Return-Path: Received: from access.aic-fl.com ([204.49.76.2] verified) by logan.com (CommuniGate Pro SMTP 4.1.8) with ESMTP id 2947985 for flyrotary@lancaironline.net; Sun, 25 Jan 2004 10:18:53 -0500 Received: from homep276y68tk5 (unverified [204.49.76.47]) by access.aic-fl.com (Rockliffe SMTPRA 4.5.6) with SMTP id for ; Sun, 25 Jan 2004 09:20:35 -0600 Message-ID: <002b01c3e356$f17364f0$2f4c31cc@homep276y68tk5> From: "Richard" To: "Rotary motors in aircraft" References: Subject: Re: [FlyRotary] Re: Torsionals Date: Sun, 25 Jan 2004 09:21:44 -0600 MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="----=_NextPart_000_0027_01C3E324.A65BAEA0" X-Priority: 3 X-MSMail-Priority: Normal X-Mailer: Microsoft Outlook Express 5.50.4522.1200 X-MimeOLE: Produced By Microsoft MimeOLE V5.50.4910.0300 This is a multi-part message in MIME format. ------=_NextPart_000_0027_01C3E324.A65BAEA0 Content-Type: multipart/alternative; boundary="----=_NextPart_001_0028_01C3E324.A65BAEA0" ------=_NextPart_001_0028_01C3E324.A65BAEA0 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable ----- Original Message -----=20 From: Perry Mick=20 To: Rotary motors in aircraft=20 Sent: Sunday, January 25, 2004 8:58 AM Subject: [FlyRotary] Re: Torsionals Tracy Crook wrote: Don't know if anyone has commented on this already Pete, but = yes, the single rotor does have torque reversals.=20 Don't know how much of a problem this will be but the torque = signature (IGNORE RPM FOR THIS COMPARISON, it doesn't matter) will be = the same as the three cylinder piston engine. Raven had a challenging = time developing a redrive for the Suzi/Geo 3 cyl. engine if that is any = clue. Tracy If the two rotor is similar to a 4 cylinder 4 stroke piston = engine, wouldn't a one rotor be similar to a 2 cylinder 4 stroke engine? = Lamar has published the plots many times showing no torque reversals for = a two rotor but very strong torque reversals for a one rotor. --=20 Perry Ahh yes, the never ending debate on how to compare the rotary with = a piston engine. =20 The reason I said to ignore the rpm when comparing torque = signatures was to compare ONLY the relative torque amplitude variation = of the engines. The two rotor engine looks just like a 6 cylinder in = this respect. Yes, I know the 2 rotor rotary only has two power strokes = per rev but they are 50% longer (270 degrees vs 180) than those of a = piston engine, thus, they overlap exactly like those of a 6 cyl. This = is relavant because tortional resonance has nothing to do with rpm that = the system happens to be turning. The torque variation represents the amount of excitation energy = fed into the system. The higher this energy, the more critical the = damper is if the system has to spend any time at or near the resonant = point. In terms of this excitation energy, the one rotor probably has = double or more the amount that a 2 rotor has (all else being equal). = Notice that this excitation energy is not directly related to engine = horsepower. Somehow I doubt that I have made things any clearer. Tracy Yes it does make it clearer, thanks. I thought about that after I = posted the last message (maybe I just reread your previous message!). It = is clear that the PSRU will be under more "stress" with a one-rotor. Has = anyone ever bolted your PSRU to a one-rotor? Do you even approve it for = a one-rotor?=20 --=20 Perry Obviously, I am working on that for my One-Rotor.=20 There is a list of design features influenced by the running = characteristics of the engine. To name only a few - flywheel, idle = speed, flex coupler, redrive - have an influence on the impact of torque = dynamics. I can not say at this stage of development what the solutions = will look like. One observation I made on the POP engine on the test = stand was, the attachment of the load prop to its shaft had to be better = then a couple of big set screws. It had to be taken out after two runs = (5Min) and I added a regular key to it. And that in spite ot a simple = industrial rubber coupler.=20 The good news is, that all this was test stand set up using HDW mostly = picked out of my junk boxes.=20 Nevertheless, the data will not be ignored. Richard Sohn N-2071U unicorn@gdsys.net www.gdsys.net/WWWmembers/unicorn/ ------=_NextPart_001_0028_01C3E324.A65BAEA0 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable
 
----- Original Message -----
From:=20 Perry=20 Mick
To: Rotary motors in aircraft =
Sent: Sunday, January 25, 2004 = 8:58=20 AM
Subject: [FlyRotary] Re: = Torsionals

 
 Tracy=20 Crook wrote:
Don't know if anyone has = commented on this=20 already Pete, but yes, the single rotor does have torque=20 reversals. 
 
 Don't know how much of a = problem this=20 will be but the torque signature (IGNORE RPM FOR THIS = COMPARISON, it=20 doesn't matter)  will be the same as the three cylinder = piston=20 engine.  Raven had a challenging time developing a redrive = for the=20 Suzi/Geo 3 cyl. engine if that is any clue.
 
Tracy
If the two=20 rotor is similar to a 4 cylinder 4 stroke piston engine, wouldn't = a one=20 rotor be similar to a 2 cylinder 4 stroke engine? Lamar has = published the=20 plots many times showing no torque reversals for a two rotor but = very=20 strong torque reversals for a one rotor.
--=20
Perry

Ahh yes, the never ending = debate on how=20 to compare the rotary with a piston engine.   =
 
The reason I said to ignore the = rpm when=20 comparing torque signatures was to compare ONLY the relative = torque=20 amplitude variation of the engines.  The two rotor engine = looks just=20 like a 6 cylinder in this respect.  Yes, I know the 2 rotor = rotary=20 only has two power strokes per rev but they are 50% longer (270 = degrees vs=20 180) than those of a piston engine, thus, they overlap = exactly like=20 those of a 6 cyl.  This is relavant because tortional = resonance has=20 nothing to do with rpm that the system happens to be = turning.
 
The torque variation represents = the amount of=20 excitation energy fed into the system.   The higher = this=20 energy, the more critical the damper is if the system has to spend = any=20 time at or near the resonant point.   In terms of this=20 excitation energy, the one rotor probably has double or more =  the=20 amount that a 2 rotor has (all else being equal).  Notice = that this=20 excitation energy is not directly related to engine=20 horsepower.
 
Somehow I doubt that I have made = things any=20 clearer.
 
Tracy
Yes=20 it does make it clearer, thanks. I thought about that after I posted = the last=20 message (maybe I just reread your previous message!). It is clear that = the=20 PSRU will be under more "stress" with a one-rotor. Has anyone ever = bolted your=20 PSRU to a one-rotor? Do you even approve it for a one-rotor? 
--=20
Perry
 
Obviously, I am working on that for my One-Rotor.
There is a list of design features influenced by the running=20 characteristics of the engine. To name only a few - flywheel, idle = speed, flex=20 coupler, redrive - have an influence on the impact of torque dynamics. = I can=20 not say at this stage of development what the solutions will look = like. One=20 observation I made on the POP engine on the test stand was, the = attachment of=20 the load prop to its shaft had to be better then a couple of big set = screws.=20 It had to be taken out after two runs (5Min) and I added a regular key = to it.=20 And that in spite ot a simple industrial rubber coupler.
The good news is, that all this was = test stand=20 set up using HDW mostly picked out of my junk boxes.
Nevertheless, the data will not be=20 ignored.
 
Richard Sohn
N-2071U
unicorn@gdsys.net
www.gdsys.net/WWWmember= s/unicorn/
------=_NextPart_001_0028_01C3E324.A65BAEA0-- ------=_NextPart_000_0027_01C3E324.A65BAEA0 Content-Type: image/jpeg; name="RUNPE5.JPG" Content-Transfer-Encoding: base64 Content-Disposition: attachment; filename="RUNPE5.JPG" /9j/4RJXRXhpZgAASUkqAAgAAAAKAA4BAgAgAAAAhgAAAA8BAgAFAAAApgAAABABAgAOAAAArAAA ABIBAwABAAAAAQAAABoBBQABAAAAvAAAABsBBQABAAAAxAAAACgBAwABAAAAAgAAADIBAgAUAAAA zAAAABMCAwABAAAAAgAAAGmHBAABAAAA4AAAAGQCAAAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgAFNPTlkAAENZQkVSU0hPVAAAAAAAAABIAAAAAQAAAEgAAAABAAAAMjAwMzowODowMyAx NjoyNjozOQAWAJqCBQABAAAA7gEAAJ2CBQABAAAA9gEAACKIAwABAAAAAgAAACeIAwABAAAAZAAA AACQBwAEAAAAMDIxMAOQAgAUAAAA/gEAAASQAgAUAAAAEgIAAAGRBwAEAAAAAQIDAAKRBQABAAAA JgIAAASSCgABAAAALgIAAAWSBQABAAAANgIAAAeSAwABAAAAAgAAAAiSAwABAAAAAAAAAAmSAwAB AAAAAAAAAAqSBQABAAAAPgIAAACgBwAEAAAAMDEwMAGgAwABAAAAAQAAAAKgBAABAAAAQAEAAAOg BAABAAAA8AAAAAWgBAABAAAARgIAAACjBwABAAAAAwAAAAGjBwABAAAAAQAAAAAAAAABAAAAlgAA ACgAAAAKAAAAMjAwMzowODowMyAxNjoyNjozOQAyMDAzOjA4OjAzIDE2OjI2OjM5AAIAAAABAAAA AAAAAAoAAAADAAAAAQAAAD0AAAAKAAAAAgABAAIABAAAAFI5OAACAAcABAAAADAxMDAAAAAACgAD AQMAAQAAAAYAAAAPAQIABQAAAOICAAAQAQIADgAAAOgCAAASAQMAAQAAAAEAAAAaAQUAAQAAAPgC AAAbAQUAAQAAAAADAAAoAQMAAQAAAAIAAAAyAQIAFAAAAAgDAAABAgQAAQAAAB0DAAACAgQAAQAA ADEPAAAAAAAAU09OWQAAQ1lCRVJTSE9UAAAAAAAAAEgAAAABAAAASAAAAAEAAAAyMDAzOjA4OjAz IDE2OjI2OjM5AAD/2P/bAIQAEAsMDgwKEA4NDhIREBMYKBoYFhYYMSMlHSg6Mz08OTM4N0BIXE5A RFdFNzhQbVFXX2JnaGc+TXF5cGR4XGVnYwEREhIYFRgvGhovY0I4QmNjY2NjY2NjY2NjY2NjY2Nj Y2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2Nj/8QBogAAAQUBAQEBAQEAAAAAAAAAAAEC AwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR 8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5 eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj 5OXm5+jp6vHy8/T19vf4+foBAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKCxEAAgECBAQDBAcF BAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygp KjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJma oqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/8AA EQgAeACgAwEhAAIRAQMRAf/aAAwDAQACEQMRAD8Azrpf3kP+4P50wLy30/rTIHSr/ocX+81QOOH+ v+NDAW6H75v90fyFZ9zkPlSR2pMqI+1YyOobrmmbeR9RQD3IFTLn6Ujpkn0oGjSePI/4AP6VGsdI TY7y6kSPgUxXIJLiFCRknacHA6c1aQB1DDoRmmAJH9z3AP8AOpfL60xEc8e2RWx93BP05zUpi60w JrofPD/u/wBajxy30/rSELKP9Ei/3mqBxw/1/wAaQDrofvm/3R/IVnXI+Y+2DSZUdwtOLle1PVcs v1H86FsOW5HCmZX/AN3+tPitmllCbZCpYAlE3EUDRdvPLt5hH8xBUDJHOR2wKiR4zxvGffimSyUJ nH4U9E4WgRQvYgJZeSMoGwO53YrTZcKx9FpgL5eGQew/rUmz71MQ2VAZVBHBx/WnRJ8hB6qMH8KB hcj5of8Ad/rUeOW+n9aQhZf+PSL/AHmqBxw/1/xoAW6/1zf7g/kKozJuLH/ZFJlR3IoDtnQ+9WYk LSIFBJyOgpLYqW5OltFA9wshLnGEZemfeorMKt9HLKVCBuhPP5Uk7jasaHiWeCW7EsMe8PGNhXt7 1h5MylhbOwJyGUE1SZLI0uXhfCsykfwtWnaXaugEmAR/F2/H0piaItTADscgZiOPzFaYGY8+q0xD mHzJ+FSY5agQyUfvk/D+dI58uRwCPnI61NSVomlOPNIoPqcUnl5Rl2jB796kW8gYt+8AyO/HelcT i0SNIjWsYV1J3N0NRt0f6/40yCdYxLdMpGR5Wfxxx+tQPbqJJE5JVtjEDPIpdS1sT6ZpkU+owxlT gnccr2HJ7/5zXY3Gn28x3tEqyDo6jBH+NFtCkzh9Rj8m6mVvvRsRxWJdh45SM8g80orQJblqC7mk VAzIdgwp29KnhlWEsEbljkjtmjXoOytqQXcyyriQpvA43AZFRx3KxqyqflwMkrjJxz+FPUWlxsrm RSULMiqRwOAT9a07O7c24Eq5GAAwqkS0SXrtcwbIg6njJ45/Wo7NpIbiWSQHYwGEQDGfXrTEW2uk d1IVhjHXHrTfPRWLuR14BNY1U3ojajZXZg7x606JPNlVAwG4gD2piuh1zby2sxilUqw/X3FME0ij h2A+tAaMtWy3V/5qpMQUj3HnGQMcVGFeFmBlkVlJBDcjP8qpWIasdd4PhLxTXbgZP7tSO+OSf5fl XSOxCnaNxA4A70wOVg8Oyi6kfUJkHnysUTOSSfU9PwrL1nw7fRXTSC3VoQB86kY/H0ppAVLPSLua dQkPyFepXj161ek0O4eRIFjMQBwz5yD+NFgLA0S6tZdojWdGOS4IG388Vjy2cunrILqIDzSdpBDA 9O44oaCLs7lIMGcr0XGSOxq1C+IB8659Mc07aXFJtydyZZCekyD/AD9aeX45nh/z+NAiJ34O2VT9 KiJ496iW5rDYvSW0Zhh+UfdP86WKziFwp2jhgf1pmNzoNT0yG+h2yLyPusOq1ytzpXkSOjEgjpz1 pFXsXNFtvs9453ZzF3+opDFIZrgqrbfMPOSO9La497HXaC6DTookUDYMMM5wSTVy4EjACGQowOch c/hTWoMeZB3B/EUlpC8cZWSVpOc5brj0qmCOe1y3jsJmuYmMK7gGxkAZzg8fQ1X/ALTmhGXlDhl3 LuHbFITLdrqAvLfeMo/dCeVNczruqLcL5CsJSrhmYdM4x+fr+FALcyo5Q0gP+ziremacby4LiRVC t93vVL4bFVJc03IhmszHuwEbZ947sfpmg2suz5bN2z0YKamzFddh9rYzpIsjoVXB4OPSrqxqYCSP mzxioluaw2Lr/wCogP8Asn+lOziRiO3+NaHOdFaXUd7DvThhwynsaztVtlmbarP5o6KgyTU9SipH 5VpKwuEJA4HmcCpEuLebpjYGztRSB06+lMCxDfPZSlrYpIjjB3cY+tLbarNNduejuT5YXpj0z36V Ow9zft0LAO5JY9c1cC8U0M5bxwpNqoB4OCR9M4/ma5iOR57JRuIMXUgdv/rUxFdJS2+JGZ93yhQd u4VJFo909s6m2dHLKeRxgZz/ADFNsViw/h24tIc3FoQzsAh34x3rQ0uwn07yp5sqJF2gAdc9KQ2V 0sX1DVnSMhGySWPt/wDqNbdnpB+yGS6nDsDztPBq7akk2pafb21g0kRG7jH51zMRUROT94VlVNqW xaCl7e3CjJKnj8qsfZJizHaADnqaq5hYafOskDqdrhyQRTrXUnilmnlB+bo3qO+KPMaIY3a+la6u 8Et/q0/uj6VcSJYotxIZWPAC+vakNix23kZWUAlu/pmrVlAj6vEE6Dn8MUS2BHSRptWnySJEhaRg qjuTihFHFeLr6O8gPktlFKrnHXr/AI1gafLthuMHJCE4I9qYjOdjlQMZxnsKki1O7UHbIcDrSAtz 393qAUmUblOeScitvSnaWILdTsXjQbQgzj09aNgIr8m2uC1mx345DDBPuT+NVk1mZAElUqSc4Oaq 5JbuNXa6jEQbPGKorExYk4UYyOetZ1HqbUtEW1YpbW7LwVzit2DEsYcfjVMxQsyKEJZVYDsw4qne RWw0ySTAMrngdlBPQUl1GRYhC7GxjAH59KtQRx2luks6glgvHQnPYUwI5xJNOUYERA/KwPWktQ9l qUckku1QBvPYLkZz+GaNwL954rt1Jjsh5rDjewwv4etYV/qU10A80hY54HYfhRcbM6+k32bHtuBq hb58pyDwQQRn2ptghUihEpWfkEbT7EYqK5smti3lN5iOMZHUfUUAPsY5PMSWRGEQOGJ4zjsK0bLU JbaYiK2LIRjk4xzxSAgvZr66uWkCCMEYAHNQizuZMGSRj6cZqtRE0VpJCfMfJI5GBxU6yCVUDZGO CfwrKa1Nqexb/wCXSP2YitHTLkRTmJzhH6E9jWhz9TTleCSNlMq4IwTuFYgtJ3kaBpUYE/LtbOR6 +1KxRb8qHbGZADtIGCMkNVkXImUw4H7rkEjpTAgeRgruFKqp4z1I9ayNcvzJZJbx9ZpMufYdBQBR gjwOegp2Cw2ZY46e1IBt1G32NxtIHvVWNfLt2Yg5x3HagaIRO0EhbywxboxGa17HxB9nEaS29uFU fNmEEn8aAK1zqiyqqQhQgZmddo5y2RirY1yDn9xFkjrtFNOwmhx16IfdiiH/AAAdqhfXmxhTgY7D FVzCsVTqT3EgQ5+Y45NSmImIbckk9Kyk9TensX/+XVfaQ/1p38S/T+laHOIP9TL/ALw/lVvTblIX IbAbAKk9+OlAkWIrkT3bsEHowPGasSQmOXzGBCkcAYNBYRPC8brFGHlblmY/KuOn/wCoViXFsJLl I1Tc2ctsPX1pSYIluNPFowMkZXeM+tMCKvTH5VOoEWohhZSY5Ujpisx4gLKRgADgevrQMzlykg3q Rgd6W6cMw29MUwGRLu3eyk0zkZ5NAxyjNPXpjuKYiWD/AFydetbMKBomyBuB7/pWUzWnsWB/x7H2 k/xpw6p9B/KtjnGj/Vy/UGpLS0kvJvLiKg7AcseO1AjQj0qW3QGVw5U8KrHHfmm3DyNgIbjcO2Tj +dRzIuxNa6TcNbchow3O0dfzrQsdKjtW37RvIx60WuUT6jZfbLRkwN45Q+hrio5IoC6PdDcGOQ5w QfSholjWZPsLK1zHKeudw9az5LmPyWTzQTjgBev40WAh1G5SZ4gkhkVEwCRjHtioBFkZPJpjJVjw repGKhkUAe9A+gIKcRhuvWmST2ozcRjP8QrWRsAnGeT078Gsqm5rT2JlP7iT2cU4f8s/wrY5xq/d m+g/nWj4eP8Ap5/65f4UDW50hXcOQDTEhjEm5lH+FRZFlsUYqhhXB+N9KNvdC/iUCOU4kx2b1/Gk DOT3UAjNAh0alzwCSOcAVbhwTg0xFtY+KiuLbchYD5gKARSQ9sVKwyvagB9q2ZUOeQaupIVbbnjH NRNXNaZeQ/upv95T/Kng8J9f61qYDV6yj/YH86vaA+3UY+fvIw/z+VALc6rOB60hbnHNSWPjbjk9 KfmgZVvNRt7MHzXy3ZByTXG65qk+oSbZPlhB+WMdPx9TUSdi4K7MNwg6ov5VWcLk4UCiNwmkhyqE QkEhunFKjbW61RmaMPz45zU5UniqEZl3bNDJkD5TyDUaHPakBJEuLlGUjqMirkiEHnp2NRJ2ZtT2 LiH5J/oDTwfkX2/xrU5xQf3sg/2DUQl8nY+/YVzyDjHWlcEhG8S3cQ2wzu5z1YA/zpq+KtVJx5qH /tmKVzREsWv6o08MskgIjbdtCgBuxBq82u6jfNIkRW3jQDJX73Pv/hSuBVPBIySSckk5JPqarXW3 BzUyVwjKxkyuoYDPFKQnYce9VFWQSd2MOA/saXaD2p2JJraQxsB2rVjfcAaoQTRpKhBGQayLi1aB iR8y0MaCBsSKcAc1dYkYzjFY1Nzakf/ZAP/bAIQAEAsMDgwKEA4NDhMSEBQZKRsZFxcZMiQmHik8 NT8+OzU6OUJKX1BCRlpHOTpScFNaYmVqa2pAT3R9c2d8X2hqZgESExMZFhkwGxswZkQ6RGZmZmZm ZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZm/8QBogAAAQUBAQEB AQEAAAAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEU MoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2Rl ZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK 0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+foBAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkK CxEAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYk NOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaH iImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq 8vP09fb3+Pn6/8AAEQgA8AFAAwEhAAIRAQMRAf/aAAwDAQACEQMRAD8Ap3C/8Sx/r/WqcI/fJ9ap kAV609h8if7tICxpo5lqnj5x9aGA1x8x+tEw5b60DJ74fLF/u1VYfKv0oYENyOP+AiqxmcAZOQPW pLWxLFKHfkYPNTxLnzf9w00S9CuR8n40Bf3lAFaQcH608LwKAEkGMYqPB3D1pFGu6/6NH9W/nULL 8i/j/OgQxV/lTwvFAhdtBXr9KAHqvH4U5VpiAL1pqr8y/SgCUr0pdvFMCNFzCW9Xz+tSIvzvQA7b 81KVpiEmX93+NQW6BJ5I/wARQMsMnIoZOlAF2cf8SyT6/wBapQj98n1oYhWHWnsPkT/dpAWNN6y1 Sx84+tNgNf7x+tE3VvrSAnvx8sP+7VRvuL9KGBFMPmX3WqRXJxUs0jsC/KwIrRtuVm/65mhCkVyP k/GlUfvaZJUkHyn61OF+QHtigZG65YGmkYkFIroa7j/Rovq386iZf3afj/OgkjVf5f1p4XimIXbw KCvX6UAPRePwpyr0piM+e+ZJWjVDkHFRSXNxG4GRn2INA7GnAXeBGkXDHqKlcYjY+1CENVMWq/hT 0X94/wCFMBxX5hSlaACdf3J+oqs67LgSdhgH6GgC0y8ilZOn1pgWJx/xLZfr/WqUI/ep9aTAVh1p 7fcT/dpCJ9N6y1S/5aL9aYDX+8frRN1b60hljUB8sP8Au1Tf7i/ShgRT8Mh9hVRhhzUsuOwjLjGK vWfKS/8AXM0RCRER8n406NczfhTJKcg+U/WrQX9yv0pjISMkUqwySzBY0Zz32jNK2pXQ15reWG0i aWN0BJwWUioGX92n40WsQxir/I/zp+3igQu35RSbev8AummA+MdPpTkHIoAo6pGfJVx1VqhnSU3E BkKkttIIpjRrEcD60k4xbv8ASgQ90xBj0xQi/vX+goAcV+YU5l4piC4X9wfwqERCVpEP8S4oGSRE yRIx68A/XvUjL0+tAEk3Omy/571ThH72P60mAMOtPb7if7tICfTestUv+Wi/WmIa33vxom6t9aQE 9/8Adh/3aqP9xfpQxkF5wgPoBVeUfNn1pMuI0irlifkl/wBw0kOWwwj5PxqSIfvvwqiCnIPlP1q2 ozCv0FAEbRlpAqjJ9K0NLt7yK8DJOsCtw+JBkj0wKXUroT6mC8RiubskLwrFmI/Kse3uHKiJQG29 89aYiUXBX70TY55xT0u4W4zg0CLAKsowQeaXHP8AwE0CHRjp9KVByKYFXUl/0KT2I/nVad8m0Ppi gaNYj5fxptwuYcDuaYiWQfuG/CkQfvn+goAcw+YU5h8tAguB/o5qOEf6Qf8AdFAxEXZcSp2LBx+P X9asMOB9aYCyf8gyWqUP+tj+tSwFbvTm+4n+7QIm03rLVIf6xfrQAjfe/Gibq31pAT3/AN2H/dqo /wBxfpQxkF2P3f8AwEVDKvyqfbFJlRIyPzqzZHHmD/ZNJblS2Fx8v41JCP3/AOH9KogqOvUHj5q1 rvTza2yEuG7YxUuVnYpK6My45RvXFavhuMNcR5HGabA3vFUaC0G3rXKXNrFbYEcvzlVyffn/AApo GQMsMkr7nwcmmSW6D7rZqlYkiVnj+434VZivyv8ArBnjFILF6zuEnxgEfWp0HIoEV9QXNlP9P61m z8Q2x+lMaN0j5fxolHyL/vCgkfIP9Hb6U1B+/b/dFAx7D5xTmHy/hQAlwP8AR2qOEf6Qf90UAFwC t1C46H5D/Mfyp8kgztFRVlyxNKceZj350yWqcX+tT61TMwbvTm+4n+7SETad1lqn/wAtF+tMBG+8 frRP1b60gJ7/AO7D/u1Tf7i/SmMiuR8g/wB0U24TC1L2KjuVjUtqcMw9RSRb2JipAwQQc96tWNvL JOsiLlVPJpt2RCV2TX4SW6YgZHFRS3M0sJSZ84PAOM1klc1ZSRIHkZbiXYoHYZLfSrdjfRW0gaEh ccKGOa1MzX1C/GpackoXGcj8RXKmKaTzSPmCgcZ5oQMZb20l5ukSRAcnKnqKlOnXajIKsPZqYitM k8H+tjKj17UwS0AWopFGN2Q2Mhl/rWjFdNEyrOMKejjoaYmS3mHspypBBUkEVjzyobKFAfnXk0Aj oRzED9KJR9z600IkkH+jN9KYmBMxJwNo60CHllZxtYH6GnMPl/A0AFwP9Hb6VFD/AMfH/ABQMfcb ThT14I9qgWRC5C5x/OuareTfkdVJWXqWCc6ZL9KqRf61PrXQzlFbvSt9xP8AdpATad96Wqn/AC0X 60xDX+8frRP1b60gJr77kP8Au0i26vYebzuBCilJ2LirsrSwF0zkAAY5pJkEh4dQMYpXutR2syL7 Kh/iY/Ra1NC0sTalFujfYvzEt04ppDudlPaW90Cs8KSAeo/rWXNpK2Su9uWMZOSp6r/iKUldWHF2 ZzV1/rWwM1T2eQj7cgYyKhFMz5mbO5upqASYatWZI1YNWQWq27wvtHdMZJpY7uGMOYbWXe38TyDA /DFIqzYxYmS5FxDhd3317Grxn+XGz9aXMPkI3uQ6FGjBU9Qay7mOCH94sZyei54pp3E42RLARb+T cSwbQ/QOMqff6VaeQssmTkMckHp/9ai7BJWK8kjR27ohOCOmaqOXNlHmNQu4jf3NMTNqyv1eFUlI VuMHsauy/ei+p/lTRDViR/8Aj2b6Vh6jMxv1RslFx8uKb2BEV/cIJ43tw0ZXnO3Fbts7S2cbvyzL k0dRsmn/AOPdvpUMRxNk/wByh6ISI3dzKdoz1zUsMaqMHqeTXDN6adTtSOeWaVVKrIwU9RuNSJeT RsCHzj1FdVzBxRKNQk/iVT9KmGpRlVDIwwMetO5DgWLG+t0aTdJt3dMio1kRpFwwPPrTuRZit978 aWfq/wBaBEt79yL/AHauWUPmWUUROPMdTkelKTtYuBTumc6pNBHFmKLIBK5zQPPH8Kr+Cim7iHFn 2/NNj1+cf0re8LwMLaS6fOZThM/3RQNG6BgcUhoKOJ1tI4dWljiYHABK+meaypyTtU8bjis18RT2 K1+qpIoxxWewUSbs984rVmaJoHXcSeKuxODyCKh6mkXZCmfa2Blj7UqvvzkFc8ZppA5EbymBAJgQ T0I71C9xHICCrN6cUJaib0I5Z5bho0kJIjG1V/uj0pzzkNho2z6Z60CQvnPOfKWPBbjNLdQSQiOB 24GT19aaE9ya0hEifMcY6VdDPEUCyHAPHHSiwm+hIZJ2G3zzgjoFFNlt2kwzzFiBwcCqsK9iP7N8 6uWOQcgmp2ecDm4bH+6KLBcQzTlSpnJB/wBkUqSSbvvbjjAGMVMtiobh5iK/72QD2ApjXQL/AHWP pzWCgjp5jKzR1GK0MhrHaeOaUZI6UAB+lIG96BDllZejGn/a5T1fP1piaRK2oyyBQ4U7eBxUE088 2B5jDHRc9Ka1JtYYi3G/5SS315qdLqaM4kyP94UxF5JFuFSNFcyOQox05NehWsK21vHCvRFAo2Gi bNRyOERnboozSGeZXU8p1meSU5Z5CG/pWvbaTJPF50sLkKchRwTQld3BvQzdXjgEcZXImJOQWycd s+lZaIvIbj9TVMSHyARRbhHkZ6t/hVm3VbmJTEH80cHP3R9KQF6GwUQk7gTgncORWZ++l+ZSQPU0 AW0/dXJlkAKMACOpB+laRVduQBjae3tTJZgRKGviPrV65RWtIeBuViM98c1LNqeslcpnC8jjFIuZ Tvl3H+6TzVJMipJOTZNauAp+Vj9BU7Scj923B7iggcbg5/1bD/gNL9pYcFX/AO+aYWHfaVOMxyHH +zQ1wj9IpfyouIYZsf8ALKT8qY0rcY3AHsaUti4bjRjjJ49qaTg9T0rM2KgLspbZwKTf/smgz5hd 47irukCOTUYkYBg2QQe/BoHcsatpD2eZoctAevqv1rKNMSdxoHtQaBhXSiwt7rTbQuhDkIu9euKT dmg6GQ8c8Nw8KESKvQMO1IRKoO+1lUD+6CRWlzM1vCdqt1q/nAEJCNxGMDPQf59q7rvSY0BNRTwN cx+WH2An5jjPFK1xlSHQLCCd7jyjLOecsf5CnWksFzO8D28sMijPzZ5qthblfV/DVrqIzvMcvZsZ z9a5288MvYKpbJUZzKi5B+vpT3DYqJpDXCIOGQjJBdVIP51sad4fjER+1gjB+UI/GPwpJCuLdaCd +y1YLb7eVZyee9S6fpMcEp84JKm3AXHQ0AXL3TLa6iZAiRsxB3hRniqMWgR27MWvJGVhwgTP1xTA oS+HYVZ5bGd3mQZeKRcN+FYMspI2twATxSsO5VlYshbotTo37lR7VdN3kTVi4pXJLWdI1IZsHNSt OsmTG33BuqeoCi5hP3nFSC6thj5xSuA/7Zbf3x+VNN7bdjTugGG8hP8AFTHdZACpyOmaUnoXDcYQ Bjk0HnoO1Qamhb26/YZOO1VRaqSvHWqOcVrNcnirOl2ipf2zgc7qLBc6l4wVIIBBGCD0Ncrqug+Q xltsmInlf7v/ANakMyms3XODTXtpFBPpRYOYQwyqoJHWuu0zmzss+i1D3Rad0zFudw1J/wB5jO3u eOBTmQH/AJeB/wCPf4VbIWx1Xhi1W308ybgzStkn2HAraGD0oKEPWs9r+aHURC0eUkYBQoOcepNG ojRJIORTX6My4D44NWIztNmvTO0c4LIg5kPGT7VqYLDBA2mpWiGc5rOkhJWktxjI3bB098f571lw XM0P+rlZcds8UCLo1a5yFOwHvkVa/tOEHmNx2JoAsiYHBByDyDTLiR0ikkhBMg5AHUjH/wCugCm1 05vNPZ1CT/MXHomO/wCOK42/mjm1KZkP7suSPpmh7FQSclcilcSQtt7VJEf3a/Sqo7mmMkpNNFSb iSrFlGzCf5mAEZPA70pbmKIkSFx/rip9GFHlKHxuLf7tRdl2XclSCAth2dfc02aKBB+6kLn0IxQr 3BqPQrkMOgrQsATbOSP4qGEdy3Em9wBjBp08BhYD+Hsam+psaVuM2L/7tVox/q/qK0OQey/MfrU9 iP8ASbb/AHh/OgDpCvFQunpSKMHU7ERHzYhhD1HpVCdBhvpTRLFnjAhj4rXtGVLa2LkDbtzk4xUy 3RcdmZcluZr9nG0hjgANyf0qaWxWKQqeWHUA9KJAjU0qWK3UQShtjNkHdwtdIFMbYxxSQxJDx7mm bZDzt/HIrREsXEgBzgfjTQ7E4BBHqKGwJkTAqUDikUUtSDL5DooOJApz6Nx/PFcdrV0unatMixqw VunTtQInJH2VLgqoV1+YA/cPtVKW5JtnVRmQYI9KdtLk31sTaPeG0/c3MmUOTuPODWvLLC1v5zzb IwMiQMVwKQzldT1iNi8WnhgH4eZyS7/iegrJlDBzkcigAEp2FT0NTRP8oGelVB8rKqSc0k+hNZtE L0GflQQRkZ5z/wDrrqraMNA7JGQCOoQDIovqZ2MG+CjEc67VJ5+XFVLq0gilUQO7evfn0FL1KJv7 JuZEDMyqT0DE5pjaLdjkyRY+p/wosK5NBpIHM86H/ZTP86njs1gicK24ZyOOlRLYuL1C2Kq25h05 /GnTBm2lhxk44rPqbl+15sn/AN2qsX/LP6itjkJXHzn61LbMI5Ld26BgT+dMDp+GUFTkUwjBqSij dxGSN0IBzXP3EF0JSr27IjHCu3f6VKYWuS+VMrxxttDY6DqK1ILO1Rd053N6E1a1DYazQRyhoE5H TC0xLZpXeR33O5znpii1wCQNBxPHkf3l61t22tW0trCjyASD5SDx+NRsytyheatEdU+zY3BRjI6Z qxBevbQrGpDDPGTk1aehL3LCtJcfNIc+w6VbjTgUtxlgDilxxTAqasD/AGbOV4ZU3D6jn+lec+IH Ml+8jZ3FiTmgCzpdwJYGtifmxlcnv6VSklmZ2/dlDnBUHpQgGCdlwmxgQM9RyKdcNJdQATF1SNcq Awx+VU+UmzKcFuHmj8shxuAOOvX0p2oRbb+ZPRqTKRHHahmA3Hk46VdudH+yyoq3SNnOcqRjp/jU jaIodxibCKXEmN+Oa67Snk+wAMcsOvFNbksxdUjE1yFJ46n6VUt2eOYypCGUD5Qew9apgadg8965 XywMLu4+taC6bI7jzBj0zTWpJcGjsOdtZ+pQi2kQY6g5omvdZUdzHt0812A6etWHRY4+GJJ6cdcV yvc6UWrLmzb/AHaqx9E+orc5CaT77fWkH+pT8aYi9pN+8UrQud0Xb2rdysihlOQe4pMtFO+lEJGC Nx557e5qk0NzqO6RMhAeXPVjSitQK93azxSvISSAPvE81UOowxDBJc+i0bBuLb6hKZQ8dqCB03mr S3EsTFsbSxyV6ihMCVrxJ0IcFT+Yqn5MQLvLypHy4Gcn0p7gQqNuJoV2NkgMB1FamnGS7jy5GY25 46iou9irHQWqYXBq0q1S2AlApSKYipqfGm3P/XNv5V55ro/0nDcEnJ/KgCjattfA6+1aV4DGBcbM quM++f8A69LqBkPcO8pn3EPj5cenTH5VPFCNSmCtMsJAwN3emBft/DkySBt65Uhgdwq6+iGaQ3Eu ws5xkEfyoA0/+EPWJ0d5kUFsevY1iyaVA15OfPDAMQMD0OKFuDNfTtDSKxDiUBZRubpzUERlFw1u oXy1+ZWI5GKYjI1AH7TInc7UH410Wh2Nt/Z7iYdHI/DAquoi3pkdnDM3loUZlBGTn5TyB9at30sc ZUCmgZbSZTCDXN+IXV5UI6YP9KUvhZUdznI2MbMVJ681Pcu2MbOp4Ncr3OguWHNq30qtH91PrW5y E0n+sb60g/1K/U0xC2f/AB9N9KsWmovZysrZaItyPT6UDRFdXf2i6OTwzY/CtyG5URrGDtVR0FTH YowdY1Vr6b7La8RZwzd2/wDrUtvYxRIPkGfWjcNh8C/6QwWIqo/HNWmQFTvBxgnimIo26l3fJJRW wD6itF4IjGVjGRxnPc0IYy8h2MFPYVc8PRZln442io+0UjdhXHapgMVS2AeBQaYjP1mTZYMv98hf 1yf0Feea6xOot7GhAU4WPmDA5rXvJANPdnzzgY9+tLqBh7wIspEoBOMnrUfmBHyDzmmBZTU3XHJP 41aj1pgRknH1pAX59d80IGkYrnJGfasR7xvtErIxAZiaS3uBs6fq0z2ghDHCjH4VrRW10kAdVQOw IGWwQDTWobIpahZGGJppVDTBgQVYnjtxVdNUMMJUtjJzVsksw6kjXIZJt4WJV4GMcVKL1dyjeWxz ljmhMGaH9o7YMZ4rIv7jzSp69aUn7pUPiM1wquylstSqznGc4FY9DpRp6b/x7n6VHaW5nT5WAwe9 anIXxYozEu7c+gpwsogoX5jj1NTzDsILRI2LIuG9c1mXKFZGyMc5pp3E0RJBLO7TRjEcTc/4VJdX bJbMASC3GaGuXQe4zTYFRWmm3Ae3WtATgwGYLuiU4yeM0dB9S7AySR7kK7cdc1C7SvdxRRxYRerH njvQIsS2yxgFeB3FQxuEkZCevSmIW8mDqrnqBg1reH4wtrI/dmqH8RSNVF70+qWwxaoXmq21tld2 +Qfwqf5+lMRz93qst7KFcBUGcKK5fVzuvGP+elMRTSR43VkJz6f/AFq1NQbdp2Tkcjj060mMyJMr bpjvnP51EoiIfeWDY+XFAEPU1NJGUCH+8uaAJoZMKVk5Bq0ltA+G2DB9zQIvQNFaRRvF828dMZA5 9a6IT3ONoEQ98damDY2VL+7lgMbSeWu443BSSKw5bZLgGUsd7cgZ4FaElUwT26llAb12nmkguTkE k/Sp2HuW2vSwxmno4mU5NKT0KjuPNuGVZSQcDmpcxeWoZsA44rB3ZuWNM/1RFMs5vIcN2zg/TNdB ym4BnpShKgoUpUZht2YfaU3Lnj60bMCGKy+13rCMbYAckD1qprdklv5MSgDPPTtVtaCRJHEEjxjj FNltUljw4wAKTAS0hE4Ejr8nSNB0A/xrXt7WJ90ZzHIvJXoaEBVurkQ5SQHC8E1Rkjmld5d4dTyB 7UwIJpGKZHUda3fDtzL+7tWIKFS4IHT2/Wkxo6LtVK91a1ssh5N0n9xeT/8AWpgYV3rc9yjBT5SH sp5/OsV5D53XsKBAH/ede9ZeqHN0fpQCKkZ+Ye1WZX3WUm5mJyOp4obGVpYyREueAgJ/GrP9nrdW yNGcSc8HvQIzJIXhkKSKVYdjUk77lj/2VxQMVW3KAAOOa0NJjN3P5QcKCCckjA/OgRN8sURTcDtc /jxXQQX1tLCr+cg45BOCKSBmVrmpQDy1jYSEHPBrFOosAAiY+pqmwsRm9uH6HH0FNUyHLOrHn72K T1DYejFjgZ/Kr9ruhDM/QiplsVHcuxOHhVTj7ufxqEI0nQAYrJaG5oaZ9xh9arL91v8Ae/rW5yG7 YTeYDEfvLyPpVzbSZSDFVrthGYm7bs0hjtPuVigx3yc1ma1P5t8G6gIMVTegkSS3CIEGGLvj6YpH nxcNbSja5XoDn8DSA07a32WkUmPlAGfaqlzdF9Qt44HJ8oksQOMGnsLqR3tr9rcEsw9QDwakij2t sHTt+VJDC9gSO3IxlmyBxySabbaguj7Li8UnCFFRRgk02gRTvvFN5eOVixBCeynk/U1QWYc5PNSx kokO3FVpZf3vHYU0IdC2eTVHU8icE91FMOpXt9ocF8lR6VZnCeW4X7vapYxJtqyuu8KUULz3wAP5 0trd7Co5IPXI6VTAu3Jt7uILMuT2dOStZEmnzhsIjOvY4xRcBbPTbm6ldEAXYCWLHAGKuRxpaxOq EsxPDY60gRBLbyuoQttOc/XNSQae6ZbzlPBHKk0JA2LJpgPzGXOBjG09qUads4wCfpVWFcmSxbps /SpVs5WAG0kZHaiwCiydf4MHjt61HPEyBd3RuaT2KhuRwFxKAh7Ec1JG4VZEYg5znNZM3NDTurD3 NV+m/wD3jWpyFxJTDcLIvbH410CMssaunKsMihjQu2quoQs9qxQZZfmH4VLKOfW8Mbj+61OmzMw2 8kCgRpxxYjiYnOVFNt7GJJjKq4boapga1vOIVMZ5U849KrTeWHyoxn2oAjchGwxHI3D3qNJpEcbs BMZAx3oQEts6zX29+ViHA965LxBfm/1R9p/dxnao/mabAijGFXParSpuXJHAqRhE8iblLfKe1McE 5x3PNNu4krEiDapUHLVS1XPnIP8AZFAEMCEnoM+4qxIwSPkDqP05pDKj4dl8wnnkn681dS6toUC+ Xu49aANjTNT0uK2WOS1Z5GJJPpn3/Ctay1XSbyQRi2KHbn5gQPzoYGTE8UcepyRIFAdwAD71mx6h HeXsDPCIlDDIDEg/nQCNvzLEyqWhU4Knr7VIJrHAxCMYXPPvzVpoljTPZiFv3K5w/f3pZby3DsFh j5yP0qroRG2pKpBVUAz2HqKgbVGI+/6H+lTcCm98W6sarvMZTjOdtTJ6GkNxIkdySpxUbEZJOazW 5ubGn/6xx7moG4aX/eNaHITydR9BV/Sr1YonSZsKD8pP8qARe/tG2J2iUbj2waRtRtlJDSgEexpW KuZtzDprzidHO/73lgHax/KrFlAlwnmBAuSaaQXHRSLGDby/Lzwf7ppqzut0UEW0AYJPegCG5nlR 1REJ3NksTV1nAUMW57c0gKqwOZ/tEr5Vjxn60l/8gjx154poRTS8Mccu0/MQSK5uBC0+WHfmgovI hLbmHB6VYOVGT07AUhETkjoMsaescjL9w8+9AEiWspPEbVT1SIoR5i4Ix1o1Aitw6LuVxz7ikuyx VFJ60dRleWMyAYYDC9z7VVVWZsUAWMSRxFM5VuanTVp41AyOBjpS3AZ/aMwEqjG2U5aow6qcj6j8 6YIl+2HOfpinfbmx+FAgN8xBHrn9aQ3zHnvTCw03jkYFMNw570XCwwyv61YsGzKxJ6DNTLYuO5pQ MUQtgY5pvkbmOGz9KyvZm5fsD+/f61E/+tm/3jW5xkr/AMP+6KRPuP8A7wpgNT/j6j/GnXf+uagQ +1Ki6h3dCAM+nFblswgXDjAzz7GmNFfUDHK24cN/On222aJVZgrj7pPRhSKGXUbohPl7j7UW6t5a l1AbHNAiWKxW5uFZpGCr2Hf2qXUUtrb95IVBxgA8k0DOfeFPJkuWIBfIRPQetUobVnlMZwuOpqRk 8tgGkVxIQAMbaeIO3YUmyRRCo/h5pygdNo49qVxjiSB90flWZq7B8FuBwOKdwK0cceQMt+VM1BFT aVYnIycjpT6jKPOM84qe3TcuR2oAkuPkhNUCc0IBRUhX/R93fdigZFk+tLk8cmgQoJ9acBkdaAFQ 570/8f1pgJ+P61Zs/vt3+X1pPYcdzQgUSNsPQHpU0qAPnIQ5wCKwe5vcsWRxcv8AWmS/6+Ye9dBy EjfdT/dpI/uyfUUxDBxcR0+7/wBafpQBG33UP+yKvxX3m26rM2JMY3ev1oGis0s3nrGV3KxwDWnb xx7gqFv9oHg5pIovGzjKbssD7GqsnnLlUbAwc560wK8eoOh8u35c/wAR7VaSCGNTLOfNmbqznpQB k3rxD5V6A5punac8pMisyqx456+9Zt3Y0jZn0r/RT5OfNXkZ71ib3B6rTEx27vRnnPSgRKuWHasj WEwwU4PTpQNDbYEEfIrD3qLU13hFVQDjHB96OozPktbiKMO0TeWeN2OPzpisUA9fSmBJNKZIxuPT rVagBQOKssMWcfqWNA0V2GKD2oEKBTxxQAn3Xp/+etMAz7/rVizz5hx6etKWw47mjENtwC3BOOKt TBSm0gdcmsHub9R1ocXbfhTZ/wDj6lroOQef9XH/ALtEfST6CmIjPE0f1qS7/wBb+FAETf6uP/dp P+WS/U0ALbO6xSOrHcjZX2rSt7N43Ys/7443YbOKRSZbc3CrhZ3H1qi0lz5uJJyEPU4A/XFDuMht VWF3KncA2AT3qaRLmfJxtXuzccVDfRDHppW8qCS+ep7VvWlosMajHShIZaxnpXN67Z/Z7kToMJJ1 x2amxM5+2+1/aWaXISrzyMIzgZOOKRJV0+4mkZhKhA9aNRUMVbBJAPGKOoyskwVMCNi2f7pqO6YH yzyD7gjuKq2oy1c3TjS2hDBVYcqe9YQwvzd6EAYLfSnBAKAHBKllAEES/U0hoi25HNRsNvFMGKtS AUyRHHANKvIoAcCPX9TVvTz++bn+E96Utio7l8bC+WODn86lH3ZGPrxXObjrc4vD9BS3H/H3J9BX Ucg4f6mP6UkfWT/doERvxJGf9qprv/WD6UAQn/VR/Q/zrodM062eyjaSEMxGSWPrQykW/sVtCcx2 8YGf7tVrm2VyzchjzWT3LKbpdRjAkbH1NQm0uLk7WcnPuaOZga2n6S9vEquwbkn5hzzVx7FZF2yY K+nrVJMCVIEj6CpAtO1gHBagvLZbm3eNu44PoaAODuNRW1uHgnhZXRsHFN/ti1/uv+VBNiSPVLIj lyp9CpqC/vLVxGyOHCk5UfSgChJqHA8tdo9jUc+oS3JDOFGzkYFAx93q013b+VIqgZByKog5IFAF lB8oFLtzQA8J09acylgAeg4FAELYjU7sn0qEtuHSgbYqipFFMQpGRjH86YnBwaBD847/AKmrumn/ AEg85+U96UtiluXE+aUZPRqV1bEgBwCwPNYXsbk0JxeD6U+6/wCPxv8AdFdJyAv+oT8aI/vv/u0C IpTyh/2qnu+qfSmBD/yxT6muq0gh7GJgc/KB9MUmVEu8dDTGRD7VDVyiGS33dMGrENvGreYo+ntS URlkUuM1YCYpKAFo6ikBx3jfSgVXUIl5HyyD27H+lcVkUCEyKM/X86AEIzTlGAaAGinIPmoAspzx UyqMUCJAncUuzjJ4pgMeLctUpY/LI9KQxFqQD2/SmIfj2/So5BtO6gBw5HX+dWrNsSH/AHT3NKWx UdyYSbMMCQQcn3qYSM2SPyzWMkbosRnF2v0qW7/4+/qldByAn+oH+8aI/wDWH/dNMRDMeF/3hVi6 6Rn2oAgH+pX/AHjXV6Mc6XDj0I/U0mUi9iggGpKE205DsPPQ9aYE9GaAEooGFGKAIbq3juYXilUM rDBFeVavYNpuoy2zchTlT6r2NITKNJQAU5TzQAg4NWUt5WgMyjMa9SO1ACg1ZiOetNCZYUACnbQR TEL5eBgc1Xu4d0eQOlIaM77pqRTQMkH0/SkZdwxj9DTERxsQdrcfnV21wW4Jzjnr0qXsVHce4424 5p8bBY2BPORg1D1RuXQcXKfSprz/AI+U91rU5BE/1J/3jRH/AK0fQ0xEU33PxFT3PMcZ9qAIF/1P /AjXU6A+7TEH91iP1/8Ar0mUjSFLSKCmnpQAqE7eDkjt61MDke/egAooGJnFLmkBiazr0doGhtsS Td27L/ia4u5dp5GklO92PJNS30NYx7lcxx91FMMUR/hFTdhKKInjjHQVGUUdBVpmTEjiLnAH1NSt vRPLViFJ5APBpiG8ipoW700JlpWyPSpowc0wJOxqNvmBBoEZs8RViD1qJTg0iiRef/1CnAe36UxD ZYj1A5HoKn058ylT1xiplsVHcnPQ885/Gkx0OPlzyag3LxOJ4/xqxef62I+xrU5Bsf8Aqm/3qE/1 yUwIp/8AVmrE/NvGaBEC/wCqb/e/pXR+HZB9hZT2c/0pMpGwDmkw2/O7C46YpFAc+tNUtt+Ygn1A xSAUHacipA4IBBG00wH0maBla8v7ezA8+QBj0QcsfwrB1DWZrndHFmOP2PJ/Gk9BmFcKSTVNuOtY pm62ImPFRFqpEyZESSaQnkL0rRIwY+M7HK54NDnkUANJpUfac0AXomDKCKtRriqJH7Cc0CMnsKBk dzbCWPPRhWTJGU69aGAimnjn/wDUKBjz82Mjpx92pbRMTFgMED0NTLYcdy48YYEjqRUIB3BTwD3r GL0OgtOf3kf1qzeH5oT9a6DjGxfck+ooU/vU+tMCOf8A1b1PIc2kdAECf6t/qKktp5YDIYnKnA6U AXINdvFm2OysuM5K/wCFPbxTJEf3kcfHYE5NLQtDB41QZzZk/ST/AOtS/wDCZx/8+T/9/B/hS0GN /wCEyUj5bI595P8A61O8O68TdTwXbBIpmZ0LHhSe30oCxrXXiSws0O6XzW7CIZ/XpWTd+JLu4ytq ghB4z1ah6AUkTYWlkYvK/JYnJpTzS6C6kcoyKpzJxWLRrGRUfiosF22rVxQpMeYCq8tSbFHIrWxk RyLtIYU7qKVgEIB9KNg9KVhj4m2H2q/C+cc1SJZbDcU8EZzTYCOMnnpVW6tRLyOD/OgEZMiNGxBB FCn/ADxUlDxj0/SrNp/rG4x8p7UpbDjuWC2c59ODTVIbknkHrWGx0k0h+aP/AHqs3Z+WA+9dJxjY jxJ+FAOHT/eFMQ24+7J+NSk5skPvSAhDBVfdxnHWq8l7FFnB3EjoKTZSRSmvZZMgHaPQVWJJ5JzS KCpI42Y0ATxw1MIsLUjG3MLb4UII8wgAn6its28EDYiJbHVj3PtQJkLnJpB71ZJHI1U5nHNS0NFG aSoUkxIDTWgMnL7h1pN1UIRjuGKah4x6UgHdKUYNMAIxU0D4OM0AX4nBFTA0xDw+etNfHXqKYFae FZFwRms2aBojkcr/ACqWNEan/PFWLZtsmR/KpexUdy7tXA9x1qMNhhWCOlH/2Q== ------=_NextPart_000_0027_01C3E324.A65BAEA0--