ࡱ>  /B,-.E3W7 LbjbjUU F7|7|7=<#lFFF@0$`#`#`#`#D#Ld####Z$~,I$j Ja˭aae#Z$qeeea#^Z$eae( eT Z$# ɱZ`#)<0=(eSA}ETAK: Opisuju se rezultati dvaju prora una interakcije konstrukcije i tla: za sidrenu potpornu stijenu Importanne galerije u Zagrebu i za probno ispitivanje pilota za Most Dre~nik na Autocesti Karlovac-Rijeka. U oba slu aja postojala su precizna mjerenja deformacija betonske konstrukcije. U prora unu je koriaten model tla koji mo~e opisati njegovu nelinearnost od vrlo malih deformacija do sloma. Naglaaava se potreba za geofizi kim mjerenjima brzine posmi nih valova za odreivanje po etne krutosti tla te za geotehni kim mjerenjima ponaaanja konstrukcije radi smanjenja rizika izgradnje i kontrole kvalitete slo~enih geotehni kih konstrukcija. ABSTRACT: Results of two soil-structure interaction analyses are described: for the anchored diaphragm wall of The Importanne Gallery in Zagreb and for load tests of piles for the Dre~nik Bridge on the Karlovac-Rijeka motorway. In both cases available were precise measurements of deformations for concrete structures. The analysis employed a soil model that can take into account nonlinearity from very small strains up to failure. Emphasized are the needs for geophysical measurements of shear wave velocities for determining initial soil stiffness as well as for geotechnical measurements for monitoring of the structure to reduce the construction risk and quality control. Uvod: modeliranje, ispitivanje i opa~anje Danaanje stanje razvoja numeri kih metoda modeliranja interakcije konstrukcije i tla omoguuje analize slo~enih slu ajeva iz geotehni ke prakse. U tu svrhu razvijen je niz komercijalnih ra unalnih programa, kao na primjer SIGMA/W, PLAXIS, FLAC i FLAC 3D, Z-Soil, SAGE CRISP, VERSAT S2D, RHEO-STAUB i FEST 03. To su programi koji, koristei metodu kona nih elemenata ili kona nih razlika, uzimaju u obzir nelinearno ponaaanje tla, stijene, a neki i elemenata konstrukcije. Kvaliteta modeliranja s takvim programima ovisit e kako o poznavanju rasprostiranja i ponaaanja tla u analiziranom problemu tako i o mogunostima ra unarskog programa da opiae to ponaaanje kroz odgovarajui konstitucijski model. Suvremeno saznanje o ponaaanju krutih tla pokazuje da je, za razliku od ranijih pogleda, odnos posmi nog naprezanja i posmi nih deformacija izrazito nelinearan i u podru ju malih deformacija; takoer je pokazano da je krutost u tom podru ju i do nekoliko puta vea od one koja se dobije klasi nim na inom, mjerenjem pomaka gornje kape uzorka u troosnom ureaju (Jardin i dr. 1986, Burland 1989, Tatsuoka i Shibuya 1991; vidi airi pregled literature u Szavits-Nossan i dr. 1999b). Takoer se pokazuje da su ovisnosti krutosti o veli ini deformacije sli ni ili ak jednaki ovisnostima krutosti o amplitudi deformacija pri dinami kom optereenju (Atkinson i Salfors 1991). Za ispitivanja krutosti tla u podru ju vrlo malih i malih deformacija potrebni su posebni mjerni ureaji koji mjere deformaciju neposredno na uzorku (Burland i Symes 1982, Goto i dr. 1991, Zlatovi i Szavits-Nossan 1999, Mateai 2002). Utvreno je da po etni posmi ni modul tla pri vrlo malim posmi nim deformacijama odgovara modulu koji se odreuje geofizi kim metodama mjerenja brzine posmi nih valova (Tatsuoka i Shibuya 1991, Tatsuoka i Kohata 1995). Simpson (1992) je pokazao da su prora unate deformacije armirano-betonskih dijafragmi za zaatitu graevnih jama, koriatenjem krutosti odreene u troosnom ureaju iz mjerenja deformacija na klasi an na in, bitno vee od mjerenih. Zbog toga preporu uje da se u prora unima interakcije dijafragme i tla umjetno bitno povea po etna krutost tla. Szavits-Nossan i dr. (1999) pokazali su da je ta poveana krutost upravo krutost tla koja se dobije ispitivanjem pri vrlo malim deformacijama, onima koje se pojavljuju pri geofizi kim mjerenjima brzine posmi nih valova na terenu. Oni su takoer pokazali da se koriatenjem ispravnog odnosa naprezanja i deformacija, od vrlo malih pa do sloma, mogu dobro prognozirati deformacije dijafragme. Na~alost, ni jedan od ranije navedenih programa ne mo~e opisati ispravno odnos naprezanja i deformacija od vrlo malih do sloma jer nema ugraen odgovarajui konstitucijski model. U tom pogledu je zanimljiv je program FLAC kod kojeg korisnik mo~e ugraditi proizvoljni konstitucijski model. Jedan takav model razvili su Szavits-Nossan i Kova evi (1994) i Kova evi (1999), slika 1. Radi se o kinemati ki o vra avajuem elasto-plasti nom konstitucijskom modelu ije naprezanje je ponderirana sredina naprezanja n linearno elasti nih-idealno plasti nih elemenata razli ite krutosti, a istog zakona vrstoe. Povoljnim izborom pondera za pojedini element, mo~e se proizvoljni odnos naprezanja i deformacija pribli~no opisati n-linearnom krivuljom, kako prikazuje slika 1. Model je koriaten u prora unima interakcije tla i konstrukcije koji e biti opisani u slijedeim poglavljima. Parametre tla, koje treba odrediti da bi se definiralo ponaaanje tla po tom modelu, su: brzina airenja posmi nih valova u tlu (odnosno modul posmika koji se iz te brzine odredi), Poissonov broj za vrlo male deformacije izra~en preko efektivnih naprezanja, Mohr-Coulombovi parametri vrstoe te krivulja koja opisuje odnos posmi nih naprezanja od vrlo malih deformacija pa do sloma. Ova se krivulja mora dobiti iz laboratorijskih ispitivanja kakva su ranije opisana. U nedostatku tih ispitivanja mogu se za preliminarne prora une koristiti objavljena ispitivanja iz literature. Da bi se moglo pratiti kako se projektirana konstrukcija u interakciji s tlom ponaaa, potrebno je predvidjeti program mjerenja i opa~anja tijekom i nakon njene izgradnje. U tu svrhu razvijeni su razni mjerni instrumenti i postupci. Za probleme interakcije konstrukcije i tla dolaze u obzir postupci kojima se mjere deformacije konstrukcije i tla. Za mjerenje deformacija vertikalnih dijelova konstrukcije, kao to su dijafragme, koristi se vertikalni inklinometar, a u novije vrijeme klizni mikrometar. Inklinometrom se mjere promjene nagiba dijafragme uzdu~ njene visine mjerenjem promjene nagiba posebne cijevi ugraene u konstrukciju i tlo. Iz promjena nagiba mogu se integracijom dobiti forme savijanja tijekom izgradnje. Zbog ograni ene to nosti inklinometra, mjerenja su pouzdana tek kod veih deformacija. U slu aju manjih deformacija, koje se javljaju kod kruih dijafragmi, mo~e se koristiti klizni mikrometar koji je razvijeni od avicarske firme Solexperts (Kovri i Amstad 1982, slika 2). Mikrometrom se mjere promjene udaljenosti izmeu teleskopskih spojnica, koje su smjeatene du~ mjerne cijevi na meusobnoj udaljenosti od jednog metra. To nost mjerenja udaljenosti meu tim spojnicama kod mikrometra iznosi 3 mikrometra (mikrona). Savijanje dijafragme mjeri se tako da se ugrade dvije paralelne vertikalne cijevi uz vanjski i uz unutarnji rub dijafragme. Mikrometar tada mjeri promjene izdu~enja ili skraenja rubova dijafragme iz ega se mo~e izra unati promjena zakrivljenosti i skraenja, odnosno, koriatenjem modula elasti nosti materijala dijafragme, moment savijanja i uzdu~na sila du~ visine dijafragme. Za mjerenje linijskih deformacija u tlu, gdje su zahtjevi za to noau manji zbog veih deformacija, mo~e se koristiti sli an instrument, klizni deformetar, koji radi na istom principu kao mikrometar, ali do to nosti od samo 30 mikrometra (mikrona). Promjena nagiba vertikalnih mjernih cijevi za mikrometar ili za deformetar mo~e se mjeriti pomou inklinometra. Isto se mo~e mjeriti promjena nagiba vodoravnih mjernih cijevi mikrometra i deformetra pomou posebnog vodoravnog inklinometra. Osim navedenih instrumenata razvijen je i niz drugih koji se primjenjuju pri mjerenju deformacija tla i konstrukcije (Dunnicliff 1993). Pogodnim izborom mjesta ugradnje inklinometarske, mikrometarske ili deformetarske cijevi mogu se pratiti deformacije tla i konstrukcije tijekom izvoenja graevinskih radova i tijekom eksploatacije konstrukcije. Ta mjerenja imaju viaestruku funkciju. U estalim mjerenjem smanjuje se rizik pri izvoenju jer se mogu vrlo rano opaziti deformacije koje bitno odstupaju od projektom predvienih. Korektivnim mjerama je tada mogue izbjei veu atetu. Nadalje, takva mjerenja omoguuju primjenu metode opa~anja kao projektnog postupka kako je predvieno Eurokodom 7. Dijafragma Importanne galerije u Zagrebu Za potrebu zaatite graevne jame za izgradnju trgova kog centra projektirana je 80 cm debela armirano-betonska sidrena dijafragma. Popre ni presjek kroz dijafragmu prikazuje slika 3. Geotehni ki profil sastojao se od povrainskog nasipa, vrste gline, aljunka na ijem vrhu je bila razina podzemne vode, te donja kruta glina. Faze iskopa i sile prednapinjanja sidara prikazane su u tablici 1. Rezultati istra~nih radova prikazani su na slici 5. Ovdje posebno treba naglasiti geofizi ka down-hole ispitivanja u buaotini kojima se odredila brzina airenja posmi nih valova u tlu. Iz brzine posmi nih valova i gustoe tla izra unat je posmi ni modul tla pri vrlo malim deformacijama. Iz rezultata istra~nih radova interpretirani su parametri za kinemati ko o vra avajui model ponaaanja tla, tablica 2. U okviru istra~nih radova ispitivana je i krutost krute gline od malih deformacija do sloma. Tipi ni rezultat takvog ispitivanja prikazuje slika 4. Iz njih je odreen normalizirani odnos posmi nih naprezanja i posmi nih deformacija, koji ini ulazni podatak za kinemati ko o vra avajui model. Prora un interakcija dijafragme, sidara i tla proveden je programom FLAC uz koriatenje novog modela tla. Prora un je provoen fazno, modelirajui faze iskopa i prednapinjanja sidara. Prora unom su dobivena vrlo dobra slaganja prora unatog i izmjerenog savijanja dijafragme. U ovom je slu aju savijanje dijafragme mjereno inklinometrom. Slika 6 prikazuje tu usporedbu. O ito je da su prora unati vodoravni pomaci dijafragme vrlo blizu mjerenih pomaka. To zna i da se uva~avanjem ponaaanja tla od vrlo malih deformacija do sloma uz mjerenje krutosti tla u laboratoriju u tom rasponu deformacija, odgovarajuim istra~nim radovima, koji meu ostalim sadr~e i mjerenje brzine posmi nih valova u tlu, te odgovarajuim modeliranjem ponaaanja tla mo~e vrlo pouzdano prora unati interakcija tla i konstrukcije. Detalji prora una prikazani su u Szavits-Nossan i dr. (1999). Probno optereenje pilota za Most Dre~nik Kao drugi primjer prora una interakcije konstrukcije i tla prikazat e se interpretacija probnog optereenja dvaju armirano-betonskih buaenih pilota. Piloti su ispitivani u sklopu projekta temeljenja vijadukta Dre~nik kod Karlovca na autocesti Rijeka-Zagreb. Ovdje su prikazana dva ispitana pilota, jedan du~ine 20 m, a jedan du~ine 15 m, slika 7. Geotehni ki profil s provedenim ispitivanjima prikazan je na slici 8. Posmi ni modul tla pri vrlo malim deformacijama do dubine od 13 m odreen je iz povrainskih Rayleigh-evih valova metodom spektralne analize (SASW, Szavits-Nossan i dr. 1998c). Izabrane parametre tla prikazuje tablica 3. Pri izvedbi pilota, uz armaturni koa ugraene su ranije spomenute cijevi mikrometra za mjerenje deformacije uzdu~ osi pilota. Uz pretpostavku konstantnog modula elasti nosti betona, uzdu~na sila u pilotu je proporcionalna deformacijama. Tako dobivene uzdu~ne sile u 20-metarskom pilotu su prikazane na slici 10. Mjereno slijeganje pilota tijekom re~ima probnog optereenja prikazano je na slici 9. Prora un interakcije pilota i tla tijekom probnog optereenja oponaaan je numeri kim prora unom koristei program FLAC i ranije opisani kinemati ko o vra avajui model. I ovdje se pokazuje relativno dobro prognoziranje interakcije numeri kom simulacijom. Detaljnije su prora uni prikazani u radu Szavits-Nossan i dr. (2001) Zaklju ak U radu su navedeni osnovni uvjeti nu~ni za pouzdanu analizu interakcije i konstrukcije: uva~avanje ponaaanja tla od vrlo malih do velikih deformacija, odgovarajui konstitucijski model te odgovarajui istra~ni radovi. U radu su prikazan dva primjera iz prakse. Literatura Atkinson, J. H., Salfors, G. (1991). Experimental determination of stress-strain-time characteristics in laboratory and in situ tests. Proc. Tenth European Conf. Soil Mechanics and Foundation Engineering. Rotterdam: Balkema. III: 915-956. Burland, J.B. 1989. "Small is beautiful" - the stiffness of soils at small strains, Ninth Laurits Bjerrum Memorial Lecture. Canadian Geotechnical Journal 26(4): 499-516. Burland, J. B. ( M. J. Symes 1982. A simple axial displacement gauge for use in the triaxial apparatus. G(otechnique 32: 62-65. Dunnicliff, J. (1993). Geotechnical instrumentation for monitoring field performance. John Wiley & Sons, New York Goto, S., F. Tatsuoka, S. Shibuya, Y. S. Kim ( T. Sato 1991. A simple gauge for local strain measurements in the laboratory. Soils and Foundations 31(1): 169-180. Jardine, R.J., Potts, D.M., Fourie, A.B. & Burland, J.B. 1986. Studies of the influence of non-linear stress-strain characteristics in soil-structure interaction. Gotechnique 36: 377-396. Kova evi, M.S. (1999). Numeri ka simulacija nelinearne interakcije konstrukcije i tla. Doktorska disertacija. Graevinski fakultet, Sveu iliate u Zagrebu. Kovri, K. & Amstad, Ch. 1982. Technical note: A new method of measuring deformations in diaphragm walls and piles. Gotechnique 32(4): 402-406. Mateai, L. (2002). Normalizirano ponaaanje tla pri smicanju od vrlo malih deformacija do sloma. Doktorska disertacija. Graevinski fakultet, Sveu iliate u Zagrebu. Simpson, B. 1992. Retaining structures: Displacement and design. Gotechnique 42: 541-576. Szavits-Nossan, A., Kova evi, M. S., (1994), A Kinematic Hardening Soil Model for Wide Shear Strain Ranges, International Journal for Engineering Modeling, 7, 55-63. Szavits-Nossan, A., Kova evi, M.S., Mavar, R. (2001). Analysis of pile deformations during static load tests. Proceedings of XV International Conference on Soil Mechanics and Geotechnical Engineering, Istanbul, 27-31 August 2001, (ur.: Publications Committee of the XV ICSMGE), Balkema, Lisse, Vol. 2, 1021-1024. Szavits-Nossan, A., Kova evi, M. S., Szavits-Nossan, V. (1999). Modeling of an anchored diaphragm wall. Proc. Interntl. FLAC Symposium on Numerical Modeling in Geomechanics: FLAC and Numerical Modeling in Geomechanics. Minneapolis. eds.: Detournay & Hart, Balkema, Rotterdam, 451-458. Szavits-Nossan, V. Kova evi, M. S., Szavits-Nossan, A. (1999b), Posmi na krutost i deformacije tla: novi pogled. Graevinar, vol. 51, br. 12, 783-792. Szavits-Nossan, A., Mavar, R., Kova evi, M. S. (1998c), Small Strain Soil Stiffness in Foundation Settlement Predictions, Geotechnical Hazards-Proceedings XI Danube-European Conference on Soil Mechanics and Geotechnical Engineering, Pore , Croatia, (ed. B. Mari, Z. Lisac, A. Szavits-Nossan), Balkema, Rotterdam, 763-766. Tatsuoka, F. & Kohata, Y. 1995. Stiffness of hard soils and soft rocks in engineering applications. University of Tokyo, Report of the Institute of Industrial Science 38(5). Tatsuoka, F. & Shibuya, S. 1991. Deformation characteristics of soils and rocks from field and laboratory tests. Keynote lecture for session no. 1. Proc. 9-th Asi-an regional conf. on soil mechanics and foundation engineering, Bangkok. Zlatovi, S., Szavits-Nossan, A. (1999), Local measurement of radial strain in triaxial apparatus: A new device. Proceedings 2nd International Symposium on Pre-Failure Deformation Characteristics of Geomaterials - IS Torino 99, Torino, 28-30 September 1999, (ed. Jamiolkowski, Lancellotta, Lo Presti), Balkema, Rotterdam, Vol.1, 245-248.  Geo-Slope, Calgary, Alberta, Kanada  Plaxis B.V., Delft, Nizozemska  Itasca, Minneapolis, Minnesota, SAD  ZACE Services, Lausanne, vicarska  SAGE Engineering, Houston, Texas, SAD (razvijen na Sveu iliatu u Cambridge-u, VelikaBritanija)  Wutec, Vancouver, British Columbia, Kanada  Eidgenssische Technische Hochschule, Zrich, `vicarska  WBI, Aachen, Njema ka  pod malim posmi nim deformacijama obi no se podrazumijevaju deformacije u rasponu od od oko 0,001 % do 0,1 %  pod vrlo malim posmi nim deformacijama obi no se podrazumijevaju one manje od 0,001 % Predvianje i mjerenje deformacija konstrukcije i temeljnog tla Antun Szavits-Nossan Redoviti profesor, Graevinski fakultet Sveu iliata u Zagrebu, Zagreb Meho-Saaa Kova evi Docent, Graevinski fakultet Sveu iliata u Zagrebu, Zagreb Vlasta Szavits-Nossan Izvanredni profesor, Geotehni ki fakultet Vara~din Sveu iliata u Zagrebu, Vara~din  EMBED Word.Picture.8  naprezanje posmi no Slika 1. Skica mehanizma kinematski o vra avajueg elasto-plasti nog modela s oprugama i kliza ima razli ite krutosti odnosno razli ite vrstoe (gore); Odnos posmi nih naprezanja i posmi ne deformacije za svaki od pojedinih elemenata (crtkano) i kompozitnog modela pri optereenju i rastereenju Slika 2. Skica i princip rada kliznog mikrometra (Solexperts AG, `vicarska); vrlo precizno mjerenje udaljenosti meu glavama teleskopskih spojnica mjerne cijevi do to nosti od 3 mikrometra posti~e se posebno oblikovanim glavama spojnica i mikrometra  EMBED Visio.Drawing.5  Slika 3. Popre ni presjek kroz dijafrag-mu Slika 4. Modul posmika normaliziran s maksimalnim modulom pri vrlo malim deformacijama u ovisnosti o normaliziranoj posmi noj deformaciji; uzorak krute gline na lokaciji duboke graevne jame za Importanne galeriju u Zagrebu Tablica 1. Faze iskopa i prednapinjanja sidara te sile prednapinjanja __________________________ Faza Opis dubina sila m kN __________________________ 1 Iskop -5 2 I red sidara -4 420 3 Iskop -11 4 II red sidara -10 400 5 Iskop -16 6 III red sidara -15 400 7 Iskop -18 __________________________ Slika 5. Rezultati istra~nih radova na mjestu duboke graevne jame Importanne galerije u Zagrebu Tablica 2. Projektni parametri tla (profil tla sa slike 5) te pripadajue vrste analiza. __________________________________________________________________ Sloj ( c' (' cu G0 m Analiza tla kN/m3 kN/m2 stup. kN/m2 MN/m2 - ___________________________________________________________________ Nasip 19 5 30 -- 60 0.5 drenirana vrsta glina 19 15 22 -- 170 0.5 drenirana `ljunak 21 5 38 -- 170 0.5 drenirana Kruta glina 20 -- -- 150 320 0.0 nedrenirana __________________________________________________________________ ( = zapreminska te~ina; c' = kohezija; (' = kut trenja; cu = nedrenirana vrstoa; G0 = posmi ni modul pri vrlo malim deformacijama i izotropnom naprezanju s0 = 100 kN/m2; m = modulski eksponent. Slika 6. Usporedba izra unatih vodoravnih pomaka dijafragme i pomaka mjerenih inklinometrom u dijafragmi u drugoj, etvrtoj i sedmoj fazi gradnje (desno); raspodjela izra unatih posmi nih deformacija u tlu nakon sedme faze izgradnje (lijevo) 0,80 m Slika 7. Probni i sidreni (vla ni) piloti  EMBED Grapher.Document  Slika 8. Geotehni ki profil na mjestu probnih pilota Tablica 3. Procijenjeni parametri tla za lokaciju probnih pilota _______________________________ sloj tla c' (' (u cu (kPa) (0) (0) (kPa) _______________________________ Sred. glina - - 0 100 pra.lj. 0 30 - - Sred.zbij. pra. pijesak 0 37 - - ________________________________ c' - efektivna kohezija, (' - efektivni kut trenja, (u - nedrenirani kut trenja cu - nedreniran vrstoa  EMBED Grapher.Document  Slika 9. Usporedba mjerenih i prora unatih slijeganja probnog pilot du~ine 20 m  EMBED Grapher.Document  Slika 10. 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All 2s reserved.32f!t0032, lUa@@rb -D @40XAqR@g| `r/Ar((   =@X2TAqdga$ i rxF41HOHo!@40@u2P l AoD!E@@@ioTNz`e ``MNWY\uGP RsP BnKPP,E hWRO ` &gOr.I BZB H?O i m!De_>hF'`B@yP$* TP B_/[&S$'XQc /A^V A JrWjkM0wNXmsT)`U%&' dq \10Z)/911Choose the displayed prec1n fortmenq0` Pu~`0;0.rP0y4V qp+&/ '/c.DKqdqvY vx+1#xuni0 qUݏq UpDrawing Page's ;.Feet-Inch (1'-0"#")Ճ'܁eԄftMil-lpterCentMKilor$/j"r1drc0Ei] dqƇqvu<14twhepsr z0 tou abbrevUi2s0q Ds#qDon't ShCowτCU3^Y2E;/)qo$a`Both11)iހexts lines are v0ble0qEL(q {;End only;BeginףNeiQ!@d.A.Ad )e&X[$?$Dtg 3@qA&-scalalue@tQ`otR 7uAA(e) ^ 4 cN` Arrsizɡ0@ F%uk?u/`P {Gz?aǿ[5d4eq.ԝtA!7 = =R3uACUͬ4gXw?offsetĤPPqaAH =4@ƿZ_뿳ߓ#2pfyf0w u `.\XOM_` Sign1} [@AT%#0Oc"ԿaZm@`Dim0PP@3@e BH! ] Xr0`T outsid?31)MڃlZ s|1Xq"q@uB~ 80d$ d$  3@iBzXJУ1㞢Jar:#@0B _  B}7<>@p@!h_C73!SQޑqVrHðOc!q43@p`Changu He1ap/rUqVpa"!M%rw"p!q  =@'@ `Reposui1 U" U2#- * T"yv Qi 4O|']ǘ!DG``}q0T7P BOX2B>fEF#p?)8=0(`?"" @? z0= @l9r!|3-0cpc06qX=8h7- SQq# 2P!~5'S?>d!$4'h(OE/E|t BnD@~Aff`(Tw`9+r@"@f pDtsW#vnv &&σ..G?ʓՠwСtŀuy)?Prop.Lq1~@b @hOx`SAsȂ Defaul PHQthis shaṕw#Qʒ;opג assSҔpʀӷTheɁ!rbSrDvP` ^WfValuQ` kri!a` ^S`Ph>f jVd;ac^Rg`k>e_AvRevertW To\[S[w sopat ̐usY_0WofYq&o8jfoxooooFv_Re7" P0$5-Mov tVit̀Uloc֒> Controls.X2` Scratch.X1s CYM~rL` RX_jWu[ <0)  h w ,m@T N& -O>` Draw5PbP.Feet-In(1'-0")u.00'd|etftWMil-l7terCe~=MKiloOIR$0ORQYkORO?Don't aQ $  5 杨g@0QNOVۀ*+ ,<0n$ ./ %00@1& 2m@3ޠ4@05u67"K LWB4h@]b`.0;0FT 0wIN;FT;MI;0 MMCűűKMW@4,@QYB%hB-A\c1, `\'!0bS  `u` )4A8FB@R/& s24As0r*bS|@5I2 h r)A$BF6pjB 4 c`A0Գu* "ar GForma3R SCtrRpU$@h pUA/Მ[$r$Г04S,B@%׶Ѵ(Wٕh%p1Σ{%C+ #0=Dwg, 1=Arch, 2=Dec Ft, 3+ ={ o>Pr.IwՓ H׶Cg*f&p3A&2ڐѴ"8׶2@0TcˌorB3(@ `#\'\-)4r0D? 5`0/#r7A`\""60 #405ESgJc;O3ýSb =@513SeNc?75ĸ5 wPT+0;`Annotate.hlp!#2803A`9Copyright 1996 Visio Corporation. 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