X-Virus-Scanned: clean according to Sophos on Logan.com Return-Path: Sender: To: lml@lancaironline.net Date: Thu, 13 Apr 2006 00:20:59 -0400 Message-ID: X-Original-Return-Path: Received: from imo-d23.mx.aol.com ([205.188.139.137] verified) by logan.com (CommuniGate Pro SMTP 5.0.9) with ESMTP id 1066742 for lml@lancaironline.net; Wed, 12 Apr 2006 18:09:21 -0400 Received-SPF: pass receiver=logan.com; client-ip=205.188.139.137; envelope-from=Sky2high@aol.com Received: from Sky2high@aol.com by imo-d23.mx.aol.com (mail_out_v38_r7.3.) id q.35f.2404c1b (58550) for ; Wed, 12 Apr 2006 18:08:34 -0400 (EDT) From: Sky2high@aol.com X-Original-Message-ID: <35f.2404c1b.316ed462@aol.com> X-Original-Date: Wed, 12 Apr 2006 18:08:34 EDT Subject: Re: [LML] Re: fixed-pitch prop VS CS prop LNC2 (320) X-Original-To: lml@lancaironline.net MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="part1_35f.2404c1b.316ed462_boundary" X-Mailer: 9.0 Security Edition for Windows sub 5300 X-Spam-Flag: NO --part1_35f.2404c1b.316ed462_boundary Content-Type: multipart/related; boundary="part1_35f.2404c1b.316ed462_rel_boundary" --part1_35f.2404c1b.316ed462_rel_boundary Content-Type: multipart/alternative; boundary="35f.2404c1b_alt_bound" --35f.2404c1b_alt_bound Content-Type: text/plain; charset="US-ASCII" Content-Transfer-Encoding: 7bit OK, Bob and Paul - I goofed again. Paul's numbers are actually conservative because he used the flatter pitch angle, not including the angle of attack (beta) used in the diagram. I promised I would get back with more data on the Hartzell CS 70" prop utilized by 320's. The pitch limits are set 30" from the center at 12* for fine and 40* for max coarse. Of course, the 75% position (26.25") is slightly different and I measured that as about 2* more angle. So, wind milling at fine pitch of about 14 degrees puts that point on the curve about where the arrow is located - and above the stationary propeller drag. If the prop can be pulled to coarse pitch, about 42*, the drag is almost as minimized as in full feather and certainly less drag than when stationary. Remember I am using the same prop angle condition that Paul used by not including the additional and unknown angle of attack. Just for comparison, the widest blade chord is 6.5" and the chord at the tip is about 5". I see why I get such good prop drag on final at 13" MAP since the RPM is well below the 2500 selected by the pilot and the prop is at the finest pitch setting. <<<<<<<<<<< .......... Here is some data from my 320 powered LNC2 with the 70 inch Hartzell prop. This propeller is the same design as an 84 inch prop, but with 14 inches lopped off (by Hartzell design). Thus, the blade is very wide. At cruise pitch (somewhat fine), power reduced to near idle and at best glide (about 107 KIAS for the load as indicated by the AOA device), the descent rate was 1500 to 1600 fpm (107 Kts is 10,836 fpm), a worse case ratio of about 6:1. At coarse pitch, the rate was reduced to 400-500 fpm and a worse case ratio of about 21:1. I don't know if I could get the prop to stop for a test, but I think the drag is some where between fine and coarse (the area of the chart curve where beta is less than 22 degrees). >>>>>>>> Scott Krueger AKA Grayhawk Lancair N92EX IO320 CS Prop Slow Build 1989, Flown 1996 Aurora, IL (KARR) Do not fly behind me, for I may not lead. Do not fly ahead of me, for I may not follow. Do not fly beside me, for I may turn on you. --35f.2404c1b_alt_bound Content-Type: text/html; charset="US-ASCII" Content-Transfer-Encoding: quoted-printable
OK, Bob and Paul - I goofed again.  Paul's numbers are=20 actually conservative because he used the flatter pitch angle, not=20 including the angle of attack (beta) used in the diagram.
 
I promised I would get back with more data on the Hartzell CS 70"=20= prop=20 utilized by 320's. 
 
The pitch limits are set 30" from the center at 12* for fine and 40* fo= r=20 max coarse.  Of course, the 75% position (26.25") is slightly different= and=20 I measured that as about 2* more angle. So, wind milling at fine pitch of ab= out=20 14 degrees puts that point on the curve about where the arrow is located - a= nd=20 above the stationary propeller drag.  If the prop can be pulled to coar= se=20 pitch, about 42*, the drag is almost as minimized as in full feather and=20 certainly less drag than when stationary.  Remember I am using the= =20 same prop angle condition that Paul used by not including the additiona= l=20 and unknown angle of attack.
 
Just for comparison, the widest blade chord is 6.5" and the chord=20= at=20 the tip is about 5".
 
I see why I get such good prop drag on final at 13" MAP since= the=20 RPM is well below the 2500 selected by the pilot and the prop is a= t=20 the finest pitch setting. 
 
<<<<<<<<<<<
..........
Here is some data from my 320 powered LNC2 with the 70 inch=20 Hartzell prop.  This propeller is the same design as an 84 inch prop, b= ut=20 with 14 inches lopped off (by Hartzell design).  Thus, the blade i= s=20 very wide.  At cruise pitch (somewhat fine), power reduced to near=20 idle and at best glide (about 107 KIAS for the load as indicated by the= AOA=20 device), the descent rate was 1500 to 1600 fpm (107 Kts is 10,836 fpm), a wo= rse=20 case ratio of about 6:1.  At coarse pitch, the rate was reduced to 400-= 500=20 fpm and a worse case ratio of about 21:1.  I don't know if I could= get=20 the prop to stop for a test, but I think the drag is some where between fine= and=20 coarse (the area of the chart curve where beta is less than 22 degrees).
>>>>>>>>
 
 
Scott Krueger=20 AKA Grayhawk
Lancair N92EX IO320 CS Prop
Slow Build 1989, Flown 1996=20
Aurora, IL (KARR)

Do not fly behind me, for I may not lead. Do no= t=20 fly ahead of me, for I may not follow. Do not fly beside me, for I may turn=20= on=20 you.
--35f.2404c1b_alt_bound-- --part1_35f.2404c1b.316ed462_rel_boundary Content-ID: Content-Type: image/jpeg; name="Propeller%20Drag.jpg" Content-Disposition: inline Content-Transfer-Encoding: base64 /9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8S EhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEU Hh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAAR CAEvAd8DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAA AgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkK FhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWG h4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl 5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREA AgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYk NOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOE hYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk 5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6+xzgUDiilxk0AJ24oA9aXtigCgBOnFLj 1oIpR0oATvSYpSOlLjJoAaKKcaB0FADT+PXtSOP3bfTFPpHwUYnpigDB+HeT4B8PZGCdLtiQ OMfulrexWH8PSreBPD7KMKdLtsD/ALZLW4TQBDe3dtZQCa6mWGLeib26AswVfzJA/Gpscc9a ZcwQXVtLbXEaywzIUkRhkMpGCCO4NZHhi9lP2nRb1mN9ppWNmZtzTwnPlTE4H3gCDx99XA6U AbQ6UtHWjk80AHfrSik9KUigBPqKOPWlzijpQAlFKelNPSgBMUdqUg4DYJHc+lI3B6igBOf8 mgjnrQ2AD8wpAykA7xnuKAFo74oJBPHOfSkGRjIxmgB20+tFNyPm+Yce9KeRxzQA4nsBx1oG cU1mAUsxAA6n0oZgnJxn070ALRSM4UjLAbumT1OM4/IE0jSIHRC6B3BKqTyfwoAfnmkoBz0q FLq3eFpkmjaNSQzhgVUg4OT0GKALBpvPamC4hby/LmjcSrujKsCGHqPXqPzqtc6vpttN5Fxf 2sUxBKxvMqs2ODgE84NAF0fWjHvVJNW0tr02K6jaG67w+cu8fVc570Pq+lxTRQzajaRSTAGJ HmVTID0K5POe1AF0CjBqOS4hiRmkkVFVtrMWAAJxj8yQKpW+v6Fcy+Ta63ps8vXy47pGb8gc 0AaQo61W+32X2/7AbuAXmzzPs5kHmbf723rj3pyXlpIkckdzC6O5jRhIMO43ZUc8kbWyPY+h oAsEUdqCR6ikzgUALg+tAHNAzS0AJx/eo4NBpaACk59aWigBOnNHUUv4UUAJikpTR3oASjn0 pTnNA+tADB0pQM0p4pPx/OgBR6UnWkNOoAbS5pT0pB7UAGaPcUlL3oAXrRjAzQKCeKACmy/6 skdhTqbMD5RHt2oAwvhz/wAiB4dz1/sq26/9clreNYPw4YN8PPDfBz/ZVrnPX/VLW/QAnHFc 54ygks/J8S2fn/aNNO6eOI5+0WxI81WX+IqmWUDncox1IPSY5xSEZGD0oASGRJo0lidXjdQV ZTkEHoad0PtXOeEnex1HUfDjj93YbJ7RuAPs0pbYgA/uMroAONqp3ro6AA+1KMnvSUo+lABj ilpuPc0oNACGkPTmloHQ/SgDx2DQPEeqeNtXvdOSG3W38QxM9/JqMyyeQiRM8SxL8rAjIw3B z+Nc1p1v4l07SrGeZIrC1uNLmuZLjT7iZ7q6jLRCUyZ4EoSRpRtyQV+XgEH12Tw94jZnI8da nGGOSq2Vqfw5j6Y4pG8PeImGR461VXPU/Y7Q5/8AIVAHm3iRNKurZbPwO9vqmnTfYRfQNeO8 LTNdxCIO+ThnQy7+5AUkdM0vE+ganoVzoserXXhmG1nvLqWGz1SaSXTrUeUihE37Tk/MwHAB Py45z6kvhbXlRlXx3qybn3NtsrMZPc/6n/Gg+GNeLc+Pda254X7HZf8AxmgDK0vxB4X0bxVe RHW9KsdLfR7E2CG6jjt2TfcjMWTtxgKMj2qha+I9JbwN4m0lNas31cTawVtRdD7Qf307rhc7 vuYII7dK6ZfC+sjn/hOdcyBhcW9l/wDI9A8Ma0WZ/wDhO9eyw6i3ss5/8B6APIPDVrptx8L0 s7SbwXd65cnTQI7WHMpRrmDcLsAlm+YgNwOp/D0X4N2GpWFx4hh1awsNKukukj+xadG0doUC krPGrHgybiDjH3ACAQa2R4W1oD/ke9dJzz/o9l/8YqZPDurqoB8c+IDg/wDPCy/+R6AK/wAV I7CTw7brq0cMmnjUrQ3ImQNF5fnLkuDxt+vFcSNFutZ1eGLQ7DSZtGV71tOTVLFri0WHFmPk XjAMvnbTnG3O0FdoHev4b1liD/wnfiIHof3Fjg/+S9OPhzV8EDxxr5z38myBH/kvQB5vNY6y mg6IYvD2sXc2iWTagog2pHBeGcs0SqzqSiCOWJVTdiOTHdTWvriTp43W4GkWl1fTa1aPBNdW kpn+xlIV3QSLjZsYTsyk+u4fOM9evhzVwoJ8b6+G/wBmKy/+R6enh3VOreNdePOT+6s+f/IH sKALPjyK+l8Fa1DpnnPetYzCARHDs+w4CnsfQ15trEHhAy2Nxpnhe9XQLa/gfVRFp8scLYim EbNCVG7yyV3nYcb4wSduF9E/4R/UOf8Air9dyTnJW1/+M8Uz/hHL/dkeL9fA/wBn7MP/AGjQ B5o+kX9xr9trPhjT7qC105r++0aJYWhiZB9iV4QpA2rKfte0HAO7cMDmtTQdDh1nSvCV/qnh oLNLruoSzxXlkDJDG4vZFV8jgbmQjtnBHau4Phi6YqT4t8Q5U54eAZ+v7qnf8I1NvVm8Ta6c H/nrHg/XCUAeeXnhHVTqc2pPGGsZfEqSyQJpyfaFj88bHSXbv27guSDwm/BFc9q+jXQ0KGyu TqNhcy+FbG3hiXRHuzLIscoKbxG3lMCQOqnkHsDXsTeF5XXa3ifxABkYxcIOmfRKdB4YKKyn xDrr54Ba4XI/8doA4u5FxLLN4dn0q/8At934gs75F+ySNB5CNbySOZceWAojkXBbORjHIzJq fhy1gm8VtYeHIkdprNrZ4LQZfGzcUwO2DnHc811b+E2ZGQeJvEaq3XF4M/ntzUa+CwOT4n8T ZIwf+Jif6D9aAOQtLNBeTabJ4ev4/EJ8S/bUvhaOVa3FyHMvngFVXyN0ewkH+HbzTNC0XxHo /iDw9arpjvoc+oy3sucu9ncFZw3HRY2DK3+8W6ZxXcQ+EVidmHiLxEdwwQb8n19R7mrFv4bS G9ivP7Z1uV42DBJb9zG2P7yjgj26UAbo244FKcYpD1yBgegpeMdaAEpR1pB1p1ACEUdKU8UY zQAmDmlpPpS0AHaikPFLQAnXFBA7daPajtQAlLj0pKXPFADTnPSjAxzS8UdaAD8KbSnpR1HF AAc5xRzQevvS/U0AJ2yaBmjHvS80AFBHFHpS54oASklzsyBupaJCNh+lAGD8N+fh34bJ6nSr bP8A36Wt8cZ5rnfhiWPw48Ndh/ZVrjn/AKZLXQ4oAU4NN/Hincf3aQ45oA5zxqZNNW28T21t Ncy6cGWeKFdzyW0mPMAHqpVJPX92QPvGuhikSWNZImDoyhgykEMD3B9KVgrKQwVhjoeQRWD4 OZrSO88Py5DaVKI4cnlrZhuhOOuApMeT1aJqAN+iijvigAIooooAKOcUUUANoxSkUY4oATAN Ligd6WgBpFIAKfim4wetAARSHp0NLSmgBmBSjrQetA60AFHOOlKKD7UAICc47UuOKO+TRz68 UAFKKO9KKAA0DNJ9aWgAoo/DFGKAFHWkPWl6DNJ+tABnil4x0pKAfagAoFFGevFAAfyoyc0h waUY70AOJ9aTIzSfjmigBcj1oNJTu1ADaOpzQaO/FAB/3zR+FFFABQMUD8KTpQAHntQKWigA oop1ADRS4o+lL3oATA9KOlLSH7ooADjFMkBMbfQ04YpJOEOOeKAMH4ZcfDXwwD1/sm1zx/0x Wuhrn/hqAPhz4awc/wDEqtuf+2S1v5oAWmmlJpO3WgA6dqwNXRbDxXperAssdyrafc4GFyx3 Qsx9nDoPeet+qPiHTxquiXWnrJ5Mk0ZEUwUMYZOqSAHurAMPcUAXhjNLgelZnhjUzq/h+x1F 4vJmniBmhznyZekkZ91bcp+laW4UAB6UUmSM0HggHgnpQAtIaX1xTQc/lmgBRn1pQPem5HqK Xnp37+1AC46inU3GBk5xSBlJ2hgTnGM85oAU4oxRkHp9KKAEPtQaU474obHagBp6+1HfFLig ACgAPT0pozxT8Umc/SgBOmKKUjmlANABRQfSigAFKeOlANIc0AKOlHNHApaAG8minUmO9ACC l7e9BFNcFkIHUjg0AAIPQ0v1NMRAgUINqgY2gACng+1ACEE9Ogpc+g6UGgdzQAUUuTmjNAAa M0GkFAB9aBSkcUlABRn1oo7mgBAODmg0N0pT64oAKOcUUUAFFFA60AAOOO9H4Up9aB0oATvi jPHNKMetBoAT8KRjgEZpxo4xyaAMD4akn4deGuc50m2yf+2S1vVhfDgY+HvhwbgcaVbD/wAh LW8c+tACUvagCkoAG7UDB9cGjiigDmtEgh0TxdqWmQoEttSB1OHknMpYJOAOwyYX+sjGt++h FzYz2xkkjE0TRl0bay5GMg9j6GsbxWptbnStajDk2d0I59g5aCb92wJ7KrGOQ+0Vauq3L2en XdyoDNDC8ig9CVUnmgD578J6n481jxXa6Zq91Pawa1Olm08d03mwnTlDTuhXGBK4YHnqSOQA T097qGvQatpmq2l5d3I0ttcuru13lvtNsmoIjJgnG5Y2JTPdFHGail+IniqDw7aajb2Vpdx3 RtyLxNAuohbyTON8aRtJuuCQxIMZA45HzAVtaV4v8V6z4kfw/af2dbDEsq6tcaZLGsixeV5k Yt2kDBw8y/MWAI6AnmgDzvwvq8D+Evtura7qSa8mgxf2LvvZfOe5+1XioFUN+8JYQqdwOQBn gVteMJPGMHiLxVa6bdO8fiWRdOVpJPls5Y7ZJGZec4aLz/u85Ra04fH3ie51HWdOtLDTpL3Q kSIQWuj3F5Hdzl5MossbDyVIVBlxhWZs5AzVjQPFfjHUPAd34rurgRy2mmT3pt59JMcLuEfa Ek8wkgFVOe49M8AGDD4im0yy0TU9U1aaC1TX9LNzLPM20K2koW3exYknPGea7C8+IXha2+IO n383iSzj0m70iZIpjMfKklWdO/TIBP681u/EXWrrQbbQfskVq6ajrlpYziZMgRSEq23kYbGM E5xWR8W9W1zT9d8O6ToUdwsV8LppxZadHcygRrHt2rIwUDL8n6fiAc58RTceIPELxaNrk9vF fS6LNaXdvIWWMM12RIoyAeVU++0Vz665earf6xfeJ4hBo8etpBqtpcSO0CXCWflqH2ZJg89R 0BHKEjrjp/HXifxR4YvLLT01PUGgttGa/uZ7fRIpSDvbb5yh1EaKoAyp65Pbj1fRWuptJs5t Rt44L2WBHuY0OVSQqNwB7gHPPfigDn/g/cSXXw70uVrcQLiRY0WSR08sSuEKGT59hUKVDcgE DtXWg80YAHFIPvUAOxk0UU2gB3BNA9qD0pAc0AKBQQT2oIpDjOMUALjtQWCgZOOcUvekPWgA JBo7ZoJz0o5oAO5ApeRQPpS0ANp1FIO9ABwDQcUtFACdqSlPrSUAL7UEYNHakoAKBn04o+nF KO/egAI5oGc0E+lH15oAWikGSaXmgBvBNBpcZzSDrQAUHnj0pe9DdaAG8ECjHOaTn0xSmgAz 7UoNIcdKUYxxQAZOe1HBFHfIo+tACe1LRSdM0ALS54zSA0UABPHSgnEbfh/Oj8aRj8poAxPh 8AvgLw9j/oGW/b/pmtbmaw/h/j/hA/D4BJH9m2//AKLWtwUALnNHbNISc0DrQAHNFKT0puKA KmtWEGq6ReaXdZNvd28kEmDg7XUqcH6GqPhy4bWfC0f9oKhuJI2tr5YydomQmOZV9g6sB9K2 s+mfwrmNAuUsvGOs6AzgNPt1S2jxgCNwI3A9T5qO5P8A00HrQBfl8P6dJoum6S0chttOaF7c eYQQYsbCSOvT8azdf8C6JrM73MrXtrdtd/bFubW5aORJTGkbFSDgAogUjGO/XmuoP3T9awNc 8SwWuo/2RptrLq2sFQ32O3P+qU9Hlc/LGvXrycHaGPFADdF0Lw54M06SazWLTrSG2WKWSWY7 FjR5HyxY8cyuSc5Oeegxj+H/AAf4Yv8Aw/ssk1lNLuIZrcW9xdTorxOpQkIzZAIJKnjsRjIq /pnhm7vtSGreLpoL+eOQPaWMefstnjoVU8SPnJ8xhkZ+Xb36s5xycmgDk5vh/wCHp9NbT7r+ 07qEyxTKZ9Rmd43jJKMrbsqfmPTHb0pl/wDDnwxdxWqyJqfmWkkksE39qXHmozqiuN+/dgiN OM449zXX4ox+dAGDYeE9FtbdolgkmD2jWbtcTySs8LMzFWLsSeXbk89u1bFlbxWVnBZ26lYY I1jjUsWIVRgDJ5PA71N+PNHvQAZ5paTtQOtAB0NLk0dTQeKABvSkB6GjpR1oAUnuKM+tJmjv mgBcDNITS0hFADsH1oFITRnsaAHUU0kHpTmx3oAKKb1PWlz6GgBQKTBNLye1Icg80AB6UhoN KPQUAJSk8nmk4HWlyM8UAIOlOpD1zikx60AHOfWgdaUY60HpQAdeKM0tJ1oAM0g5pcHvTfU+ tAC9KGPFGeaOO9ADaXr1pCR2oB+QH1oAX6UDikbIz2xSZGODmgB3OOBigmk6d6XqeMUAKOma TOaTp2wPWlGcZ7UAKaOwpB6daWgA4A6UjcqQaU9KRhwaAMP4d5PgHw/ng/2dBn/v2tbtYPw6 yPAHh8YxjToP/RYreoAOKXPFIMY60Y4oACfWij2pCo3ZPUDAoAXJrnfFarZ6zoWuDZGYrv7H cSsDnyZ1KBM+8/2f8q6KsnxjYXGp+GNQsrNlS7eBmtWYcLOvzRN+DqpoA566t/GPiDxFd280 0ug+Gosxo9tKovLtlPLhufLQ9OzYUHI3V1Wj6Xp+kWn2XTrWO3i3FyFHLserMTyzE8liST3N GhX8Wq6NZapAD5V7bx3Eef7rqGH6Gr31oAQfrRiilPSgBMe1J7Y5o4zS0AGPWijijrQADGKK MYFNoAdSY9KOaDQAc5pQecGkPHfFJnNADsA9qBQfakz2NAC0hNHfil7c0AGKTjOM80tJjnNA C8Cijv2oPWgBfpR2pqnKg4IyM4NOHvQAE0HA60flR3oAPejI9aOKQ+1ABz60HOaKBmgAOcd6 UY70EepxSY680AB9ulHU0YzRQA6ikzR2zQAHoaSlzmkPFABSMe1LxTqAIJSwRtgGQPyrzW61 iK18NXl9YeJr6416TR7i5ktHlLiKVEHJjAIhKsdoX5QSWB3EDHT+OPFS+Ghpym3tZGvrgwh7 q8W2ii2xs5ZnIPZSBx1IqpqfiPUNNkeKPw59rnitxd6kbe4UiKNt4AQsAZWIRztwOB1yQKAM 3Wdf12yufET3apbzxaTZLYw2rtcqJ5ZbiMMqhFJJYICAOiVhaXrXiWTW9N0fSr69nutGjvWu LbUA0b6jDutzCX3KCG2TEByOXQnnJruW8U2baXPqUFq00EN9DaKQ2fM8x40Dgn+HEgP4UzSP Ftpf6i9tLafY08m4eKaSVSjrBcPDN06YxG3PaQehoA4tdavdU00Xd1q19DZMt9c6ewvmtPPk W8kCo0oB2lI9gWMjBy2Q23h2gamt/wCNrqTX9W/s9jfQrb2lx4iltpkJhjZI1t1ISQFjtPTO W44Arp9B8bDVtetdNbRpLWC4so5mnkkB2XMieYLdlx98RfOSDwO1dFo96upaHZam0BRrm3jn 2Z3MpK7gM+vOM0AW9TaQ6bcmFjHJ5LbSDgg7eCK8c1nWvFOkeD9T1w3WoXlrd6NDauI5CZbK 4NmHW5U5GFLOQ2Oc7W7V2Vj41vrjwTe+KDY6aUtbKS6a3g1EvIhWPeI3zGNjdQc5x71YsfGV 7q6NDoeiRS3TafFdiG7u/I2s0jpJC5CNtZCh5wQST6cgHW2pb7NEWYsdg5JznjrUua5n4d+I NV8TaEur6ho9tpkM3/Hukd6Z3bDMrbvkULyvGCc55xiuloAX8aH6f/WpKU8igDA+GxJ+H2gc f8w+Ef8AjgroK5z4ZMG+H+hlfu/Y48ewxXR9aAAelKaRe9HFAADz0o5opQaAExQQKM0h6/1o A5v4d/6No91op4Ok301oqAYCRbvMgA/7YyRV03Nc1YsbH4i6lbEbV1OyivIgB9+SJjFMfwU2 w/E10vNACYpTQM0HjmgBvQEnoKQHcAcHB9RinUdulACYHGKX2oooAM5HFHU0maM4PHNAATjP FB7UE89KM0AApOMmlHtR2zQAdulIOT0o70Z5oAKdzjpSDrS5oAQE5xSnNAHOaU4oAQ0vfiko zQAAcUYoFGDQAoo4pPwoB5oAD1pe1JnvS8ke1AByO1HGRRmg9aAAj3pMe1FA4oAORRzxiigZ /CgApw5pp6ZNFABjtmijFGPegAooooA5rxnoOoaydPm0vV10u7sZ2lSY2on+9G8Z+UkD+PrX JfEXw47aLANU+ILaPc3EYtbm5jh8r7eql2WParAjAZ+VPIJyK9PPFcz4u0a71XVdBlt5ri3h s7mSWeWFlDgGJ1A5ByCWAPBOPTrQBympafp3/CT6XEnji3g0fW7iO6tdKjtkZbl4RGRsmX7q 5jQkdzx3xTtWsPBepBPCt9rca3Fpqks0yElC7TM8rW5bhSD5o+XPO1eM9GeJfAutXEl9NpEm nQLaQQrpgntjNMZY2MxkV96iNmlYBiVOdgzxUkvgu9l1rU9QuFu5ludXjum037Wy2txAI4QS wGVDq4LjJyfLA6GgC8nhvwzJ4su1GsTnXoryPVpl+0uBGhbC/u92wjy18rON23HqKpeELuGD UGjtfiTBeaPZFY/7ObT0QiOTMcIEv3mG8oAwyD05zU9h4a8TW/iefW7oaVMbzUZxcwrb7ZDa ugjVXl3EOAscLbQoOQeeualp4b8R3V5LGNMutMsUe1Zbe51JbsM0d1C58kklokCRsNvAPy8D HIBJ5enwWN54Ou/F881tNavpaQHTNvlllEa/OF+bGfXBzya0vB7+FL/xzqOuaDc3clze2UaS q1lNHEwQ/wCsV3UK2Qy/dJyMEZzXSNp8p8YJqQhAi/s9rcyZGd3mBsY9MZ5rlfhXZeI9GkGj 6p4eurW1S1UNfPrBuI3kTACrCT+7ByT8vHHPagDrfCujLoOg2+kJP56W5fEm3bkM7N0yem7H 4VqgUc0UAFBztOKX60jdDnHSgDm/hWMfDzRF27SLVQB6AZrpvb9a5r4Yc+AdHb/phj9TXS/j QAUUUfjQAUU6migBsjBByfoPWlRWA5OTSkZOTSj60Act4y22WveG9bYlIobuSzuZM4AinjIU H2MyQfjj3rqFxWb4k0az1/RLvSL5S0Fym0nPKkHKsPcEAg9iBTPCGpS6v4asr25RY7tk8u7R ekc6EpKg+jqw/CgDWNHvSU6gBuaOfWgUmaAFpCDmlooATHSjOOlL+lITk+tABmkoooAOvIop c4pKAClApMij3oAXg8UDpRnmgetAC5HpRRR+NABSYGaWkJOaAFzgnig0DHaigA9aTnPSlycd aM80AGPegdaCaKAD8aX6mkpf50AIaUDnpRyccUd6AEo7c0v1ozQAc9KWkODQCMUAB6YpPocU vGaQigAo6UZ49aCfWgBmMDn9aQ4PFO+tBHOc0ANNec+MfHkWh+MDA+pRw6dpUcR1GER7nmNw Sq4PVTHhHP8AeD+oGfR+/TNZ95omj3UN7Fc6ZaTLfHddCSJWEx2qoLcfNgKoGfQUAcFqWueJ F8Z6jBb3uorbRazaWUIMVubNVeKF5EkyPNDMHYAhsbnjHqKvfDWfxBqFvBqmsanqyoVaUpK9 mbabdkYXYnmBR1GWzng577Iv/Dp8Vy+HDZ5updl5LKYh5LTqF2Lu/wCeoSNHC9Qqg1XisvCO n+NLbSrXTY01ae2musxjhI8hGLDPRi2Bweh6YoAreDvEss/iS40nULq5na+Vr+yaa28oQpvK /Z+gyVUK2cknLckAE9xxVZ7G0e4t7h7eFp7cnyX2DcmVIO09QCCRgcVZxjrQAdOlFLjjrR1G KAAiggbT1zjikpGPH8qAOb+FoYeAtLVgPlR16ejtXTDFcx8KnLeBNOJxk+bxn0lYV1FABR/3 zSf560v4UAFFBHNFABSjgdRSUUAGM1y+gkaV421bRdwWDUFGqWYxgBuEuEHsG2SZ7mcn3rqP aua8dxm0gsvE0S5k0ebzp8LndasNs6nvgLiTA6tEtAHS0H60iMrqHRgynoQetLQAnXijGKQe maU9OtACijn0pOgpaAENHelpvegAo+tK3rxQT6UAHfApBnPNKOtHXNAB+VIOgo70UAHfpS9h 60DijNAC0fjRQc45oAKD15o79qDg0AHGOhzQOlFFABQetLikoAPagUEiigA+tH0o/WlBA7Cg AyaB+FBxnrR0yaAA9aBRk+lJQAHryKX60meOaKAA/pR/31RRQAUEZooHJoAbRQc44o/nQAN1 FIQSDjjA4NKaO3agDzfSdM8ULpUUF5oMUGpjUxqE1218rKZGly2CAW2+UTGMjIXA5HNdkdIL eL01xvKwlibYcfOSXDc8dOOme9a3Ge9KaAE7g0vek+tKOlAC/WgjI602nYxQAhFI4+WlNB+4 celAHM/C048D2AAwAZQB7ea9dODXK/Cfe3w/0tm2j5Xzg9/Maup5xzzzQAvSjj1pM8UlADvp zRTfrzR7nrQA6ikGBSk8Y60AFNkQOpRgCpBDA9xSjGKXnvQByHw8V9De88E3E89w2mBZrKef l5rSTJTJ7lGDx/RUPeuuNcv45jbT2svFUEeX0mRmuiFyzWb485cDrtCpJxz+6A9q6ZHR41dG BVgCpB6jtQA8UcU0UUAKOtLn3ptFADjTaD0o470ABzjAoySfpRQT70AFL+lcVY+OXv8AxLda dZ6DezWsF1LZtcpPDuWWPOd0W/eqEjAdgBkjOAQaNN8bTG31fUNZ0WfSdP0vek08s8TBpExm MBWJzkjB6HjvQB2hxmgHPNcK3jq+n8J2Ou6d4avJmmuhZ3NtLNHFJbTmYQhGDHOd5HTscnFX rnxa+m27HV9LuoLxLZJntoZElYtJN5UUakHBZmx3AG7mgDrO/Wj8686134jTaB4b1a61jQ5L XVdL8iWawWZXEkEsoRZEccEcsMcEFSOmCdZ/Hemy6Xrt/Zq08Gk2sdwr7srcCSASx7O/O4Dn 1oA7DIxjNC815pefEe7XRtBubfTLKC71KK4a4h1G/W1SCW3ZI5ItzDl97EAcZC5qxbfE+zGl Wep3Wl30drfwstoYQJTPdpI0bW6lSRliAUOcMMnPBoA9EPNHfFQWDTSWkElxD5E7RKZYt4YI 5AJXI64PGanPWgABoJxzSfLS0AGaGHNFFACYFLQMdzS5oAQ+lLmkPOKU5z2oATtmikOTS0AA PqKKBnv1pSOMnNACHAoHNGR2ooAOPWg4pMnPXilPSgA6ijgd6bTs4NADc9qX8aQ5zRQAn8VH TsfwoIpw6CgBKKXvQRQAYoPb0o7U1V2k46elAD6Tp1oFKaAEPtTWztP6infhSNnHf8KAPNvh b4U0O98G2eoSWs6XNy0zyyRXs0ZYmV+cK4AP0rqIfB+jxeYI7nXhvHfXbzj6fveKrfCPYfhz pGwY/dtz6/O1dVQBgnwnZeSqJqmvRlc4catcMRnH95zn8elP0jRGsr97k6xrUyI7KkFxcB4y CoOeV3HHueorbzg0cUAZGt6Tf6hMstp4k1TSgE2+Xax27Kx9T5sbnP0IqqdE8QxvE0XjK8lC /eW4srdg599iIR+FdCD6UUAc49n44ViY/EOguvYSaNKD+JFx/SmB/iBEf9T4ZvueokntuPyk rpx1pcnsaAOettV8VRzLHf8Ahi2aInBksNR80qOnIkjj/r0rV1vUI9K0ubUJbe7uI4du6O1h aWQgsBkIvJxnJx2BNWxkdOKXA9KAOMvfiX4Kt7W6+3avFaSxRM32W+RraWQAZwqShS2eg9Ti uE+HkOsapfW2j3/ja+061ltFvdEtdKuICkducZgctEWcxb0GSTlcGvZ723gu7WW2uYxJFKjI 6nowIwQfYivF/EXgXX10FfD/APwhGja69vsGm6zFNFBKnlkeX9oVwCflCq4UncA3TNAHpXgn V728bVtK1dom1HSLv7PJIhH7+NkWSOQgYAYo4DAADcGxxxXRg5ryv4XeD9Ja21W4uftmna+1 439o2lle3FtHbOABGoRXw6bMMrEEHecYHyr1aeHPEFowax8canJtJIi1C1gnjx6HYsbkf8Dz 70AdV+NJj5q5dm8f2svEfhzVos8kPNZNjvgESj6c/jUaeK9StT/xOfB2u2iDO6a3SO8QfhEx kweP4O9AHWEUe9RyTxRWxuJnWKILuZpPlCj3z0/GnRyRyIrxurqwyCpyDQA7IobNIcUfWgDz C6stEk+ItomreNvDbahZ6h50FubeKHUssDstml35ZMPjbsBYbQSe9qSy8KeKF1HwxD4utbo3 GpPf3dvZ3EZmKrjMZwSwUOqnd14HSmv4Iv8AV/EXiCXU9RubPS7nVYZ0s4o4cXCRwwYfzNpd RujK4BBG3jrzzOq/DTxLqGi2Wmy6rdpEYb0xQ74wmn3DNmMhlAd42QyIQS2C4OMcUAdFplt4 LttE1ltP8Z29xpw1a11C6lkvhci2ljkiYK0jMWIYxKOSTknr0EvibUPA+rWt1rE/jOwgguI4 rOK4huoyI54pPOR1PI3K21sHjAHqay9S0XXPEb21zbeHZvDzWtrbWZWVoGLEXlvLlQrFWSFY nI3YzvIA7U7xV4H1Ky1az16zvPEer6gbrdeXNpLaw3CRiB0QIjBYup5yM4PsBQBo6TpeieIb iSeXxXZaxrF79lvFktlVf9Ft7lWRUj3MfL8yNgSSfmZuRwBWtvhX4cnbVrC21i8+xPrMd7cW drN5flMkeVt2ZTkL+8VwBggBMdAaW4Gv2vxLtfFsXhTWbi1l0D7FJAJLYTRSi4LfMDKF5Xng kcjvxV/StR1/TPEWtvJ4N12eDVLuG7ieJrY+WDawRsrhphhgyEdx6ZoA57RtO+GUer6hAfFF tqMUX9oPLaXVz53keasRuG3vljjyXYknPzvzW94UHhPW9L0XQ9C8WQ6j/wAI/PHdxeXIjOY1 DqisO42tt3DrgeuKwND0LxNa+EvE/huXSNfkl1G31BYDLcWpskZ2mZPKw3mDdvXO4EAn+EVt /DfwfrOha3Y3erXV3fJHoMVtCZ54yLKTKGWEKoGQxWMhuf8AVkZ5BIB6SOgwaTqc0Clx70AA +gpccUi/Sl4IzQAUZ5opB1oAWgUUUAHOM0GlJHAoPWgBKQUpzRz3oARRgdz9TmgmgGuS8beK 5tC1rSdNgj0sPqEczrLqF+baPcjRAICEfLN5vTjpQB1vGPegZrh4fGGq3Hi+bw8lv4dt7i3l jieGfVnWeTdEkrtGnk/MoDMATjJXnbWpJ4p2+PIvDjWH+jSQlftwl+UXW1pBblcdfKUvnPTH rQB0mTn0penWuKufFPiCz1nWrW48Pad9l0uw+3M6am5keNhMUwhhGGJhIIzgZ4JxiqV/8VdG Gnm50t7LU3TRp9TmjgvFZoTH5WInwDgt5h5OPuHigD0EEdTS5rzeb4gX1voNrqj23hmWG8vF tre5j15jbJ8rlzJKYQFxtIAAOSR0wM0rb4sPdagLOOz0W0lUSF7i91sQ2r7XKZgl8pvOU464 XHIIyKAPU80Ckxg80YOeKAFNGOKQ9aUDigA7de9FA6c0UAHelxQKUetACdqOaXOaQcUABNIx IU89qCfeg9Cc0Acl8ICv/CudJYd45CfxkYmutyK8+8FySp8EhJBK0Ug0+4KunBQgvgg+3FYP hOG90n4ZaHq94/2SS4uNMeW7OqyzmaOSaPe0u8KE3b+VBI560AevHBH1pCyg8muA+KuqWWp+ D4dN0/UbiWLVb6Oza40oNPKkanzJdojDMTsjZeAcbhniuU0LTrHxF4n8IXt9Pqq3N5YXhv4j dzRB7m1aGIkoSCmG3nHHUZGaAPbOncYxTQwPf9K4L40ESWXh+2lNs0MurgTJdXzWkLqLadgH kUEgZUEcHkCue8Ca7Bp3iGwS/wBXtrbTwmqxQZ1DzLRv3lmypFI+N4Xc4HAIwwxgUAev5xya XOK8e+KniUJ4o03VdMutUmtPD8MV/JJp0TzW9ws0ih1kZAVAECSMN2AfMBBxVCSfSld7/Q9W jPjOTxFdr5MV3vkmg+1SqyyoCW8pYAWGRxtQjtkA9wB4BHOaU9K8s/Z+h0AaDBJar4dOqvYQ mdtOvfOmdCqktOmAUfd1HIz3r1MYI4oAMUhH59KUjg0lAGBrmh3D6kNb0SdLTVUj2Sbx+5u0 HKxy454JO1xkrluCCVNjw3rsGsRyxtDJZ6hbYW7sZuJYGPTOOCp5wwyD68GtjJrD8UaAurm3 vbW4+w6tZtutLxUzj1jcAgvE3G5MjOAcggEAG134pegrk7LxXNpt3FpnjK2h0q6lfy7e8R82 V0ewRycxuf8Anm+D2Ut1rq/vYxznkUAQ39pbX9pNaX1vFc28ylJYpVDK6nqCDXNN4ItbfDeH 9Z1nQWGcLbXRmhHHA8mYOgAyfuhfrXVg04H2oA5Vj43008LpGvwBecb7O449Pvo7HH/TMZPY dHjxppduI1123vfD8jNszqEQWIn/AK7KWi59N+fbmumP3vamuqspV1DAqVIIzkHqKAGxOkqr JEySKwyrKcgj1B9KdjnPpXP6P4O0TRdb/tLR1m09WRkeytpDHaMSQS/kj5Q3yjkY981Jqmp+ ILG+kZPDg1TT8r5bWl4guRkDO6OTamM55EmcY4zmgDb9M8+9Ynj65nsfBGtXlrK8M9vYzSRO jYZWCEgg/WjSvFWi6hd/YRcva34/5c7yJoJ/chXA3D/aXI9zWf8AGG5W0+GPiGV45pQbF02x AFhvG0HkgYG4E+2aAOrQYXA4BHNIEGMDpTbV/Nt45fKeIugby3xuTIztOCRkdDyam/nQA0IA 24U78BS9+tIM45oAP0p3NJijmgAHFL2xTSDuznj0p2RQAhpaTnNHegBaKKB1oAM+1HfrzQaC DmgAOT1oox2o79qAEIway7zRre68Q2WsTkSNaW80KRMgZT5jREtk9CPKxx/eNahpKAPPdev9 O8M+ML64fWobZ7vyr64jOhzXTxIEEO7zYzhFIiP3unzVV1a28Jw+K7e4n8UX0WqTajDqKNEz vbKXAijV9oMab4gYwzEMwOQelavibwXN4h8YXN7LqmsaZZNp0FsfsF0IhckPOXWQYJIAcY4H 3z+FDXfD2rQ2Wv8AhrSdFjlsdbESW94rRrHYp5EUDB1JDEose9dobJIHy4oAvaleeHbvxlrG jHWXGp6nYx6Y8f2dykTKs0gHm42FykxbYSDhR61y+v2fgBdPS3t9SWyX7Dd6A8lrpMjmSYmJ TuKL99THwp+9vOD66y6Dr1r8QLW806x1K3hF2v2yT7dG2n3MIg2mYw53ifIVfukfKDkjrPoX hzWbLQp7d7NhLJ4pkvtpkT/j3Nzv39cfd5x19s0AVPsujz6Is3iXV9FudK0m7hne3h0ZraMM 8XyI8bM25j50bABc5wMEnAzbDT9AR9JHh7xJoIt7qKe10621HSTKFWOV5WRAZIyhQOVIbBIU cZ5O9q3h/WP7a1HVY7KS6SPXrfUIrZZUBuY1tI4WK5ONytuYbsZKDpkE4Os/Dm58aatLe61Z XekW15cXF0ixzIJ7U+XaRJu2lhucQSEgbgA3JzQB7BSZNB96UjHQ0AHbGaO3rQTxR26ke9AB 9aXjFIOaO3vQAUvNJSmgA5FGaSl7UAJikfpTiKRs4oA4HwJeSaf8GU1CFUeS1srmVA33WKs5 AP1IxXPeHvGviLUfCMd802maodRigiixp0sVvZ3Es0capJkneo83PB/5Zn1FdV8J7WG7+Fll ZXMXmQTpcRSxnIDIZZAQceordm8O6VJ4Zh8ONA50+CCOCJRIwdBHjyyGByGUqpBzkEA0AcJq eueLtIgk0GEafFcQTxNPf2OmvOI7WRJiJBboS27zIgndcMD2ONXQtc1vWAtpDe6P9sl0hbmG 9ghaSIzGV0c7SykLhV+Q8qcgk4rV1Hw7oVno81xd397aC3b7Xcagb50mJRWG6STOSApZcHgA 4A6VJ4I0/S/7JsdUtdDudMkeFlSO7J88RtIz5kG4/MxO85ycsc85oA5DS9a8SDRNLuvElxpm opfa0bFkS0wiKjTqSDu5JaJCPTnr2wvF/jPxlo/hfS9Xii0q8TxFEi6RbLbDNnPIUaNOWwym Itk4wHUdjivWU8N6QsFvbfZCYba8kvYVaRjsmdnZm5PPMj8Hjn2FZ6+BPDgulnktriYRlfs8 Ut1I8dsFkWQCJS2IxuRDhccKB93igCv4J8WL4j1ie3gCJaR6XayvAwAltrh5J1khkweCvlqC vY+xFdcIl3F9qhiMFh1NZWj+GtH0nWtS1nT7NILzUwn2pkJAcqWIO3oD85yQOa2RQBGkcaEl I1Qk9VXBqSgUUAJnrSE+lL9aPyoASj0ozRQBFfWlrfWstpe28NzbSrskimQOjg9iDwRXJT+E dR0mCSTwXrdxYMmPK0++c3Fif9kKfnjUdgjKB6EYrsqKAOQtvE+t6enleJvC99E6ffu9MQ3d u/HBVV/fDnsY+PXjNbOkeJ/D2rymLTdXtJp1GXg8zbNH/vRthl/ECtYgHggHPrWdreh6NrUK w6zpVlqKIcqLmBZNp9sjj8KANHnj36UAVzP/AAh9pbYbR9V1rSCuNq2960kagdhFLvjUfRRS z2XjS3ZWsvEGmX0YA/dX2nlZD9ZI3VQT7R/hQB0vToTSd+K5l9W8XWhD3nhezuYgPmOn6kZH /BZI4x/49UVl480xzINU07WdD2Nhn1KxeKIf9tBlD+DUAdDqmn2GqWclnqdlbXttJ9+GeJXR vqCMVzereClk0y5tNI1a+s4poGja0uJWubWQEY2skhLIuOP3bJW5pOv6DrG46TrWn3237wt7 hJCv1APFaXbOMigDI8LzeIJLSSLxHY2UN3G2PNs5C0Mw9VDfMp9Qw/E1prcwm4a2E0ZmVQ7R hhuCnOCR1xwefapPftWTrXhnQNYnS51PS7W4uUXbHcMgE0Y7bZBhlwckYI5560Aa+Rz2wcGj tXMDw7rOnh30PxTfLu+5BqQF7Co47nbMe/WQ9elQTax4y0eDzNT8PWusxL96TSJisrf9sZBj 8pDQB1x54ozzXL6F450nVLmO1uLTVNFuZjtih1Wza3aRv7q54Y89ieorqCRnkigB3FGBSexo JA6nFAC0gBzmjvQOtAC9OtFJ7UoxQAUc0UZHvQAH3ooxnmg0AIKXaOtH4UEigAPHSk9eKU80 CgBuKwry7u4/H2lWKzEWkumXkjx8YMiS2wVvXgOw/Gt4/Wue10GLxp4budwAdbq0I9d6LL/7 QoA6DGWoxk0UoBPSgBMCgUGjpQApAozxikooAKKKXvkigBRjFFAIpMH1oATrS5oA4pKAFJ4z 2pG+6fSgmkf7pHegDk/g+c/D3TeOjTj6YmcY/Sui1bULPS7CW+v7mO2toVLSSOeAP8eRx1OQ Bya5H4earpujfDG0v9Qu4re1R7kl2/i/fynCjqW4+6OT2FaljA/itYdT1WzuLfTo5BLZWNwu 1pSpO2aZOoOcFUP3cBj82AgBHaafe+Jbq31TXY2h06JxPY6Y6kNuH3ZZ+eWHDKnRDgnLAbeq xgcCgCj8aAE9KXvRijFABj3oFHelHFADad7UDGOlHGOlACHHSgUYoJoASgdKCMgjOMjrSKMK Fzkjv60AOFGO+aSlzxigAHqKQ4oHFFAAPpR1PtQOaTGKAFwM+1AJB4OKOO1HGaAM7WNC0TWI 9mraPYXyjkfaLdJMfTcDis+LwX4ehgSCyt7rTYUyVisL6e2TOSc7Y3APXuK6E9DQegoA5pvD erRJ/oXjTXYsAhVlS2lXv13Rbj19c1ALDx3bj914j0S5GeBPo7qfxZZ8D6hf8K6yjGRQBz7X XjFGGNF0SZMD5hqciMT/ALvkED86iOu+IYXZLjwVfykHhrO8t5FPH/TR4z+ldKOlAoA5658U pa20U99oOvwK5+4tg1w6/UQ78Vj65rvgbWHt313TL55LZi1tJeaHdxtCxxkq7RjaeByCOgru SPbimsqngrnPrQB5ql74Eim8yx+I95o8nRRNrJfgf7F3vC/kKnTWTuDaX8XfD14vpqEdvKW5 /vQSRD9DXeXun2F7C8N5Y2tyjfeWWFXB/AisdvA3gxh8/hLQW+unQ/8AxNAGdp3iHWvtNvHN c+Er22aRUluLfU3jYAnkrGUcE+2/8e9dalxBJ9yaJj7MCM1zx+H3gXaFHg7QFAPGNPiH/stI Ph/4NQt5Hh+ztt3XyAYv/QSKAFufGdpaTNFe6J4ihKnGU0uWdT77oQ4/rUQ+I/gkMEn1xbB8 4K38Elpz/wBtVWppvBGhSDBfV0PrHrN2h/SUVWv/AIc+FtRhEGoxapfwBt3lXWr3UyZHfDyE UAbOk+JfD+qsV03XNMvGHVYLpHI/I1qq6t0Kke1cC/wc+HbOXGgKjHHzLcSg8f8AAqcvwu0a L5bTXPFVpHjiOHWplVfoM0Ad6eBmjJrO03SobHRI9I+1X1zGkRiM89yzTsDnkyDDbueCCCO2 KzT4N0wKBHqHiKMjuNdu2/8AQpDQB0fHcUdBmuc/4RcowaHxJ4ijOMHN75gP13q1O/4R2+C4 Hi7XuuckWx/nCaAOhJHqKO3P1rnT4d1XAC+NvECgD/nlZn+dvWno9jdWEUiXWtX2qFiCr3SQ qyew8qNB+YNAF41z/i7Kar4YnGdserEOT0Aa1uEH/jzLWxqMFxcQBbW7a0lDAiVUVzjuuGGO a4zxvYeJLfSoJ/8AhIYp9uoWSwiSwX5JGuoUDEqw3ABmBXjIPUUAd4Rg9OaDya5sWHjXnd4m 0on/ALA7Y/8AR9H2LxrnP/CQ6Gw9H0aT+lxQB0faigUAUAB6Uo6UnGCOKAOM5oAU0lHtSgUA HPTFGKXoKTrQAGlPIxSY5paAG1jeIdQ1mylSPSvD8mqhlG4pdRxFTk5GG64wD17+1bR+tZfi rVl0LQLzVTCJ3t4yYoQ2DLIeEQHB5ZiB070AeT+ArTW7rw14c1G88KXupQ6ask1pBBewJF5z TM3nHc/JAwF6Yy3XdXokPiHxEbXzpPAuq79+3y0vLRmx6kmUD8jUHw7mv7LzvDF9ottpg0+C KaAW1w0sZjlZ8DLDIYMj5yeeCK68gdzQBzcniLWkCZ8Da45YZIS4szt9jmcfpUf/AAk2t5A/ 4QHxFkkjiey4Hv8A6RXU9uKQDFAHMDxLrG4g+AvEXXA/fWX/AMkUr+JdWWQp/wAIH4jOMc+Z ZYOf+3iumHJ60GgDmf8AhJ9V4/4oTxLjHXdZ8f8AkemN4s1INtPgXxP7HFrj/wBH11PH41ne J9Sk0bw5qerJEJmsrSW4Cbtu8ohYDPOBx+tAHPDx6h1ObTB4U8Sm8t40lljFtHwjlgrA+Zgg lGHHoatDxg5AJ8J+Jwx7fYl44z/frnrfxgYPiTcxz6ZDp1tLDaW0l/dNMElzG8qor7PKUhpS MMQWLdeAK9IoA5SPxsjsV/4RXxWMDJJ0tsfzpD47tASD4c8WcHHGiTn+S11lLjigDlB46sMZ bRPFAAGT/wASS44/8dpf+E50zbk6T4nA9f7Au/8A43XU/Sg0Acr/AMJ1pG0N/Z3iXB6f8U/e 8/8AkKo7j4h+HbVlFzHrkG9xGpk0K8XcxOFUZi5JPauk1R7tNOuGsIoZbtY2MKTOURnxwGIB IGfQE15bovjy+8WWyadHo2kXGrLqmIIItSZkWOEb/tTYUNs3bAoIG7eCOKAOzPjvQgAfs+v8 9P8AiQXvr/1yqJviH4cVsMmtjjvod5kfX91Wv4Q1aXW9Cjvbm1+yXQkkguYA+8Ryxu0bqGwN wDKcHHIwa1cAYNAHKr8QPDjx7lGskEbv+QJeZ/8ARVPbx74eCbj/AGvt7kaLecfX91XUd6Qg UAc1B478OTSbEl1LdjJB0m6GB+MdL/wnfhjob6dcdd1jOuPrlOPxrpD1xxS0Acy3j3woqktq oQA4JMEn/wATTYviF4MeUxjxBaBlIDBtw256bsjj8fb1pnxK8WN4Y0aSXT7IapqawvcraCTb tgj5llY4OFUcdOWKqMk4qlrXiS40fxxFYpaQQabdR281zfSwTSKS7tGF3oCkeAo5cgZcUAaE /wARPBEJzJ4l09ffzOPzoX4h+BmXd/wlWlKM4y9wFH5muoTBAOc0pAPWgDmB8QvA2cDxdoec H/l9jx+eaenj/wACuSF8ZaAf+4hEP/Zq6MKpH3R+VIFTpsH5UAc8PHvgYkgeMvD5xjP/ABMY v/iqefHPgkAn/hMNA4651GL/AOKrdMUZ6oh/4CKRooXOHhjYfSgDCTxz4Jb7vjDw+fpqMX/x VOHjbwe33fFWhtzjjUIv/iq15bOzlH72zt5Mf3owf6V5wvizQ7jxBfwTaL4bbS9NmuoZ986G 7QQRlpJBCV5XcrLtznGG6EUAdoni/wAKOfl8S6Mfpexn+tTw+IvD0qb4te0tx323aH+tcP4P sEtjo2k694H0Gyt7q0b7MY1EskLxqp8mUsvzOU3HcD1jIrsx4V8MlefDuk88kfY4/wDCgC1/ bejE4XVrAnGcfaUzj86kj1TTXYKuo2mT0xMpz+tZ/wDwiPhbOT4a0dvrYx//ABNA8H+Ehz/w i2h+v/IPi/8AiaANYXVq2dt1A2Ov7wcU5ZoWwVmjP/AxWM/g3wg5y3hTQiffT4v/AImoT4D8 E5/5FDQP/BdF/wDE0Ab5mjBAEiEkZ4alEg7EHNc8PAPgYLtPg3w+R/2Dov8A4mgeAvA+c/8A CH6B+Gnxf/E0AdFvT+8KAy56j8651PAfgtG3L4V0VSfSyj/wp6+CvCaJsi8PabGOpCW6gfoK AOg3D0oBz0rEPhPw8Rg6Vb44424H5VFN4M8OTEl7GXkchLqZB+SsPQUAdATXLfFV9Qi8B6jd aXHBJdWgju0WbO3EUiyHp3+UmnyeCPDpUgQ6ggA4EWqXSe38MgrlZ9N8G6s11oWk69rlrqsi TW9tM+qagYjMqsG2O0myUoQSyqT0NAHpy/dG4gnHJHSlrz3SbDwTqWo/2fa6t4gFxhvJD61q EYuFXhmiZpAsoHcxlgMg5xitseCNGVsi88RD2/t+9/8AjtAHT0uaMDrR34FACMKOvFKelJ0F ACjpS9qbnqaUHNAC54oORikFK3Uc0AHXpS0gx680poAT6VS1zTbbWdJudLvN/kXCbWaNtrqe zKezA8g9iBV09fSgDHUigDF8PaG+l3Fze3ep3Wp31yqRyTzoiYjTcURVRVUAF3PTJLH2A2z0 opBwc5oASlOcUtJ3oAUdKKT6UD3oADjjiq2r2MOp6TeabcFhDdwPBIVPzBWUqce+Cate9AoA 5HXPBEOsMbe/1nU30p2heTTgyeWxiA2gNt3quVViAeSM8ZIrrR1570v5GigBOc5FGaM/Wg0A IeKD0rhfEXxETSNR1iOfRpZLHR5I4rq5juog5LxrJlYiQzYVx05J4APOK0fxU0hLiX7XayQW iSXcYlFxFI+bdZGctErb0BET4yOuBxuFAHd6hbtdWU1slzNbNKhQTRY3xkjhlyCMjqMgiuTX wBAdbPiJ9c1F9f2rGL4JCoEQBHl+Xs2FTnJyCcgYIxVWX4imC0gnu/Dt7bNfRxTabG80eblX miiGTnEbAzREqegbrkECrefFjT7bXP7Am0x4NVSQpNHc3cMMUY8sOG80sVO4MuF6+oFAHb6B pVvoumCxt3kkUSSSvJKcvK8js7ux9SzE8YHOAAABV/PHTPtWRpetNeapPpc1i9reQWlvdSKz h1AlaVQoI64MRz65FVbjxTaRaR4h1EwTiLQmmSZeNzmOJZDt554bAzigDoR796dxXm2l/E5r rwwPEJ0qy+xu8CRNHq0T4eV1CrMcYiIDBm5OOmPTqPBviaLxFHfAWwt5rKfyZVSdJ0JKhgVd CQeD04I7gZGQDoMCkJ9K5Xxx40t/DOo2FjJDas95HLIJLq/S1jVU25G5urEsMD61Y8G+K7Xx OjyWtnc28f2W2ulabALLMhZRgE4IA5oAk8W+EtA8U2k0GsabazyyW7QJcmBGmhU55RmBwQTk e9R6t4Uh1Ei3OpX1tpjwrBPpsBjW3mjXOAQVLLkEqdhXKgD3pLzxVBbeN7Tw01lcv58W83aY MaSMHZIzznJWGU+20f3q57T/AImyy+Gl17UPDctha3NlcXenkXayi4MKM5ibgbHZUZhnIwGy QRggHouT3JPuaUmuY8FeINQ8QCS4ks9KFko2rcafqovEMgxlGwi7SAQe/al+InixfCOjQ3qa VdardXFwtvb2lucPK5DNgHB6KrHp2oA6Xk96B9K4i++I+lW160MVtcTwvof9sW9wvCTArI4i GfuuUiZhnsG/u8pbfEA332CfTNGNxZyx2jXc0t5HD5D3Cq6RIG/1rhXViMjgjG4nFAHc9/Wl PBJrnT4ogHgO58WfY5/Jt7Oa6NuxAciMNlc8jJ207wTr114gsXvJbfS1twQsUun6mLxHI+8p YIoBHHr1oA3z0wK5K58BaZdah511eXk+niea6XTHKeQJpldZGzt8zBEsh27sbnJ9AGfETxdc eG2sbSyXTI7i78yRrnVLn7Pa28UZUFnfk5LSIqqByWzng50/AeuS+IvDMGqTRWySNJLExtpT LDIY5GTfG5A3I23cDjoaAI9E8LLp99a3dzrOpaq1nAYbQXhjPkhgATlEUs21VXc2TjPq2eiH WkooAU5oxxSfjTvagBMUHrS00hsjGMd6AFODSE9ad/DR74FACfmaOM4oNHSgANJQeaUcjpjm gBpGQc155beCr5vF9pezW62em2V9cXkCRavNOshdXQAQsgWInfuO0kA5AHzEj0Ujik57nNAH CaB4Y137b4aTVU063tvDcTJDLbuzveHyWhBwUXyl2ncVy3OBn5cnusc0o44HHrigHmgAHPSg Cj9KOeeKACikHvS0AHXrxRjtRS80ABoHuKSlBoAXFNxThS5GKAGU4UUhoAWl/nSUn1oAXpSc Up6UmPWgBRQelJj8aWgAopDQD60AApelIT3ANIsiOQqMrH2NAC8UlFGQBQBz1n4U0qDxDquu T2ttc3d7cxzo7wAvCEhSMBW+qlu3LVhT/DTTnjZVuQhng1C2vJFgAeeG6dn2hs/KyNtw3PAI xzx3tB5+negDz25+Hl5qtvZW/iDXLbUYrGGG2gUWGwNEs8Mr+aN53s6wInG0D5jjnFa+q+El abS5NCfTdMGnGbbBJp/nQv5gGflV0wcjOc9zXV9BSMQASeMUAcfJoPipNefWbTXdIS5uLG3t boTaXJIjNE0rB0AnUqD5p4Jbp1qlqnhDxBcW/iGwtdc0u30/XDI06tpjvLGZIViba3nAfw5G VOM967z096OBn86AOC0rwPqsOhadoF9q2lz6bYtasq2+mtE8jQMhUsWlYHITB4759RXQeDfD UHhmLUbezmLWt3fSXkUXlhRB5mMxjB5AIOPrjnFbikEnpx15petAHN+J/Dl3qmuafrFlfWVv c2MM0SLd2RuEIk25OFkQggLjrjBNY/hzwTrfhqLy9A8Q2KLJbwxTfbNLaXc0YI3JsmTaPmxt 5wAOT370Y7Ck6c5oA4zUPAUF7q1zqp1i/S6n1G31AbceUjQqiqmzuCqkdf4s8YrNtfhtdjw1 F4ev/EK3djaWdxbWCx2XlGJpY3j81yXbeQsjgAbR8xzzjHowORkjv3oOO1AGN4fstcsndNT1 HTLuDAES2mntbFT6nMrg/kKp+LfCMPiPVtMvp9T1CzFgkwjFnKI23yBRvLEHooYAAfxZzwK6 Vef/AK9GaAPNpfhPayeE7rQJNbuZN1nDaWly0QDwLFJOyE4I3fJOYz0yAT1bia5+GMc2mQ6T /akJ097e0ivEksg7u9uiossT7h5TFFCnIfAHGOSfRD04oH3aAOIh8Ha5H4avPC7eIrGTR7i2 uLYZ0xxcKsisAd/nbSVLD+AZwemc1oT23i/T/C2rCC90q81Jbdjpy22nmAeYFbarh5mDZIUd Vxz1zx0/1xQCD6ZoA891zRfFWq+NdS1C1i0mOyis4LFI9Rt2mjulJMkjrtcbcMyrg5DbeqkV 1XgvQk8NeGbTRo5o5RAXJMcZRAWdnIVSTtUFiAMk4AyTW0Peg5oASl/Gg9KQ9eaACl69aMnp QKAFwKKRjgZpRz9aAA+lGaGyTR70AFIc59qWk69qAAYpaMUUAIaSnGm0AB5oPHQEUufSlIoA bRQvSigBCPWlzR7GjgdaAFFHNA9qSgAoHvRQegoAUUvrTTRnNACg0tNp1ABR17UUUAFFFFAC DpS0nel74oAOPSilIINJQBx/xk1mTQPhlruqQuUmS28uIjs8jCNT+BYGuO+Hmkz+EvDWgWl3 oCaJq+p6lBbXElldK0lzFDC8xklyGznbIGVcH5uGr1HxBouna5pzaZrFol5aysrPC5IVtpBG cH1AP4UajpdlfTW91LGPtVoHNrP1MBZSrMAeCcHuDQB5lafGS4uLa6v18Iyrpv2CS9sLhr9Q bsLKsIXZtymZHA5574xWnrHxKvoWlg0bwtLqtz/bT6TbxC8WIzNHGzSSDK8KpUqc/XNWfCPw u0fR7fVLa+a21NdUhjgnjSxjtovLQsR8iADcS2d3XIHTFdDpXhPw7pZ05tO0yGH+zjMbMgsT G0vMhGT1PIyexIoAwvBnxC/4SjxjqejWmiTx6fZGRI9REvmJK6OEZWUL+7OclQxyyjOMVh/H 21knTT2ae4uFkguLaz062uJIpZr5wohkXYRu24ckn5VGT7H0DRfDmj6TqF3qGmWrQSXrlpQs z+WzsclhGTtUk8kgDNUfFPgfwv4ov4bzXdM+13EcflROZ5F2rkkgBWAGc8+vGelAEWlWmp2v wytLPWNSurHUINLQXd1A6tLG6xjeQzBgTkH5ufWvPZJ73TvhT4KvdavtXn0KVftmu3VtPKbn bLG0keXVvM2CRxnBzwvbivT7fwj4egj1KOHTlVNUto7a8HmufMiWMxovJ4wpxkYPc881NeeH 9Fu7SxsrqxjktNOZJLe3bJjXYpC5Xo2AeAc8gHqAaAMX4OvqMvw+sJNRF7lmlNub1t0/2fzG 8jzD3by9nP0rJ/aFujF8Pzp8aXUk2qX1tZxR2p/euTKHIX3KowrtzpFj/bw1vym/tAW32US+ Y2BHuLY2525yTzjPvSaro9hqs1jJfW/mtYXIurYliNkoVlDcHniQ8Hjn2oA8i8CX+p+D9ea0 i8N60un+ILpF0vTJJy8lokSKJp23sSoLOCRnjb05Geo/4WlD9n1S6/sC9itYdPnv9MuLhxHH qSQ43BO6Z3JgsOQ2a7ibTrOTVYdSkizeQQyQRyAn5UdkZhjOOTGn5Vy+q/DXw9e6Tc6fZxSW wufLjZjPLIEgEqSvDGrPiJX2AYTAHHHAFAFHT/iai6Dr194g0OfRbzRnjEto9wsjSCVVMXzA bVLFgMH7vU47Uk8SN4n8Q+CtTS3msrWGPUL+7hlIPl+WghDbhw65lYhlJBHIyK62LwR4ZTw/ e+H49LT+z7183ERkYl34wxcndkbVwc8YGMU9/B+hyQ7Z7e5uC9nJYebNeSvIYZGDOpYtnJIH zdeAM44oA4HwF4ytPDWh+EPDktnc319q8CXs7x4HlC5kZwxHV/mZuFzgLk4Fd14U8VL4j1DV 7a0065itdOuPs63rAGK5cFlcIe+0rz9RUq+D9CjuNOu4Laa3k0+2S0gaC5kj/cJysbhWHmKC M4bP6mr3h3RdN0HSotL0q28i0h3FELs5BZizHcxJOWYnmgDzXRfDOj+O77xFrHjAS6jLaavc 2MFubp44bOKE4UKqsMMQd5b/AGvrVbw/4/1DQPBWk2ttpeo+Kp5Ir6W2lEyhza28xWOSRm6g oyc9TgdSa7rxB8PvCWt6lLqWp6WWnnCrOYrmWJZwOgkVGAfsPmB4FVta+Huhax4gi1LUFc28 NhHZWttBLLAIkDOWGY3GQwKjaRjC+9AFG9+KmhWt94asxBczS65DbygIP+PdZ+ELZ5PIPAHQ E8Cln+JttEdUWPw/q9w1nqA022CQkm+nBcOsWP7ojYkngY681tz+CtAl1rTdXghns7rTYlt4 TaTvCrQqdyxOFI3IDjjv0ORxU134R0C60yLTHtZUiiu5L2ExXMsciTOzsziRWDAkyP36NjpQ BzQ+IcuoT+Dzo+mXUkOuXtxHP5qBWihh3o5IJGMPtbPorDGSKr2XxNs7Lw/BfSW+r6s1w1xe OI7UE2toJ3CyPsGAgVTgnlgtdlpPhbRNJ/s5bCzEC6ZaywWo3s2yOQoznknJJReTk9fWs6/+ Hnhi5s7Sze1uoba2sxY+TFeyxrNbpn91Ltb94vJ+9knJ55OQCO2+IOmXHjFPDkNlfSGSXykv FiJt2k+zicIH6btmT+tdjmsK38J6Lb6pFqNvaMlzFdy3a4lYjzZI/LZsE4+4MAdB2xW7jAoA XjHrSd6QHGaKADpSjHWgnpRxjvQAvNHWj2oxzzQAcUY460UdvrQACg+ooooAKQ0vHtQOmaAA dKKKBQAYxSZNKeAPekGaAP/Z --part1_35f.2404c1b.316ed462_rel_boundary-- --part1_35f.2404c1b.316ed462_boundary--