`
`mfifi§$fifiw
`
`
`
`fly?
`
`C11)%§Hfl§fifl§fi§%
`
`fi 353% »— 142349
`
`
`
`C51)In’c.CL5
`B 2 6 B
`
`19/04
`
`wsugw
`
`fiWfifi§€~
`L 7041—30
`B
`7041-30
`
`$135 6 fiCngtL) 5 F] 24 E1
`(48%}Efi B
`
`F 1
`fizfifiifififi
`
`ggaw fififi é’éz‘ifiwfi aw; 7 E}
`
`(21)fi:§;€%%
`fiEE¥4~303389
`(70ij 000095332
`_
`flTfilfifié‘fi
`3m 4 $(2992fllfi 13 a
`xfifififififik$fififim48§fifl
`(723%Ew5g #5? new
`
`(22) am E}
`
`
`’
`
`WfiFfififfi‘fiiFfiEmfifimfiTfiijfii ,
`fififiw
`
`(72>%%% m EEmP'i
`
`mwfifigfiijc$fiagxo43§wm-F%mk
`fiéfifi
`(74mm 4&3: Em fa:
`
`(5mg)
`
`(54) tfia€s®£$1 Efiaafimaw
`
`'
`(57> {§§%§I
`{gas} mwmmmjmsmwmms mnzm
`m #93: & wifififi7£§gézfiéfif5 : a 731% a,
`[%&I
`fifllflmwzofifififimufimrfifl
`L\Wfifififiwfififififimfioffififiéfifififi
`mafim&%bm$wr\Wfizwfififlfimuwwé
`fiw1m:fi%fim%$¥fiRlib%\Wflzmfifl
`$§R4%$é<bf§WE2%%EIKWLHH5E
`W?W%2®¢%fififlfilfiwfiugbkfifiTWE
`2%%%fl%1K%flTéfifikméiémT5°
`
`SE 5?
`g E :5 is?
`fi N
`g
`Q
`
`
`
`1
`
`m
`
`%%$5—142349
`
`2
`
`Efififiéfitm iz‘i’éiml
`
`§%®E%%fi?aflfl£‘fifi%@é
`KEWfill
`hfflfiflfiflflfi?éfi%k%fii%kkfiusflfi
`fiWfiwEfimfimm$mf%@L‘Wfifififlwifi
`mflfimfioffififi%fififififl§fima%bmfiw
`TxWEwfifififfififififififlwifi%fiflfi$$
`%;U$‘mfiwfi$#fiémé<brw5:téfiw
`£f6fififl%%m&%be
`Ifimgzl
`flfiamfiwfifififimwmfi%fi%fi
`Wmfiflfifiénfwé:a%%%&?éfififilfifi m
`®E%K%fimk%wo
`
`flfifixfifiéflfiwififimfififix
`{%$%3}
`fi~fiEWWfififififimflfifiéfifififlTfiwkfi
`fiwgmiufihfiw5:a%%fik¢é%fifiififi
`@Efifiafim$%vc
`{fimg41
`flwmmflwflfiflfimm%W6¢%%
`fifiogfifififikEfiféfimm%fiummfiéfib
`Th5:&%%fikféfififilfifi®fififififimk
`%Do
`.
`E%@§U>§$ffifitcfi%l
`[DOOM
`
`[fi%k®flfifi§l$%%mfififi%fim$%b\%
`KfififimflwfifififiWK%WT$@fiLfi£®&@
`5rwafififi§fim8%nu%¢é%®fikéo
`{000m
`
`20
`
`Efifiwfifilfififififima%bfim\fififlfimw
`fiwfifififima§§¢éfimmfiwtwfifl&bfw
`6%E7»%%fim$®&§%fimwowfafi<
`wfiw%fikaorwéfi‘:©%fi\%?$%®:5
`fifimfi&:5®%%%%%€\%®%Efi%fi%%fi m
`f~fiofé®fl%%$flk%<fi?bfbéfio
`[0003]:wtbmxfififis7“53748%fl
`fin%éflrw&i5m\%E%mfiwfififlfimmfi
`WTEfifiéfiékkBK~:0fiflwflfimfiixfi
`KWfiéfififiéfiéfififififimfi%Dfl&éa
`(0004}
`
`I%%fim&bifikf6fifilLmL\:®;5m%
`flé%kngm\fiwfimfimfififlfimafififé
`fifiK%WT®&%%LTWE%fiK%LT\fifififi
`wfl$¥fitfiflflfi®$$¥fik§fifik~fiéfiw m
`k$KNflEEW%&®%%%@Efifi%L<\Efifi
`fln%%fiézkfimfiv%éo
`[0005)x%wm:@;5&gw%a%éntgw
`fihb~%®E%af6£:6mflfiwfifififimwfi
`wr$§§LTW§%E&W%&®E%fi%§EK%fi
`$é:&fifi%éfififi%fim&%9éfifiTéK&
`5°
`
`{oosm
`
`ififiéfifi?étb®$$iLmbffi%%fi\§fi
`®%&&§?6fl%t\fififlfléhT%EWfiugfi m
`
`féWfl&&fiié&£$K\fimflfixmfifififim
`KEmT%%L\Wflfiflwwifififlfiwflaffifi
`fléfififlfifigfim$%DK%WT‘mfiwfififlfi
`mécfiafviéflfiwififig@®fi£$#€%£ D ‘5‘ Wfiwéfi
`$$fié¢é<bfwéckm%&%fitrwa
`.
`[0007)
`[fifil$¥%m;hm~WE?%EKWLHH§EH
`fififi®¢%%fi%fimm%maLhfigfimflfifi%
`fifimfififiéfifi&kétéa\ME®WE&®%%
`fifi$<fi6¢:®fi\%%%W3®Efififimwfi%
`%v%fi&mm9fifitv\%E&mxwéfiwwifi
`fiwfififix%\flfimfiflfifififimxfifié%%fi
`afflméflflommimfixhb\$éwmfiflmfi
`Héfifiwfifififflunfié$%%?fiofififififi
`kE§%éfifiwfifififlk%é%fihfl\flfiéfifi
`wt“%$fi%k?é:kfivéétbm\sBmfifl
`kwfifigfififlktéo
`[000m
`
`1%wfllHTX%%%E%®%%%K§6WT%W%
`5&\:wgfimA%bm\®2K%?;5m\§fim
`BK???§W$<%&$NTWé%E1&%fi®
`WE7V~N21%Wfi%fi2omfifléhkéw&b
`T%mémTMéWE2&#E&6$WM®WWK\M
`'fiWWEEESEWEE4kflafiéFD?*ET,T
`éfiea anc 7M) é: erféhfiémrwéo
`[0009}:::3H5$%Mm%%1m‘@3xfi
`#:5m\Wi2mfifififfixk§§féfifi¥fifi
`fiféfifi?&<\WEZGEQEfifixwfiwf§fi
`@Lrwé%mfi,fifififitfifiéhkfifl$25m
`Evfifienéo:mfiwfifim‘fiflfli5mfi%fi
`Ltfififi®fififixleé\fifllofiwmfiwtfi
`Halomfixfé:kvfibmbo:®%\%%1m
`iah‘zismfi 2 @Eififihfimfififié’émmfififi‘éfifia 1 0
`Kfikéhkfififi21sfiwamwbw%fim\@w
`fiflfi216mfimmfifll0tfih?6£fiktfw
`5°:mm\%%1®mflzmfifiafimmxfiéfifi
`%fi5mfifl0%§®&$¥fiRl%fi0ifiK¢ék
`©fi%0\%mfifix16%fi$%$¥gR3mflm
`fivflfilfiifi$$$fiR1?%$H%&WU¥®%
`$Oi5KLTM6®%\“filmmfl2flfifififim
`fifia¢k%fiflofifififimafifiiéfimmmfi%
`mflkfi11§flmrm5mbmufimmxéo
`[0010]:wifimfifllfifibwwgmtflfiw
`lsm‘fisnfiffi7V~A8Kfibfiweméat
`TK%5?5%%%&&QOTW%B7V~A8Q\%
`mfiifimfifi®mfifikxfit%fisaa\cwfik
`@fis3w?£t&§¢éfifi384kéfiiffifix
`Eififlfifim6%fifil8%fifléfiTWékth
`fifikfinmfifil7%fibrwéflfifilsém7v
`~A8®Tfiwwgfibfiwfi‘filmfi?;iK\fl
`
`
`
`3
`
`m
`
`fifi$6~142349
`
`4
`
`fifil5&fififi18®%%fifififi84mfiféck
`Misfibéifimww%fimiv\$fi%17&%
`'m%fl83wTfiK%%éfitfifi&QU\:®%%\
`fififl:SHE7V~A8Kflto%&<fiUHH6fl
`6&W%K\fi7v—A8%flbTfifiéfi5%K$fl
`fiufi7v~A8wE%nTbific&fl%mmfw
`
`& [
`
`00111~fi\WE2m\$fi®fifi7v~k21
`wmxfifizowifimfifififlmfiaént§weL
`T%&sntwéwf%éfl\::K£wém%7v~ w
`$21ax@?m%¢;5mx%mfiiv~w21@¢
`fié$$fl$fifi$éfi$$fi®fiw2at§5i5u
`fifiéflék€$fl\fififififikfifiéfim&&WT
`Omb%26®m%flfikfiéifiméflfwéo§
`t\:n%W%7V~P21m\Wflgfi2OKfi%é
`nt&\®$2bfifi¢$$¥fiR4wmmwifi%fi
`8%fifi£&é&:6$fifl%éhéwfi&éfix:0
`iémmm15&\mflfimmfifémwfv~V21
`wflfifiiDfifiKflE?éWfifv—F2lwflfifi
`fiké<®afb$5°kafit‘::TmW%K& m
`ETéWE7V~F2l®fifi$§R4®¢®mgflfi
`$fia£0%‘O$bfi26éflflttkfiiéflfifi
`B%fi§<?é:&fi\E7®tfififim\WW&
`©fififivfi90°flTfifiéi5mLT\fififlmfi
`fV~F2IKBwTEEfiRflh%fifiahéibm
`LTW\éc
`
`HfibéoC®%%\WE2@%®E§@fiWWW%K
`w<monf\LfiEfiz4wmm25m%§H5fi%
`fifi$$<fl9xfiE1K00mm&%%hfi&m<fi
`CTW5%®T%50
`[00151¢&bE\WEZM%®E&@®¢%%K
`QET6%\%®$flfi§fi%fifi%étbu\fifil
`twfimfifiafiw&%<&3‘flmlmmmfiva
`21moommé:&m&<\fifiuw<KonT%®
`figfimé<fibtwm\flmlmoomm9%¢<@
`éfixfifikfi<§8gfin4wfim25mg%wéfi
`$fifi93<fiaf:®fith%f5fifl2®fifi1K
`fiiéfifl 15% 2: 73:5 mm; Wfij‘ M— F 2 1 733%}?
`lacomm§%%mfi&t<ta\mmzmfififif
`WK$WT$E$LTW6fiE1®Wfikfiokmfi2
`@Wflfiflfl%fi<éfiflfi%fiuaémégmfia
`9‘fitWBZfiflfilmfimgfl<:tb&<tét
`&K\@h%@fiT%E<C&EQW%®f&&
`{001alit‘:zfifiggmewgmmififl\
`WE2©E£m$$$gR4%%fllw¥fiRlibm
`é<LT\WE2®W£fiW$EKflW1WfiKfiflT
`éifimbfmétbmxWfi2a%fi1&mfimfi%
`@éfimfiw1§b&bm<fibhéhu\Oammn
`fiifiD%%V\fifi%§fib:iswé_hiafrf§;kfifii $93K”: ‘9
`Efi<fi0fwéfibm\mfiégxflflmbwfléu
`EC<<7ROTW\§°
`[0017]ébm‘fia%7mg®fi%hFfifififi
`222%fibfmfizflfiiEflé%\Wflzkflfil
`&®%%%05%\“figflfififiéfiflZfifiEl?
`Wififlm\bmmfibfkktéfixlmfiwfifiw
`fiflxWEZGW$K§§¢5WE7V—FZI%®E
`%B&\ifimfifiFflmfimfiignéfififimafi
`fim&§%6W%7v—P210%fiifiwgéfikw
`mH/Bmkfl#é°0$9\Efia%»fihzswfi
`LififiéPkT6fi\amwmfléfifidP/2+H
`F/B\bmmmméfififiP/Z—HF/Bkfiék
`bkxabfi®§m2HF/Bkfifl\:®fiwfig<
`fiék‘fifllmfibffifi2fifi%ifib$?<mé
`&&%KnWEZ®W%K%H6%EIE@QEE®%
`fifi§<fiéo
`{OOIBICOtbK\ZCFML%H/B@fifi
`0.3mfikfiéxfim‘fififix22mwwémfi%
`7m6fl%h%%wé$%~Wfi¥7mfim2%mnfi
`Wrwéfifzéfiz 2 3 at 9 :fitamfiéfifiaarmfiaf
`mS<LTBU\
`Shfilicfflfi l #66019‘93‘] 260$
`%:mww%¢&\fix1&fiw2&©fi§§wfifi&
`éfiotwéc&%\%%m;&&\%BI®WE2w
`fifififmcfiwé @$¥%fi§ 3 5 mmEKQFGWé
`wéwvfiaéfiémi H/BMEé-io. ZELL‘HC’éfi :.
`tfifiib<\:fltbm@xflfi%7m$fifi2flfi
`fifizzekfifihfififiéhéfiwfiémfié\WE
`
`
`
`30
`
`[001211®W32fi\g4tfif§%¥7tgo
`Tfifififiénba:Tfim$§®%fififiy7okg
`of$§éfiéi£fifi§gfikémé&k%z\%~
`$7awmfifiufibfiwahkfifiy%mfi®fib@
`_77fififiiéwA%7l§TfiKfiifWfl2fiifi
`.Kfifiéhéfifl%7fi\%~§76®@fififiof‘
`‘EV7O%¢flK%E?50
`{0013}:wwm%7aww2&wfifim\%&&
`fiaTWékk§KWfiKEfiU%Wfim2Sfiflfia
`nrw5$%%7®:%%WK\Wflfifizoma%fi
`Ltfififix22§§bflfl&t$u‘fififixzzw
`mmfi%mféfifimzskxmfi¥7mxfimfiwt
`1y¢72&®%fifiwmm%fibcavaém1%
`bxC®%‘%%%23mflfi%7fififléiFK§w
`$73mmmfibf\Wfl??®%fifikflflzfimfi
`%EWTX§4REE&&6Q
`{0014}flrwiéxfifléntgfimmwwéw
`$2m\%m&7séfifiéfit%\fifilfififlfifi
`Rmfimafifi&fi®%fi§bW?aafi\cmmfiz
`®E§§%2A~%K?étbm\CtfidfiEZWfl
`fl¥fiR2\o§9fi%§%?éifibfm56y7o
`mgmfizmw%%0%%ifiwfiflé\fifi1®$§
`R1£9$3<LTW60EV7Om6%filWfi§T
`®E%#\fifikw<fiftg<maifimwa5b m
`
`40
`
`
`
`a
`
`%fi$5—142349
`
`6
`
`7V~F21tflfil&®%%%fl£fl6%?fi6(W
`flumfifémfijv—Fz10WfiTfltflfllkfi
`fifl¢6£:é?%0‘WETVMF21®%fim6g
`EHTflotkié)Kfififiélkfififififiéufi
`WG’mmw2®¢%%K%H5WE7ka2lkfl
`fi1&®%%%®%?%zfi?°:wiéKH/BQE
`Eafifa%m\$&%7fi€770E¢®K%fi?é
`547?@<\%—§76®@§%E§Efififlfi§fi
`?5§47®%®fi&ofbgmo
`[0019)km$fimmfimmmémé~fiwhvv
`wfiTmowrm%¢éu:wbDv—ETM\@SK
`fifiém\Efisk‘ESSKEW5fififikéht
`ififififi%fi57&0fié?@fiéflé§fi%3&‘
`:WEEEBQLEmmfléméakbmfiéflfls7
`KioT254Ffi4Féh5¥@%4&\WEE4?
`@EE3wwfiézéfiéZfimaak\wfiwsgw
`6&é%wfiyWéifim65fi\%®§E¥fi%68
`fififl~6fifihkb§fi60tmfiéffi0fiwa
`h\flN—6fi7y761KlOTEfi5KfiDHHE
`ma%\$fi$fi%esmwfi~ekgéskofivfi
`§EEéntfifiT‘fififimfimfi67éfififi4®
`tfifi%%é@é%mkaofwao
`{00201:t\Lfi§@5m\?fimmwr~fim
`fikfiso,50a\—%®7y752,52t\—%
`0%mfi51,51&%%&é%5&&%t\¢%%t
`wfi®fififififi53,58T§fiéhth9?~fi&
`$54%fiik%®kfioffifl~E7VMAsmfifi
`afi$fim®WEEmfifiéflTwé:%m%m%8
`1,82mfitfi50,51E§LQG&£%K\ifi
`fisomgorhUv—%Q%54fimfiéhé:k
`f\E7V~A8Efi9HWBn50tfib‘fifiyv
`~ET®55\~fiwfiyv—ETGBU?~%®¥5
`4EWE¢é§fiW8om\E7v—A8KLT254
`FEEKfi$fiWEméxfi4F%85Kfifiehffi
`$\ififiifi81,82kfi¢fi50,51&®%§
`fiLTKx§4PéE&%®tmofwéaaafifi
`1‘X34Ffl85®t$254FK%W\~fi@%U
`VMWTBiTKX54FWEI5KfiOTW50
`{0021I%L<\Lfififiaw4ufiéfé%fifi
`55&@9TWEFUVMWE%54®F%&‘fififi
`fi¥7ufiwghtmflfifl75afiébr\fi&%7
`@Qéfibv7~fifi¥54xfiééné§fin%s6
`t$orwbgfifi%7fififiéfi’% %)v~§&
`*54d\ififi80%$bfigfib‘%fifiKfifiéM
`firméafiflsmfibf\fin<mfifitfiméhf
`Wéfiflfi4éfififl%é%éo&$\%%%55&&
`fiéfl5ekmiT®fi~Efiimm§Téifimb
`Txbvv~fl&¥54fih£hk<<fiéiétbf
`a5
`
`40
`
`{oozfli
`
`Miami“ ififiéza Ofisgfifi‘fixfi‘m 5o
`
`10
`
`20
`
`30
`
`5*“wfiéle @21$T£5:\Efifi80#
`%%A%8OETwfiéL2i0%m<fionétb
`K‘m%%7@fi$mEmfi%&ékmmi‘fiam4
`®E§an~afi+fiéw$m&morméo&t\
`254NfiaswififlsovifiéeréW®bu
`7~ETKfiLme%fi%7fiiT20®%@%fi7
`5,75EfiiTWT\X§4F&85®:§T\C®
`b§V—%T&:fi«$%$fitfikm\ifififlfifl
`9% 7 5 flag/eggs 5 6 ezfiéfi‘é; 5 a: LXClfléibw‘
`fi&é#\:®%\tT20®%%%fl75,75Tfi
`%®%flzbm—fimfiaoffib‘Lfiwwflfl%fl
`7swxwxfimfiflfifi7ewgfiz%u~aibx
`
`§<EOTWéKbK‘WW%%fl7S,75w£Tfi
`REE»X54R$85wiTx§KF§iDmé<b
`T\EE?~ET%£F$%T%E%R4Q@§X¥H
`~9fi§flbfiwi5fibréé
`E0023}$&H:‘::thfiéb)?bflTfi 3
`
`EMk%%Lt%®m% o§0§w%m}vvET
`vfiwfia bvvnfiTTWWLtfiwfiw%%$m
`MvéBME<m%#%tm5@¢&XA—xmfi5L
`afifiéé£5m\xflMmfifiamfizwfififlfim
`n3wr\bDVWETB%®$%Tw%®T&éfl\
`C®%\$EM®%EID§%&\bUV—ETKBW
`éfiflfi4&&fi%3&®%%§&fi@2fififlsmfi
`¢£5K\éfiflfiwf~fiwfifiD%fifiifikbf
`&%o&$.§fi%80mgfiflfl4ifiefi%L2
`%\fififim5%®mm®¢bifiwfifiL0;bmé
`(LTWEQfi‘LUVWWE%54®%%W55#7
`fifl4éflm?%m\%u%sskfifim4i&t®%
`Mflffifi%fi&&6;52?étwfikéoCwfifi
`fifififi%égé‘fié%55flfi%fi4%fiéiflw
`fififiiakwfimfififi4%flfilhfbifi$fifi
`§Bfmfitfiafigwfi<aé$mfifiéo,
`[0024}é;éfixfiifi3&fifififi4éfififi
`muwwfflfiéfit%\QQM$Wffififlamfifi
`fi4%%%fi<%§éfiéléflfifikfiéfiwfixE
`11H®Kfifi§fl~fififl30$$¥fiib$flfl
`fi4®®$¥fiib¢é<bf$hfxfifififfi%x
`0Ebfifimanmfifl4fifibfifigmégfimbk
`fi‘fififi4fifiifism%fiféifimbfhéu$
`t\Hfiméo%mmfibfm\@10fifimfifxfi
`KNfififiskfi§m%mwfimfiwffifi®&fififi
`éfibfw5%®&bf%fibffifiéfikfix@10
`(XdKfiTi5K\fi“&&§&5fl?fi§fifl?6:
`&T\fiflfi4®fifi§fimwmfiéwé<bf‘fifi
`E3&®%%fiwfiwfién6$5KLTWéaéa
`(“T-x 33.33734 ”Egfigflfi‘i {2} 1 O (C);#:71‘313: 9K“
`EEK] 3 {Rflilfléfiffi’afi 6 VDiEé’J’EOFiTl/WD ”£1.1in
`EEESKT&E4%WLHH6fi fi%fiMfiBEEW
`8Lfi%?6%@f%b §%@%n%%%ené%m
`
`
`
`7
`
`W
`
`fifi$6~142349
`
`8
`
`&ficfw%uEE‘EEEBW@%®WEK3WT&
`fififiafifiémbfwéfibmx@fifiakfififi
`4&wfimfihémuiémflfifim%fimtwo
`{002M
`
`[%%®%%IH¢®£§KK%%Kfime\W36
`fifififimmxwéfifimtfifi$wwfi¥fi£n$\
`Wfiwfi$$fiémé<waétwm\Wméfifim
`Wtfifiéfifififlfi®$%flfiflfimwfiufiLtfi
`fifimflfifl%fifiugfl¢éfifit&6%®fi%9\
`fioffifiwflfikwfifigfii<moffifi&@h% m
`éfifi¢6:&fifi%&
`
`I®E®fiéfififif
`
`{@11~%fifl®&%§@fifia
`[@2Ifiiwfififififi&éo
`IE3)@L@E%®Q%$EETE&
`[@41@L®%—§&%@%®fiflfifimfibéo
`
`[E11
`
`
`
`
`* “g 5’ WiC’D—“im 3~ U Vwfiomawmmao
`{Efilfiiwfl7VMA0mfiflfi@T%&
`[E7}@iwiflfififiémfiéfi?%wfi\mfi
`EEE\®mA%®Mi%EE?b&
`[E8Ifii®%9v~fi&fi¢fi%fimfi%a
`{ES}Wi®$fifl$fiéfifikflfi®$$¥fiéfi
`$EEET$5°
`
`[E101E:®%9VMfi%fi?%®fi\®m@E
`Ekfififiwfi$¥§%fifflfifik(wmfififlwfl
`&I§%®fi%t£fi5fififixfiflfiflfll%%®fi
`fixfifié%fi@fibéo
`E%%®fi%§
`.1
`flfi
`
`2 WE
`
`flfi¥fi
`R1
`R4 Wfi¥fi
`
`>k
`
`
`
`
`
`
`15
`
`lfim
`2mm
`
`R1
`
`flW¥§
`
`JSRa fim¥fi
`
`
`{EB}
`
`
`
`
`
`m)
`
`fifi$6~142349
`
`
`
`’ [as]
`
`
`
`
`
`<7)
`
`fifififis~142349
`
`
`
`
`
`#66666W142349
`
`{fififiwl666617%®2wfifimiéwmwfifi
`{6666;61666256
`I%fi5]$fl12$116288(2000.lh
`
`28)
`
`36666166$6-142349
`[6%BI$&6¢5624B(1994.5
`{6264663} 666666363 6 - 1 4 2 4
`'
`{wfi%%)%fi$4~303389
`'[3666666763
`8268
`19/04
`
`20
`
`{F3}
`
`3253
`
`19/04
`
`L
`
`{$66E61
`
`(fima)$611$116125(199&
`1m
`
`11.
`
`[$fififill
`
`{6E666661666
`{3633366362696} 63‘:
`[1615359931 66%
`[6EW61
`
`6361136:
`[636:6]
`E%%®£WJ 6666666%0
`[4666366606.]
`{662616 1) 66036663693336 646666936
`hfflfimfitcfigéfififiw}? 2: 66636 é: & 33:13 5433
`fififiwflfiflfimfifiwfgfibxWfifififiwhfi
`66awmoffififigfififififiafim&%auxw
`“CWfiwfifiéxfimzfiwéflfi@ififgfiwififiw’fi
`
`63:1: D 3) Wfiwffiyf‘fifivbé < b’cwém
`
`336:
`'_
`_ {fl/1:3 2636226362
`
`fiTW6: a666a66661666660 .
`I6$§21 flfiriwwwfififlfimwfifi6fififi
`wwwawwgnTW6:&666&66666166
`036656666666 '9 c.
`[36663631 mnmummammafimwmmx
`m %E@WEfififlfimfifiw3666666mmtn
`wmmwtm666w5: a666666666166
`wfifii‘cgfimag ’9
`
`flfifiwwwfifimfimm
`66664]
`383766196633
`6.603319361527617 t 635’?“ 6 fimwfififlitfiflfitfié’fi L,
`'C b ‘6 C 3: 674%??? 6 T6 366616; 1 fifiwfiififlgfimfifi
`6“ ‘9 a
`
`wrg‘fi LTD‘6 &: k 6%: iflwflfik % U VMBM:
`fifi6fii€3§kfifl3flflfi§fi§kfl>%@§i§_$ob\f
`fibfififiéflifio’fM6 égfifizkizfigfifififilfifiwfi
`XE: E'fiflfii’69L
`JEKEQL.Efififl_ht§EWWfiéfi§T6fi
`
`flflkfifibfmb‘fm 66Ex§1i6 % 3} “v—
`
`W66:gcffigzghfgflgfikfggg
`
`b:6¥30>'t‘ 13%6673226‘Tflflk0313656'60@EEEE
`} EfifirbieBfiflikwéfifg,6 $190303% QE/ 7::
`:Tb‘élké’fijfikiififipKama;fiw’ggaWEE
`
`
`«7:960
`
`iE$fi7i %§%§b9V~fi§6KE§i6EE
`fiéiififigfiEtQ?~%$i?fi§crbfiT
`Lfififisz6_&tfimz :mfiéfiwififififih
`)vwflmi Efiaéi 04% g rio'mxzs: éififiz”
`
`51636$§ 6 imifiifiw L.
`JE$E§L*Lizzflfififiéflflflifiiflgfi
`Lflfi6fiflflzgmfiflgfiéfl6gfik,7m:3
`U396??? Wl<-<20> ’C‘
`[1535 L6‘
`leflé: 3:
`6‘65}? 5
`33:63:73»
`
`
`
`375% ‘93
`
`
`
`
`t
`
`C“
`
`EEfigfifi‘3265,;
`
`6:?fi6'téflTW6:téfifi’Ei6fig‘gfi:Jflgfi
` E%66033¥6$723W61
`
` ’
`
`316“
`
`k???)
`
`'56)“)?
`
`
`
`fifi$6~142349
`
`Vwfimfl42$E:%m§mE@fifififinrmerg
`
`$LTW6®®TQ $E&U}JV*EQE&KMC
`$§5hC$E”é$®fi&akfikiflwfifitkflv
`:Emfifiéfiifikjflfik_fififikfi%_£fl
`jasln L'ifiiflzsktf’DTK/‘E 1503’“:
`h D 'W-SQ'GEM
`
`3%
`“
`fétv* =
`fizagfiykmcm%;<97oéwraa%L
`
`
`T Em Kmfibt#97”Efifififigfimfiafifi
`iiféffffimfiélfgfij E) “ligfié 75MB??? ‘9 1 TE}?
`
`;:1;c:=agg@3 @EZéDi/J‘tfi; Eigwjm: LfiEQ
`Jxméhrfifififikkmr~gfim%§fiég
`”:fiégfififlémfm§$®figx
`
`{mfi®%c:%§V\%j‘
`@fiéiafimfiilfifii‘wmteétm:
`< 72qu {Em}? 2:9nlfihfitwfifififii < 72675) $673?
`
`%§L:m% Efiiflfigflififlffifiéfiffiij
`::Efifiofififimgfiéivfifimfiiztmr%
`
`{000m
`
`{fifimlHTK%%EEfi@%fiflm§9MTfimf
`aka:®%fi#$%0d‘gzmfijgfifiaéfiw
`fifléfifbfifikbf%m$hfwfiflfil&%%®
`Wfi7V~F21%Wflfifi20mfifiéhk$mkh
`TfifléhTM§WEZthQ6EEMflmwmafi
`fifiwfififi3£fififi4£fififiéfiyv~flT,T
`Efikfibk%®kbffifléhfwée
`{0099
`:K$Hé$fiM®%%lfi Eamm
`jifizWfizwgfifififixkfifi?éfifiYK%
`@vatwra< WfizmdfififimXLkwTBfi
`fittm5$wfiafififlfimfifiéhtfififi15m
`fififiwenéo:wfivfififiafififizama%fi
`Ltfififi®fififi216éafifilmfiWKfifififi
`fia10mfix?a:&vfibnéo:mfiafiw1m
`xwawwzwafiafimm%wmmfijémfifilo
`affix énfflifwfix 1 6 fflflcfim Lasbéfi‘n \ {1WD
`mfifizl6a$mfifi&1omfixféfifikbfw
`an:mma%%1®mmzw&fimfiwm3w6%@
`%$E#Kfl0fi§®&$¥fiRléfioifimfék
`bfibva%fiHfiX16%fi$fi$#fiR3®flfl
`#‘fimlmhfi%$¥%Rl?héflflkfiflWb&
`gojbwawéofiaflfilommzfifififimm
`Bwé¢fififflcfififlfimkEfijéfimwfififl
`KWkfi11%%Wrw§mbfiufimmg
`[00101:miéaflfllwmbfifigm&flfifi
`15m\@6K%?N7V—A8Kfi0fifififléot
`Tw%n%6fi%%fiéaofwéfi7v~jsa\%
`w§$fififi%wmfifimafix%flsaa‘:@%i
`%E830Tfi¢fifif5fififi84£§fizffiea
`Efifimfifim6%%fil8E%&éfirwéga%m
`%g%ifiKWfifil7%fiLTWé%EW15%E7V
`
`[OOOH
`
`[§%xmflmfifilx%%mfififi%fima%waw
`Kflfimmfiwfififlfimfifiwf%m%Lh$®kfi
`ofwbfififififima%9K%TéE®F%ée
`[000m
`
`{%%®fi%1&fifi%fim$%bfifiafififlfiflm
`EwfififlfiméfifijéfifimxwfwamfiLTw
`é%fi7—9%vmfiwfifififimuomrmm%LT
`wmw%fikaorwéfl\:®%%\%T$%mgfi
`tfiwfiacéw%%%é%€a%®fl%fi%£%§fi
`f~fioT%®@Wfi$fifi%<fiTbTL§5o
`E0003}:wtbma%®@57—53748%®
`fimfiénrméiéu.flfiémfiw$fififimafi
`w1$£$éfié£k$K\:0flfiwfifimfi5;§
`KW%&E§%$fiéfifiK%fifl&%Dfi%a
`{0004}
`
`T%%fi%&b$5tf6fifilbmb\Cwifififi
`fié%t%®?fi\fiflfiflfiwfifififimkfififé
`fimufiwfw&%mbrwé%fimmbraflfimfi
`@%$¥@&WB%E®%$¥%&%fi%fi~fié£fi
`wtbK\%E&W%éwfififiwfififlfib<aEfi
`@fln%%fiécafim%fi%&
`{0005}$%%m:@;5&fimfifi%énkhw
`F%D\%@E%t¢é&:éflfi%wfififlfifiun
`wT$fi$bTw5%%&WE&®¥%%%$£:%&
`T6:k#f%é&fi1§fifl&%béfifiT§La
`
`& £
`
`0006}
`
`{fiaéfimfiétwwéfilLmbrx%%aaé§
`@ER%%¢6%B&\fifififiénffifififikflfi
`jémflaéfizé&t%fiafififififiwfififififi
`K$WT%$L Wfiflflfiwifififififlfloffifi
`fiéfififiéfigfim$%vmkwr Wfimfifififi
`Wkkfiéfifiwtfigfimfi$¥fiib%\WWQ$
`$$fiémé<LTw6&&Emmfl£%EZ@mfig
`LTfiZWEKELfiHéflflEEflTWé:Emfifi
`@fiixtwéo
`‘
`
`[oeofl
`
`{Wfi}*%%mgnm ifiwgggngjorw
`
`'
`\* .rwa: amg=mswmflm
`mfifi:fiiufiLkfifivmfim%%flmcfifi¢a
`fifikmétbWlafififlmfi&®%%§ml<flé
`:mwafiwéwwwfifififimmmfiflrflfiwkm
`DHWKE~%E%K$W5%E®EfiE®EWfiX
`éa%%®WEfififififlkfiwéfiéfi&TE%&fi
`flmmfiiufi&tfia£6wfififlmfiwémfiwfi
`fififimmfifié¢%%fiflofififlfifikfifijéf
`fiwfifitflkfléfifihfix%%%E&®mwfiéfi
`fieva:aflvgatwm,sammfiamfiggm
`Ea; & mo iTL—jimfiw
`
`
`
`1
`
`~A8®Tfiwmefiugww\@1mfi¢;5n‘fl
`fifilsfiwfifil80%fififififi84kgvé:k
`RioT&Uéifim®fi%fiKiD\$Efll7%%
`i%flssmTfiKfiméfitfifikab\:mfifi‘
`flflwl5mfi7V~A8nfito%&<fibfiwan
`5&fifim\B7V~ASQflLTfi%&fi§%K$E
`gmw7v—A8mgfimfbfiic&fi%finfw
`5°
`
`{0011]~fi\WE2fi\%&®WE7V—F21
`mmméfizomifikfififlflflfifiéthwku
`Tfifiénfwéwfi&éfl\:zmfifiéflfi7vw
`F21m\@7Kfififim\%W%7V~F21®i
`fiéfigfifififl&é%$¥%®flw2akfié$5w
`mfiénékk%m\fififififim3Wéfimka?
`omp%26®m%fifi&aéiéxémrwéoi
`t\:meWE7VHF21m\mfigézemfifié
`fifigx@WZb?%T$$$fiR4@HflflifiEfi
`sflfifiamékléifififlénéoffiéfl‘:@
`xfimfiw¢é&\$b$fiflfif§flfi7v~k21
`mfififiibfifiufififaWfi7v~F2lwfififi
`fifié<floTL§5°thbmxllfififififlfl
`'E¢EW%7V~F2l®fifi$fiR4®¢flm6®fi
`%fia£0$~o$b$26éfifik:tfiiéflfifi
`8%fi%<?6:&fi\@7mmfifiéu\fim&
`@fififivfi90°fiTk$éi5KLf‘fi%@fiE
`7V~F21Kfimf§fififimn%fifigméifit
`LTWED
`,
`[0012}:wWfi2m\fl4fififfifl%7tio
`TfifififlénéniTfimWEWWfififiy7omi
`offiiéhéC£Tfifififikénékk%K~%w
`§76®wflwmmbfifignfiflfiy%~fi®fibm
`77$%€?éfihfi71E?%Kfiirm%2fli%
`mfifiéméfi®%7fi\$~576®EEK%0T\
`HV70%¢®K%%?69
`
`{0013}:mfifi??&fifi2émfi%a‘fifié
`fioTWék&£KW%KE%34WflhZSfimbfi
`h1w5flfl¥7wifififimxWfigfi20m5%fi
`Ltfi%fiz22%%bfima££m\Efifix22®
`fimmfiwféfiéfi28&\%®%7®L%K&Ut
`7y772k®®fififi¢béfi5ckvaéhffi
`D\:w%xfififl23mwfl¥7mfifiéiTme
`§7BWKEELT‘fifl¥7wfififi£fifi2fififi
`fiEWfiz§4Hafiéfiéo
`
`{0014}mimzamfifiéntikaxfiém
`fl2fl\%~576%fifiéfikfi‘fifilfifififii
`Hm%®%%?fififléfiibwvfiéfi\:wmfiz
`®&@%%zwamiétwm\:zfiMWNzww
`fi¥§R2xoibfi%&%7kifibfwéay70
`mBW%2®*%%®fifiifiwfi%%\fifilfi¥fi
`R1£D$é<LTWé°3V70m$%E1Wfi§?'
`
`¥§§§3§26~142349
`
`®fi%fi\fifimw<fiaxé<fiéximurw5b
`Hv&5o:wfifi‘mmzm%wfififlfimwfi%u
`1n< won‘t .t‘f—gaaifi‘énwwim 2 sfixgfiw‘éfifi
`fiflmé<@0\fifllfi00mm55%hfiwfi<&
`ofwéhwfi%éo
`
`[0015}?fibg‘m%2m%wfififim$fi%m
`QETéfi\%®$§fi§fi%fifiéétbK»%fil
`&®%@%%Efi&4%<é%\flfiitmfifv~k
`Zlfioomméckfifi<\Wfimw<mohffifi
`Egfimé<métbu\flfl1K00mm9¢¢<fi
`6733K WfiIC€f< if: EEffinxr/wfifmz smegcmw
`@fifi?&<fiofl®fifik%ffififiZ®flfilK
`fiféfifi%m&fiétbK\Wfifiv~wzlfififi
`licomm5%%hfi¢&<an\Wfizwfifimfi
`WKfiWT%%@LTMé%EIQWEKfiotWEQ
`@Hflfifl%é%<fi§fifififinméma%wfi%
`0‘Etfifi2flfifiififimefi<:k%a<mék
`bm\Wh%®%T%fi<zkbfiwtmv%éa
`[0016]Kfi\::fim@9m&%&mflific
`WW2®E$®®$$§R4§flEl®¥§R1l0¢
`é<LT\WE2®¢%%WB%K%E1WEK%%T
`éifiwawétbx~Wfiztflfilkwfiwfi%
`@éEKBWTE&Nb&<fibhéLK\OOWWU
`fléc$¢wfi%%n$W5ifififihfi\$£$£fl
`$fi<§ofb5twmxafiég‘Oowmfifiéb
`K<<tonbo
`
`[0017}$5K‘flfi%7m50$flfiFfifififi'
`x22%fittfi%2mazana%\mfl2gfiw1
`&®%%%®5E‘“fiamK%H5WE2fi%E1%
`WTfifiM\bWKfibTfi&&éflsifl%wfifiw
`%m\W%2®fi%mfififémwfv~w21fiwfi
`$B&\ififlfifiFfimflKEi$né$§fimafi
`fiKfiET5WE7V~FZlwfifiifiwfiéfikm
`fiH/Bm%fl?éo0$0\E%24wfih2sww
`LbfifiéPET6%\aWKmméfififiP/2+H
`F/B.bwfimmémfifiP/Z—HF/Bkfiét
`wK\abm®§m2HF/B&&D\C®fifiké<
`aék‘fifiltfibffifl2fifi§tflb$¢<fié
`kkBK\WE2WWfiK£HéfiEl€®fi§K®§
`wxé<ma
`
`[0 O 1 8] :m‘rwbz; CC’C‘miEBI-I/Bwffifi
`O.8&?£&5i5kyfififi222uxfiéfifi%
`7m$fi§fiéfifiéfié~$@%7KWEZ%m0fi
`firméfiéflzBinifimflfiétrifiHmfié
`m$<LT%9\Cnmiofflfilmgwmfi2wfl
`éififlwwmkxfifil&WBZ£®%%§®%fik
`§fiorwbo&3\$%K;mfi\%filwmwzm
`Efiflfifiufifléflfi¥fims5mmgfimvwmé
`wfiflfikéfififl‘H/Bwfiflo.ZHTKTé:
`&fi%§b<~:wk&£&\flfi%7w%W%2®E
`_%3_
`
`
`
`
`fifiz22m%%fiflfifiénéfi®%éME%~WE
`7VWlekflfllkwfifl%w%w§%F%G(fl
`fimmfifiéWfi7V—R21®M@Tw&flwl&fi
`fiflf5&:%fi%0\WE7VmR21®fiwmég
`fiHTwokaCE)Kfidflézafififlfi%éc@
`WG’MWE2®$%%KEHéWE7V—F21&fl
`EI&W%M%Q%T%E%TG:wxfifiH/Bwfi
`éfifi?é%fi\%fl%7fiEV7OE$bm%fl?é
`a47vm<\%—¢7em@%%&fifififi%mfifi
`Téadfmbwfikotbim
`E0019)&K$NMwfimmméné~w®+uv
`HETmowffl%?&a:mbvv~fiTm\@5m
`fi¢;5K\§ésexgfi5mfifléfi%fiként
`Lfimfifi%fl57&0fiéfififiéhéfiiEB&\
`:wEEfiswifimmmémékkkmfié%fis7
`KioTX54$fi4Fénbfififi4&\fiflm4é
`@fiwsmmfiézéfiéZfimast\wfiwsam
`5&é%®?\fiéifim65m\%®fifimfiflefi
`fiflfl~5mfimmb%fiaogw%évmbfiwg
`h\wflwsfi7y&61uxoffifi5mm©fiwe
`nb%\fifififi$66fififi~6&§fi5kmfififi
`fififiémtfififikfififiwfihfis7gfimw4m
`ififlfifléfib$®kfioTWéo
`[0020]itxifififisfl‘TfimWHT~fim
`%mfiso,sok\~Wm7v952,szkxwfi
`wfififi51,51&%%wéfiékk%u\¢%%m
`*W®@W%fifi58,58TEfiéhk¥UV~fifi
`%54&fizk%wamofwn\$7V~A8m%w
`é§$fiW®WEfiK%&3flTW5:%®%mfl8
`1,azmfimfi5o,51%%bflfl&t%mxfifi
`msomxofbuv~mfl%54flfiiénéca
`T‘E7V~ASKEDHHB%60EEL\W%BV
`wa®5%\wfimbyv~mrwbvv~%m%5
`4%fiETéififl80d‘$7V~A8KLTX§4
`REEKfiUHWEhézfidNflaskfiwehrx
`0\ifi%m%81,82afiifiso,51kmfié
`fii?mxfi4kafimfiwkm91m5:akm&
`Tx254FmssmiTzfi4wmww‘mfioby
`V~fiT$iTK2§4F¢aifiuaorwéo
`[0021}%Lf\tfiflfififi4mfié?éfiéfi
`55£fiorw5bvv~mfl¥54wFfiw\mflm
`%%7mfififintfifl%fl75&%éLT‘fifl%7
`®%%#%v?~fi%%54mfifiéméfifififis6
`aaorwaomfl%7flfimafififi\fivv~mfl
`$54m‘ififlaoé¢bmfimbxfifiwmfifié
`mTWéfifimsxfibr‘mt<%fi%m%&émr
`W6Wflfi4éfififlfléfiéa&%‘%%%55&%
`%%%56kmt?®flwfifiiwfifi?éi5ub
`1‘Lyvmmm%54fimunu<<aéx5er
`$60
`
`fifi$6~142349
`
`[0022}:cuwmr\§%m80mam%%%8
`sifiwfiéL1m\@2K%¢$5m\ifimsom
`6%éfiaoifimEéL2xv%fi<&orwékw
`K\Wfi%7®%¢fl%flfi%£ékfiwi\flflfi4
`®QEXFD~¢fl+QEWE®kfioTW%Oifi»
`2:74 was; 5 mififiifias O'C‘Efiéhfb‘é’lfim l~ U
`v~flTKfier\wfi¥7fihT2owfifi%fl7
`5,
`7 Béfifiz‘c'flnf‘ 1‘34 Was snxgmfi
`:03
`kUVHflTéifimfiwéfitwwfi‘ifimwflfl
`@E75flfififi%56K%é+éi5flbrwbbw
`?%EN\10%‘£?20®%%%E75,75Tm
`%®%QX%U—§fl£KGTEUNLfi%@%%%fl
`75®fifiTfiwfifi%fi?5mfifixbawaivk
`€<mormékbm\fififl%fl75,75®LFfi
`WE%,XEKRfi85®L?X§¥F%;Omé<L
`TNbUVHET%x?$%T%W%E4®@fiXFH
`~a23§3£fbutaw£ ambiaéo
`[oozsiéam‘:amxfia%uvaTm\$
`fiMkflflLt%®%%\oivfiw%fifiyv~%T
`Tfififié\FUV~ETfi@%LK%®fiw%EEW
`MfiéEKfi<WWT§£W5%W%RA~XKfi5C
`k#fi%é$5K\iflMmfiWéWEZ®fififififi
`mfimr\$UvmmT5%@$firmémv&bm\‘
`C®%\$%M@%El@fifibx%B?”ETKRH
`5Wfifi4k§fifl8k0flfifi£fl§2fiwgsmfi
`Ti5k\fifiK%WTeE®%fiDé%oifibe
`$éuflfi\§fiW80mEWflfi4ET®fi%Lz
`Qx@flfim5%®flmfi¢bi?®%%LO£Dwé
`<waa®w\%yv~%fl%54w%eflsswfl
`mfi4&%mffim‘fiéflssgfimfl4tfitmfi
`Kaffiflflfiaméxfimfétwfiaéocwfig
`flmfiv%é%%\fiéfi55fifimm4éfiéia&
`fiafifisewfimfiflfl4%&a:AfiL$5$fifi
`fiCTH$QW%#%bk<&é%wvfia
`{0024}&:5fi‘@fi%3fiwfififl4éfififi
`mmfiwfw%é%t%‘éfimfiwffififiamfifi
`%4&%%&<%%éfiézkwmfikméfimu\m
`uuwmfivifiw‘fififismfi$$figb%flfi
`E40fi$¥fii$$é<bf$WT\fifififtfi\
`0%DfififismfififiéflWbfifighéi5ubt
`%\Wfifi4mafiflsm%%¢éifimur%éoK
`k\Wfifl4®%fiK%LTw~®lomwfiTifi
`Rx@Efisafifiw%m%fimwwtflwofifififi
`E€LTW6%®£LT%<%%3%K%\@10
`(wmfi%;5w\m~a¢ax5u?fi&mmvéc
`&@\fifim4ofifi®fimwmfiémé<br‘fifi
`%3&®$%flfi%tméhéxémbfwéo§6
`a; wammmsfiwm‘ {21' 1 0 (c)%l7”fi”§“31 Mm
`@EWSWEWfiffifié@fifiEONTWEka\
`figfifl3fiflflfi4%fibfifié%‘fifififl$fififl
`
`
`
`3KE%¢6%WF%D\fiflmwm%%%6né%m
`£fioTW6afl3\fififi3wm%®%§KEWTfi
`flflfiéfifxbwbrw5tbK\afiwaafiflw
`.4&®fi@%fl%WKiéWflfi%wfifififiwo
`{0025)
`
`{%fi®%%}uimxififi%%uxwfu\Wfim
`fifififimmfiwéflfiwtfigfiw&$#%&fi&
`fififi$$¥4§é$é < L‘Cb‘éfitfibéfl {33:19:31 6??
`
`IwfiflmwfiLfifififi?fi%®¢%fififlfifl%¥
`:fibfifififfifififl$flfifi%fl?é&fikfiéE
`®T%U\chfifiwmfitflfifigfii<fioffi
`fikwn%éw@?éa amv§§ figILflflfifi
`kagaégfigvgwfitfiémfwgbvv~fi
`%£m$fimfifififi%©fifiafifimfiwffi&5%
`chw'mi: fifiligwfigguzé>§£%1%§ié £267)?
`3?; ‘9, atgfimggx i~ § Vwfifizfio‘wégifléfi
`
`fixkwgfiggfl%®éfimkwfgfifikmofw
`6 @kféléfi
`fiDv-ET w%&m L
`fizn fi<fibtfiatw“ =3 %
`ax
`
`m1fl§igfiiétbk=fibfi£c€®%%fi§t
`
`figfiiflflmiél&fifiéé 3%Efifikfl2§
`bxgfié$zc
`”
`jfibfcfi)?“ §’%VJF
`flfiiéfi‘fzgfifl‘ififll
`«@géfi éi<bt%®txw1\H%%&@§%®
`Afi<k$Eméfififlfifififibr gfi fifimk
`
`\T~@mflfififik E~ kfiéiffiflbf%wflfi
`(Hit/\z
`
`
`%§§§25“142849
`
`
`@flgmw$+< fipffiifi&flfifikmfi%fit
`;W%®T@D :mtbmlflh%fl%<fiofbij
`
`CamawEwT&ém$K,EE%Mfi®%K@dT
`fiJEfiThwfli‘_firmfififimmfi&;0%§£
`£1" 2‘ :azfif‘ér'ég
`{@E®%éfifi%}
`{Ezlwgmflwfififigfikéa
`{E2lfiiwfififimfih@
`
`-
`[EBIEiQEfiflfififlfim?%én
`[@41m:®%~¢&wa%mfi%fim@v&é;
`,{Es}Eim~w®va“E®fiflflfi@vfifio
`{EBIfiiwm7v~A®m%fifififi&a
`[E7lfiiwifit$fléflfléfifbwfi\QM:
`EEfiL<MfiAfl0Wfi§EEfi$éO
`[Ealfii®%9v~fiéfifflfifi@fiaéo
`{$9}fiiwifikfififififikflflwflg¥géfi
`fEEQT§é°
`
`
`
`{EIOIfiimeV—fiEfiT%®?.®mfifi
`fibflfifiwfi$¥fi%fiffifi®.mfififlfiofi
`fllfimmfifimfiflafifim\afimwwlfifiwfi
`fimwwéfifififiaa
`{fiv‘témfififil
`1
`fifi
`
`2 WE
`
`R1 flfl$fi
`
`R4 Wfi¥fi
`
`4&5
`
`
`
`
`
`Searching PAJ
`
`.
`
`1/1 /\°-——:‘}
`
`PATENT ABSTRACTS OF JAPAN
`
`(43)Date of publication of application : 24.05.1994
`
`WWWMWWMWuHM“WWW-.WMW WWW...
`
`(1 UPublication number :
`
`06442349
`
`(51)lnt.c|.
`
`
`82613 19/04
`
`
`(21)Appiication number : 04"303389
`
`(71DAppiicant : MATSUSHITA ELECTRIC WORKS
`LTD
`
`(22)Date of filing :
`
`13.11.1992
`
`
`
`(72)Inventor : OTSUKA HARUTAKA
`IWASAKI SHIGEZAEMON
`
`
`(54) RECIPROCATION TYPE ELECTRIC RAZOR
`
`(57)Abetract:
`
`PURPOSE: To facilitate the securing of adhesiveness
`between outer and inner blades both being curved even
`in the direction of reciprocation of the inner biade.
`CONSTITUTEON: In a reciprocation type electric razor,
`an outer blade 1 is curved in the direction of
`
`reciprocation of an inner biade 2 and the inner blade
`reciprocates along the curved surface of the outer
`biade. The radius R4 of curvature of the inner blade 2 is
`made smaller than the radius Ri of curvature of the
`curving of the outer blade 1
`in the direction of
`reciprocation of the inner blade 2 so that the and part of
`the inner blade 2 also contacts the outer blade 1 with
`
`the center part of the inner blade 2 accurately in
`contact with the outer blade 1 simply by pressing the
`inner biade 2 on the outer blade 1.
`
`
`
`http://www19.ipdl.inpit.go.jp/PA1/resuit/detail/main/wAAAvnaqMoDA406142349...
`
`2008/04/30
`
`
`
`WWWWWWWW.WMNMWWWWWWWWWMWWWWWWWWWW
`
`CLAIMS
`WW ”mime,“.ngMMWM”mama.”“WWW
`
`WWNMWanwuuumWWWWWMHMW
`
`[ClaimCsl]
`
`[Claim lJAn outer blade which has many blade holes.
`
`An inner blade which a both~way drive is carried out and ****Is to an outer blade
`inner surface.
`
`It is the both-way formula eiectric shaver provided with the above. and a curvature
`
`radius of an inner blade is made smalier than a curvature radius of the
`
`above—mentioned curve of an outer blade in a reciprocating direction of an inner
`
`blade.
`
`[Claim 2]The both—way formula electric shaver according to claim 1, wherein an
`
`outer blade is attached to an outer blade frame at both ends of a reciprocating
`
`direction of an inner blade.
`
`[Claim 3]The both-way formula electric shaver according to claim 1, wherein a
`
`mounting boss for support of an outer blade in an outer blade frame is located in a
`
`line on a circle which a curve in an inner blade reciprocating direction of an outer
`
`blade makes, and a concentric circle.
`
`[Claim 4]The both—way formula electric shaver according to claim 1 having a notch
`
`at the end of a direction which an outer blade is a center section in a reciprocating
`
`direction of an inner blade, and intersects perpendicularly with a reciprocating
`
`direction.
`
`nmmrunmvawxwmwagcmMm-WWAMWWM“WWW”mWmnmemuuwueucmwmwywmm
`
`mmmfinmwmwwi
`
`DETAILED DESCRIPTION
`mmwmwwwlmwwmu«mmwmmflammemrm4mzwwmumm<mwuummWWannmmmamum‘Wam “Jamuww
`
`[Detailed Description of the Invention]
`
`[0001]
`
`[Industrial ApplicatiorflThis invention relates to a both—way formula electric shaver
`
`and the both—"way formula electric shaver in which the outer blade is what curved
`
`aiso in the reciprocating direction of an inner blade especially.
`
`[3002]
`
`[Description of the Prior ArtlAlthough the outer blade usually serves as shape which
`
`is not curving about the reciprocating direction of an inner blade by the section
`
`
`
`voussure which is curving only in the direction which intersects perpendicularly with
`
`the reciprocating direction of an inner blade in the both-way formula electric shaver,
`
`in this case, when shaving infragnathia and hollow hair like **, that outer blade will
`
`not stick to skin. therefore woolen cutting efficiency will fail greatly.
`
`[OOOBEFor this reason. while incurvating an outer blade also in the reciprocating
`
`direction of an inner blade as shown in dP,57-53748,B. there is a both-way formula
`
`electric shaver which makes an inner blade reciprocate so that the inner surface of
`
`this outer blade may be accompanied.
`
`[0004]
`
`{Problem(s) to be Solved by the InventionJhowever -- comparing, when the outer
`
`blade is curving only in the direction which intersects perpendicularly with the
`
`reciprocating direction of an inner blade in what was incurvated in this way -- the
`
`curvature radius of an outer blade inner surface, and the curvature radius of an
`
`inner blade outside surface —- strict -- coincidence ** ~- being hard _.- to a sake.
`
`Reservation of the adhesion of an outer blade and an inner blade is difficult, and it is
`
`difficult to obtain good sharpness.
`
`[0005]Succeeding in this invention in View of such a point, the place made into the
`
`purpose is to provide the both-way formula electric shaver which can secure easily
`
`the adhesion of the outer blade and inner blade which are curving also in the
`
`reciprocating direction of an inner blade.
`
`[0006]
`
`[Means for Solving the ProblemlBy carrying out a deer, while this invention is
`
`provided with an outer blade which has many blade holes, and an inner blade which a
`
`both—way drive is carried out and ****s to an outer blade inner surface, An outer
`
`blade curves in a reciprocating direction of an inner blade, and it has the feature in a
`
`both-way formula electric shaver in which an inner blade reciprocates along the
`
`abovecmentioned curving surface of an outer blade rather than a curvature radius of
`
`the above-mentioned curve of an outer blade in a reciprocating direction of an inner
`
`blade to make a curvature radius of an inner blade small.
`
`[0007]
`
`[Function]According to this invention, since an inner blade end will also be in the
`
`state of contacting an outer blade, only by pushing an inner blade against an outer
`
`blade after the center section of the inner blade has touched the outer blade
`
`certainlyi a degree of adhesion with the inner blade of an outer blade becomes good.
`
`At this time, attach an outer blade to an outer blade frame at the both ends of the
`
`reciprocating direction of an inner blade, or, Arrange the mounting boss for support
`
`
`
`
`
`of the outer blade in an outer blade frame in on the circle which the curve in the
`
`inner blade reciprocating direction of an outer blade makes, and a concentric circle,
`
`or, Or since an outer blade can be made into a curving state without distortion if a
`
`notch is provided in the end of the direction which is a center section in the
`
`reciprocating direction of the inner blade in an outer blade, and intersects
`
`perpendicularly with a reciprocating direction, a degree of adhesion with an inner
`
`blade becomes still better.
`
`{coca}
`
`{Example}When this invention is explained in full detail based on the example of a
`graphic dispiay below, this electric shaver, As shown in drawing 2, on both sides of
`
`the main blade M which consists of the outer blade i currently formed as a mesh
`
`cutter which has many blade holes, and the inner blade 2 Currently formed as that
`
`by which many inner blade braids 21 were implanted in the inner blade pedestal 28. It
`
`is formed as what allotted trimmer blade T which consists of otenidium—Iike the
`
`stationary knife 3 and the movable blade 4, and T, respectively.
`
`[00093As shown in drawing 3, the outer blade 1 of the main blade M in here not only
`
`curves in the direction Y which intersects perpendicularly with the reciprocating
`
`direction X of the inner blade 2, but is curving in the reciprocating direction X of the
`
`inner blade 2, and it is attached to the outer blade frame 15 formed in rectangular
`
`frame shape. This attachment is performed by inserting two or more mounting
`
`bosses 16 which protruded from the outer blade frame $5 in the mounting hole 10
`
`established in the both sides of the outer blade 1. At this time, thermal caulking is
`
`performed only to the mounting boss i6 inserted in the mounting hole i0 located in
`
`the reciprocating direction both-ends side of the inner blade 2 in the outer blade ‘l,
`
`and other mounting bosses 16 suppose that only inserting in the mounting hole 10 is.
`
`This is for having the smooth and necessary curvature radius R1 for the curve in the
`reciprocating direction of the inner blade 2 of the outer blade 1.
`
`The circle of the curvature radius R3 which connects each mounting boss 16
`
`depends on the same reason [ having also formed the notch 11 in the both ends of a
`
`direction to which he is also tryingr for the center section in inner blade 2
`
`reciprocating direction of the outer blade 1 to have the same center as the circle
`
`which is the above—mentioned curvature radius Ri of the outer blade 1, and it
`
`intersects perpendicularly with a reciprocating direction ].
`
`[0010]"?th the outer blade frame 35 to which the outer blade 1 was attached is
`
`attached to the blade frame 8 shown in drawing 6. The blade frame 8 used as the
`
`
`
`
`
`rectangular cylinder form which carries out an opening up and down equips the
`
`internal surface of those longitudinal direction both ends with the look projection 83
`
`and the inclined plane 84in which it is located under this look projection 83.
`
`If the outer blade frame 15 which has the flat~surface part 17 is stuffed into the
`
`both~ends upper surface from the lower part side of the blade fram