSMdriJ3Yvbzs7Nbmz+mKK0YdoSunWOWvS94jaBUODBtaPE9FtqjZbZfDP/wAfAzHaX5c43zGlaM8AtNtUeTO8nijHYHR1LG/3GDWq4PZ9Wb5dPFyWItGub7sJ20F2m5qvC5uK6XGHZptkI54mgiYEyi9Dp8lhZjsrKjz4YciWRxZtqbE+C6uLao2ik5Dig9voNhquvTkY7aKB+PK17hqGmi69dnPdajvjkDj4rXMK64ASSRvDgTUJXFLWtBw/c4x2tZOzcARqow313avHz8PIIkxSASNKpYayrfCzZCKSGoNiOiWFovI9tcTng+n25Ca1GhS87E3SXux/LdiZWM4yQXZWtQqm3yx24sdlOMXMw3+tjqV1TuDkXvG8g70ipqNQpXF/FmPbHUGpKnK5UzG5BkjKP1HQp5XFP3FlshY4ihLvpC04tLa5+bease8+44uf1K7tOGTu87k5bb0ILj9IHpC6cM7co5a7fXp0SsQ4AEnxWZ4IdqAhRRlLaAKNlHI5STdTTh5tFBlUCYcCUAdyDDckD2PF7jwPEhEC2Z27M5oeDqtfAA/gMpulSl4Fk0eIym6tKXjRk0/j8gA1aUeNCOzFlDzVpBS8VJUXGZLzUA30VeAylx9v5b9ap+AzEj/a02yt/hRPxLL0QDjXk/1KGlrr5zzffThczGwXmnu/tVTeFtxdejncdik/3LHzTzB4Ev4uIj0SgJZh/UZPFHQPBSyc48GpOJlZUi4Fylj/ACfj/hEhxJ5d/t6C3zRis7rPg43jc8DqKK9bU3WfAiHMYfUHKvLb5T9evwW12Qw1qQn5bM9uLX4F2ROyp36ovLt8lPV0/MIPLOjuXginVPXm2Rt6ujY9syFnHNzZfpy3/wBMf9I6r1PT2uM18/8AtNdZtjVR9+cUyPkY52N9GQ3c463HwXo6vJ7Mbl8fuJnhOyaMVt1C02nwD/H54lYIJBsfo8HWviq026dU1KfCWam50WgO4ziZAa0pZGAkOc8VcD6unmkGb7jpFyHHZLR6nvdG/wAwQo5PwItMd5c1rXWodFoEyOjjfogG5yBpcDokDDxRwHQ3HxQCNwaXXrZIFBxcW/ogHQ8UPkmCQSCXdOqRnRN7YdK6xAIAWHuf6X/xr63+6BFL7rqv8eq+dr24tY8GKeKn3Ajt/wAaJmYyu1IDEZMZ7ppGXc92h/VaQmEy8GbkOUi43ShJeRrQG6vSMOWvQOM4/FihZgQkkQgF7mn/AFXXrI5KuuDwcfMzmtyIycWCoBHU+ZWsia2cLjhP3GMbnD+lepDQtMs6zvK4U2XKZxEGTGg9NNpFeoUWL12Uufw0sVHAFko0poSufk4JtOsazls7KjPx8qMf1Yw4Uu4ea8vl9D8x0a8+e6hz4i129j3bSLg6Bc/07T8L84gid5BaBuoNU/qxRlUZkT2l0lNei6uPLLaK1++pJbTzst8s9jD2PpUXV6sjJDiCdKKsRMtTOP5TIxXgx6DVRY213ajj+5i5o3mh6i6h0a7tFg8rG87ga2U2LlWYyPebQmrCLDWiZombxjJmFsjQfCyZeLNcjwk2M8yQgmvRJFiNByMkJDZBoeqi3qcSH8pFQvJoadFpJnsLvhQ8rycmXNQmrG6ALu4dMd3B7G+ULebeHgulyC4k+VE1U24gFTamQkOANVKjZcN/zQCnt6hRYbonGtKKaqVKbcKTENFdEArxQYVSA0QD2NJteD4EJzuG94HJEuKA+lRoujWlhbiOOn0gpkQYIifoCAQ7Dxnm7QB1sniGhjjcQZN22JspxCytGYGM0t2xhMHfZY3RoQB2jxKAovcPTwoV8hl+l5hYloKCx8UvJXlCxJMaAPNUZo6ObPMCavNkY/ymSHW5WQNHkI7K8YLs/LDSPcND0VedLxhvj+QyYw/a4fUn51E0lT/8zmtaakEI86V0kKj56Wl2Ao+yjwhE3OROaQ6K/ir+yo242e5HlJXSHZ6Wqpsx36RSZM+TIC0OJ3nbT42W2klce2z3Hk2Mwu3Mn2RSTjMOJkddN5FT+1e1xzGr5Pn5LtyW/hT4nOcf3Dxwx53tZkbQIn+DqaLs0vRz7RmMzCnwpXMkv0LtQb+S31Zq+fFa8+8y0o6jwT8RUnCyd7Nk1upJ6EaK9UpMcYZMd+h+k9EzOskaAd3jYpFWe7ygL+Ohycc+qCVrzXWnVRyzoJlNxnegHqQ39oRrVJ267QNKXKsgkdTQXPVAMvBcfB4QDLxfwPUpAGF24DpVIHwBuodCmHDeLVqCbjwSBjkS/wBh5b/xRYe5P4X/AMa+vcbQjiBHI4Nk9TXWJXzuOr3NezV4fH4dqMBVGe5XOx8DAlcG1aG12jU2V6orM8PweTDGOdnx3F2ZUttcNr6V1cerk5t/wvOK4luT/SxnbHyE7iLGp8aro1jG1r8LB+yxPtmEFsV3Pp9TlbK0qeeSfa+rQYhtIQRuDe87sh+1rTWg0IHwRkF5EeI7GknlbvAqGCo+Sroeao8vgcacNmhyDDKW3id6m1U/XDm1Z7LwIYqw5DGvfWrXDQrG8c+Gk3qtyuK42OOrG0e43pos9+CLnJVfmdv4M0NIiTKdRWyPpmD82dyeNhjcWEbqWr5rPwTlHOBjirQNLn4qpCQcvEjiaSNUrDwgloH06rMYKhmMbqm6eD1q/wCP5KL03os9m+uy8g5V0QBa6xU5a5WkPOxyPIeamgonkZRuS5jEY3c53yRktqy+VnjOyxFA0Bjjr5JyZZXb8JGTxEUWOJAS7+ceI6rTixL1Z78dwo8vF9l26P8Atn9i9KTo87bXFMVsaJxIFx2hPKzbqqQB0UgGgVqUAsAurS4QbmNcHXCjYJUbHU0Wa5StpQeAJI1SAiiWQKoOBokGk7czy1wjJtULbSitlBJvYKXWuEnaJAkChqdEBHyhtka7S4KQWLXAxsPiEZAF10wFSgMn9ySQWmg8F5F9WPd1/ablfdOWd9SNZ+02ODMdr5Jf0o0n7XYY8sgeZU30Wmv7io0/NMjcRS41KzvqNNf3BH+4IaX1+BS/p1r/ANiUmPncaIklwAd8VO3qUtP2eue6SzuXBc3+439qj+rXTP2PH+amYvKY05pDRzutFP8AW2aa+9pfyTPPEzVwDidFU4r8Kvs6fKny5GkmhqtNeG/Dk5fb1L7dwxndx8ZifwzZDGuHlULt4uG5jzeb3I925TFacPkoH+tmQxzfk3Rep4Pms3PV4s3jcnDlLseShaa00oarpmvQbLAcpnyCk9H6AV8Fpoyp6sErbDY/y0WmQjvj9VfpcNCnAlw7hRhNWm53X/RFoPARuGxrgCD10RAqeahf/jMkFppsNPCwKW3YIvEZLcnDhkA+ptd3jSymdjq4jbuAv0VpJlYQfVp0QZAqR6umiAblBJ+HVIEdUEeaSXB3gEjcXeq9ydEqHSepjmUqCClyzy1Xx3rFfwbjHmbDcbv9V85yTx2e1peka/FlkLhDEwlzutLBS2wsP8M0xmXLd7znUaG9Bda8c6s92px/amxWY+0BrGBrW0GgXdJ8PO279TkXG4EVhG1tTdzbHzWkZWm34jA1zInuaH1r1H6pkr5OOnAaWPLgfUaX0SGD26NjhEWFrCKzA20/5oCNlyNEjmNLREbtYnADMVj5Q9sZbQV3HQ0TlCi54t+7bNJGGsLaMIsPip2VrVCHOdKWBoe0moLlKx9gMG+gY91gRpVAZrlcGQSFwNGuNR5lRdTQI4RJvaR66jaaUS8Mja4DlONYMABgq9hq4+K6Obgxx5ZTk6szNHtdQ2K83PV0I7mh1q0oqIGTPicKHqldR5JrOUlLQK6KfBc3PDlp9tqA+I1R4q80SXJml+slxJ6lE1Z7brftzHEj3yDRtgqxiNOPq0UpaSARVrRcLLLaM9kxtlMkB03enyK9X17nV5nPP5dFLMx0bnM6g/sWlYYJLtFKgeQRZAJJBFFIcNbaoM9h3ymtcfS+1EyXBwY91KXTuprLD4yB8f03UXVRE/DtANNeiXieVbPx8jDTVTdBlGfCWVFNFF1GSARoiQxoVNCRh5BimDgaK9aWW54XkBKxoJvotpsS5BqqDkAzlgGMHqEBIxH7oG+SMA4+lCgG91kBhIsmrRQrjtdJ45JoEh1Fsj3IPKVBiTyN3MKuFdlRyTHRv2vHqJsq/wDiLugGtfJTkS/5DJic6EkNBFCnjP4TdlIWWNNQdEvGfCMpXHctlcdLviINdQUsSfhU5dp+TmXzmTl5LZXOLDW4Gidxfwv79vlbRTPMbHVrUaqprB9tv5aHsQ5P+7uL9hhc9su51L0AFyq1pXb5e75LWyxTBh2l4JHmSVtM1ll5dzGN7c5I8drv1W+mUbVW+2LHot5IghzKO3A2F0sA/G9zm+qhB0Vag4I9dtxSpKVBLozQGgCcI2DKKseQ+J1i12l0UKfgHsMUsLdI5HNFOnWinU1zHWoIOio+gyvB+KCN7ggEv3EVpbSqQNFwaaHVIixI0U2i51KDOV8dUgIuKhP8U9e6ogmdFyQoNHVP6r5/2ceT2uLNkbTi+RcGh/XqsI6YtjnGRjQOhBotNb1RyTouMOZwDJgfBpC7NdnncmtWImaRUuAPQf8AgtJsxwzveWf3RjY+IeFjje6SQ/cOkpRrQqtKysJ3L3t3VyXK4fHduMfj5GPRmTM0ERuefj0qlkrlsuG5LlY4fZ52X3sjaNx2gNB+ScNaibi8hgLXtc4dBUEfqqIJceVzAyObaDYA/uRKFD3XBlyQNDBZhDXdRT5I2OM9jRRgEzOLafJQsJYMouklicHMfQMjJBsgYVvM/evcwNjG6OgLulOqLBlCBaz1O+vqCujg0n5Y8m6M6YuLg4VB6LpszmVhmqPlcG5kAoNV5HNxeNy7tOSWKKUua6hssVUQ0EVcgsuDWAVCFZEOsg6Wxh6oymRpu32iLD3DV5so2rp0mImyTEl1LnRQqVTSS/1HnT1G69P1ukedzX+SNlQ+/HuYKSDXzC32ZK0gtJadRYqE5ClTTxQMj7LrupYJYPJCQdAQ3Ijd4H/VAapwFGu8QCtb2gysONf0U1Se4AnRSDT8aN2oCDVmdxrTUtCm6hUTYcsZNrLOnlG2urQ2UG4NNaoThfcFlPjla2vpstdaK2+O8PhBrcrQHNpTBEzS6Mt6oBPHOG1zSfpQEt1dUAiprr8kBgIWlsLVwumFjUIVk/D9SEtp27DC6MBwGlVrEVlO8oBFmAN61sqQzbjtFSooX3FwY+Vxj91NwB/cttZCZTPx2xyyNb4lTYhWvsaKNgFAkGgw3u9hh1A0VSm9e/BHE1ys7mJ2+hjft8dzhap1IWmsO1K4bvEvyp8XJI92GWRlD1G5a8ZTCZz3FYmcz7nFeGyBtSzxstZUViJY3Me4OBD2mi31QSakJg6xot4dUwU3e1xLfpOoQDjnEtFAgGi7cDUWCZVR4UMeNyWc0W3Oa4AaCooonSirkV2CmpTMsgBo/mTgNHaXAVSAPaQaDRAMuYN9apApraeqtfEJgseO2yeDE3+k1HQeaiwp3UeQXx52lyRUr5/2um/V7fBf4tDxmR6B6lg3my+xpa0unkbLnEmPtnaakdFtpy4c++mUhseJNK1+RI9jxo4Vp8F06c0rm24zv2+SGvOJmNl//iea66rSbRjgh2ZkYTTuwmB1PXLFSp+K16C9Dpy8SeL3Kgl4rR4AIA11SLJiXA4yU+4I2uAFjEaGvyQkz9jKwvdjTubuoNjquAA8EYDpWZD8OSOY7ni4ITOMw9rfceHMDgDS6nCzXsQ1qxxYa9Eqalzsw4cXsuk957ib60qtePS3uy32VDpN1d1yb3XXrrhz25MukJtt+arJGZdrm0detlnvrNu6pthT53GCpeBYryvZ47rejs4r5K84UgPWi55tlp4CMVwRkeJbYADTqjIwddg5DgNrSQfBHlFzRf4rRDjtZptFb+KVradgkk2xPfWhFTZSlUxvL4PcPUklerwT+LzuX/YGyFq2ZZNSYu95c01rqlgio8ZjddU/EkfKk2t2gKNjQwTUqFOYf6gPgQihtIMT3MaN7b7minxWueh4PYkUsclD43UU1iEjcNodUnVAAhpsdCUEj5OHG9poKqdtTVGXxtLgKLopWSY7mE1qs7AewpXMlF6K9aVbriJt8DRWpstpSWdSmBIsaoCJiHbkubXUoCxJGnVAN1FUBgY9/tjdouJ0F+CIZyGu5AbHtr3aX0otNUbM53vu+7bXWrqfonURkMj3qWUkc4//ACWx3s19v+JXrktkeTfud7uqpKvn27jRZ79wSzUJBPwvuvZO3Stqo1Vq+l/xd9r/ALEwPtq+7sd71f8A6u66317DZ5p3T9j/ALlyf8f/AHt43bdN1brTRFXnBf5fb/Vp9PVbQkTmae/alf4qeK3iVemRTKUO/wALIB1tdv8AT+aAD60t9XVMjVv+aDVj9v8Alpdn8jfc+NbKL3Jbx/wqjJyNDT6qXp4IBofSKapATWl0A2aUNUAI/wC58vkgHB7lTu+nyTpiz2/dZ72729w/tfVqs5kqgd0/437+P/H7vb2evdrup1Xh+7/u9X1v9Xcf7/ttpr0XI640OD79PVrRClzh+9t9OvkmXRZRe9tbXbr/ABK9c/hFwz3PbaM2+77m6/21a1rbRba5Z7+Kv43/ANR/uz9lu+x6/d0rRb6+TnuG0xf8lQ/5P2N+0btlfo6rbXP5Yb4QZ/8ADfes+19//p9uu3zqmgMf/M+4/wC3r7Vb+7/L1VBZD3ft/Vt9z+PbX/VBxk8zd78lPpreiiqqvz/uvYP2tN3nqjTGeqbljpd/vP3V3bvVXxXdrj8MNslM37CtEAfcoa6JQG3fSfgntgzUv9u64/axjq29fOUR21eP+ej0DT6V8k+pdDbfb9wV0rdHUdGgwv8A7c/TtpbxSa6kPrU0/agVEz6/bS+NP9E0VVxV+2jp/Lf9V6vD/o83k7g2u5a6si4d+80VdDKNammqRK6bf7rqrHYzN6n9ilTvT11QGz4X7v7Bm7So2/BXqpZf1PJIFs3UugxOl0AY9EASgjTvavX9qDVeb9vuus9sH1Vjtvu+jSqR1qe3/e2N8FeqWjbWg8VYc+vyQEAV+8GzxCQWZ1FfC6YItu8kG//Z________________________________________________________________________________Date: Mon, 30 Nov 2009 22:59:15 -0500Subject: Re: Pietenpol-List: OT Spock and his E-6B
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Pietenpol-List: Re: stick input forces at reat and at full load

Post by matronics »

Original Posted By: H RULE
[quote="zk-owl(at)CLEAR.NET.NZ"]The leverage is determined by the distance fromthe middle of the hand grip to the pivot, divided by the length from the controlcable connection to the pivot. That should get you a rough idea of theloads involved. Regards Mike T. > ---I think what John is asking and the question I would ask is "how much stick forcedoes it take to fly a Piet and in my case a GN-1 in the various phases offlight? Is it a 2 finger chore or do I need some gym work before my first flight?Another related question - Does anyone know the proper tension for the controlcables to the elevator and to the ailerons. I have adjusted the routing or myelevator cables so they do not rest on the stabilizer with the elevator in thefull down position and they are more equal in tension throughout the travelrange but I don't know how much tension to adjust into them.--------Jon CoxwellRecycle and preserve the planetRead this topic online here:http://forums.matronics.com/viewtopic.p ... ______Date: Tue, 1 Dec 2009 04:09:00 -0800 (PST)
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Re: Pietenpol-List: Re: stick input forces at reat and at full load

Post by matronics »

Original Posted By: "coxwelljon"
I don't have exact numbers for control forces but I can say that pitch on NX18235 can be controlled with a light fingertip touch in cruise. Aileron control requires a bit more effort. Rudder is very light also.Slowing down for landing lightens the ailerons significantly.Control cables shouldn't be tightened any more than necessary to remove slack. Too much tension will cause unwanted friction.Greg C.----- Original Message -----
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Pietenpol-List: Re: stick input forces at reat and at full load

Post by matronics »

Original Posted By: AMsafetyC(at)aol.com
One time read an article by a test pilot. He mentioned the term 1,2, and 3 orwas it five. Aileron force being 1, elevator force being two and rudder forcebeing three (maybe five) times as great. this relationship was considered anideal harmonization of controls - somewhat subjective I am sure. He had a devicehe put on the stick to measure the force. It was an EAA article. Thinkit was flight evaluation on an RV aircraft.So this probably does not answer the question but might be good for thought/discussion.John, I am south of Lancaster (Qarryville). May I visit you and your project sometime???I am new to list and have started working on ribs.Read this topic online here:http://forums.matronics.com/viewtopic.p ... __________
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Re: Pietenpol-List: OT Spock and his E-6B

Post by matronics »

Original Posted By: Rick Holland
Subject: Re: Pietenpol-List: Re: stick input forces at reat and at full loadQuarryville, Groff & Groff a great place for poplar that's where I got all of mine, even the 16 foot spar material. That's great to hear someone so close. I typically work on it Saturday and Sundays but lets set up a time and date. You and every other piet builder (and sometime RV builder, okay any airplane builder) is always welcome in my shop.my cell is 215-208-8309call me, I get few visitors but enjoy visiting other builders. I am home today but work in Philadelphia area so I don't usually get home till around 7:00 PM or later but I am certain we can set something up. Just let me know when.I got a fuse framed and supported, wings built and tail feathers so I can and am more than willing to answer any questions you may have along the way, all you need do is ask. You may want to send your contact info so I can add it into my address book.ThanksJohnIn a message dated 12/1/2009 10:33:38 A.M. Eastern Standard Time, kkamp72(at)comcast.net writes:--> Pietenpol-List message posted by: "vman1922" One time read an article by a test pilot. He mentioned the term 1,2, and 3 or was it five. Aileron force being 1, elevator force being two and rudder force being three (maybe five) times as great. this relationship was considered an ideal harmonization of controls - somewhat subjective I am sure. He had a device he put on the stick to measure the force. It was an EAA article. Think it was flight evaluation on an RV aircraft.So this probably does not answer the question but might be good for thought/discussion.John, I am south of Lancaster (Qarryville). May I visit you and your project sometime???I am new to list and have started working on ribs.Read this topic online here:http://forums.matronics.com/viewtopic.p ... ______Date: Tue, 1 Dec 2009 14:55:42 -0500Subject: Re: Pietenpol-List: OT Spock and his E-6B
matronics
Posts: 81779
Joined: Sat Mar 18, 2017 8:29 am

Pietenpol-List: Re: stick input forces at reat and at full load

Post by matronics »

Original Posted By: "coxwelljon"
Hi All,Thanks for the help a couple weeks ago about the fuselage dimensions. I got several good ideas. My next question: since the floor is 1/4" ply, are the gussets on the remainder of the bottom of the fuselage also 1/4" ?Thanks,Jim________________________________________________________________________________Subject: Pietenpol-List: Re: stick input forces at reat and at full load
Locked