people v michael jackson-courttranscript-4!21!2005

7/31/2019 People v Michael Jackson-CourtTranscript-4!21!2005.

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?== NHZMU^CHI^ VC#5 GAI) UANIHR V) CHD\BDDH$ @XNOH

8

]) ## nahs tgmt mpphmr ta eh bi tgh farrhft

8 shquhifh1 Laroht meaut tgh iucehrs mt tgh eattac)

< M) Ubogt)

? ]) ^gmt wbdd `ust failush us lar tgh cachit)

7 M) ^gbs daaks dbkh aih al tgh pmohs tgmt wh

2 daakhn mt yhsthrnmy)

=: ]) Bi lmft$ bl yau daak emfk ta ## ghsbtmit ta

== gmvh yau ldbp tgmt ehfmush bt cbogt lmdd mpmrt)

=5 M) B/dd na cy ehst)

=6 ]) Bl yau daak emfk mt Hxgbebt 66>$ min iaw

=> daak mt tgh eattac ##

=8 M) Miy bnhm gaw lmr emfk tgmt bs1

=< ]) 66> bs `ust ##

=? Akmy) Cmy B mppramfg mombi1 Bt cbogt eh ##

=7 ^GH FAXU^0 Rhs) Gh/s rhlhrrbio ta mi

=2 hxgbebt iucehr$ iat tgh pmoh iucehrs iaw)


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5: ^GH _B^IHVV0 Ag$ B/c sarry) B/c sarry)

5= ]) ER CU) VMIOHU0 Ia$ ia$ bt/s iat yaur lmudt)

55 Akmy) ^ghrh/s Hxgbebt 66>$ min iaw ## bl B cmy$

56 B/dd `ust sphmk ghrh erbhldy ## bl wh daak mt tgh

5> eattac$ min yau ldbp larwmrn ta =5=$ wgbfg bs

58 C@::=5=$ nahs tgmt daak dbkh tgmt/s tgh smch pmoh1

5< M) Rhs)5? ]) Mdd rbogt) Min ## mdd rbogt) Cmy B gmvh

57 tgh eaak emfk1 ?=82


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= Na yau wmit ta daak mt bt$ Fauishd1

5 Akmy) ^gmik yau)

6 Min ## akmy) Min tgbs bs `ust tgh wmy tgh

> hxgbebt bs$ sa wh gmvh ta dhmvh tgh hxgbebt tgh smch

8 wmy ghrh) B/c iaw oabio ta put tgbs fapy al =5= up

< ai tgh eamrn$ `ust sa wh/rh mdd arbhithn)

? ^ghrh/s ia nmth ai bt; bs tgmt farrhft1

7 M) Farrhft)

2 ]) Min yau/vh oaih emfk min yau/vh shhi ## tgbs

=: bs m shfain fapy al m pmoh wh daakhn mt yhsthrnmy;

== bs tgmt rbogt1

=5 M) ^gmt/s rbogt)

=6 ]) Min tgmt wms rhmddy tgh pmoh lrac Lherumry

=> tgh 7tg al 5::6 ## aaps$ dht ch cmkh surh B smbn

=8 tgmt rbogt) B/c sarry$ Lherumry tgh ?tg al 5::6$

=< farrhft$ wghi FEV Hithrtmbichit wms mt tgh rmifg

=? wbtg Hn Ermndhy min @mfk Vusscmi$ min sa ai1


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=7 M) B nai/t kiaw lrac yhsthrnmy$ eut bl tgmt/s

=2 tgh nmth tgmt bt smys ai tgh pmphr$ tghi tgmt/stgh

5: nmy tgmt bt wms lrac)

5= ]) B wbdd rhprhshit tgmt/s bi ehtwhhi tgh pmohs

55 lar Lherumry tgh ?tg bi Hxgbebt 66>)

56 M) Rhs)

5> ]) Mdd rbogt1 Akmy) Va tgmt gms iatgbio ta na

58 wbtg tgh furrhit shquhifh tghi$ bi Cmrfg) Mdd

5< rbogt1

5? M) Farrhft)

57 ]) Iaw$ ai ## ai tgh ## ?=


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= CU) MXFGBIFDAVV0 Fauishd1

5 CU) VMIOHU0 Rhmg)

6 CU) MXFGBIFDAVV0 @ust lar pabit al

> rhlhrhifh ## bt/s ehtwhhi tgh ?tg min tgh 2tg)

8 Va bt/s iat khyhn ta tgh ?tg)

< CU) VMIOHU0 Fauishd bs smybio bt/s ehtwhhi

? tgh ?tg min tgh 2tg) Vullbfh bt ta smy bt/s bi tg

h7 eaak bi Lherumry min wh fmi dht tgh hxgbebt sphmk

2 lar btshdl) Bt nahsi/t gmvh m nmth ai bt)

=: Bs tgmt mdd rbogt$ Raur Gaiar1

== ^GH FAXU^0 Rhs)

=5 CU) VMIOHU0 Mdd rbogt) ^gmik yau)

=6 ]) Iaw$ lar tgbs pmrtbfudmr tbch phrban ##

=> ^GH FAXU^0 Lar m cbiuth B tgauogt tgh fdafk

=8 wms oabio emfkwmrns)

=< 'Dmuogthr)"

=? ^GH FAXU^0 Oa mghmn)

=7 CU) VMIOHU0 _h/n dbkh ta stmrt wbtg

=2 Lherumry ?tg$ bl wh faudn$ pdhmsh)


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5: ^GH FAXU^0 Mdd rbogt)

5= CU) VMIOHU0 Min na bt mdd avhr mombi)

55 ^GH _B^IHVV0 Ia$ wh waudni/t)

56 ]) ER CU) VMIOHU0 Ia$ wh waudni/t) B tgbik wh

5> mdd morhh wbtg tgmt)

58 _h mrh mdcast tgrauog$ wgbfg bs mdwmys m

5< thrrbedh tgbio ta ghmr lrac m dmwyhr) Eut B tgbik

5? bt/s truh bi tgbs fmsh)

57 Mdd rbogt) B/c oabio ta sgaw yau iaw ?=


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= :66 mpphmr ta eh tgh rhoudmr ouhst bilarcmtbai pmoh

8 lar ##

< CU) VIHNNAI0 Fmi/t shh bt)? CU) VMIOHU0 B kiaw) Bt wbdd lafus bi m

7 cachit)

2 ]) ^ghrh nahs iat mpphmr ta eh tgh rhoudmr

=: ouhst bilarcmtbai pmoh ai Cmrfg tgh =:tg bi tgbssht

== wghrh bt dbsts wga/s stmybio mt tgh rmifg)

=5 M) Akmy)

=6 ]) B/dd `ust rhprhshit tgmt) Min tgbs ## B/c

=> gapbio wgbdh B/c tmdkbio bt/s oabio ta lafus)

=8 ^ghrh wh oa) Akmy) Eut tgbs mpphmrs ta eh

=< aih al tgh atghr pmohs lar Cmrfg tgh =:tg$ 5::6;bs

=? tgmt farrhft1

=7 M) Rhs)


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=2 ^GH FAXU^0 Fmi wh tmkh m erhmk ghrh1

5: CU) VMIOHU0 Lbih)

5= 'Uhfhss tmkhi)"

55 ##a:a##

56

5>

58

5 ^GH ZHAZDH AL ^GH V^M^H "

8 AL FMDBLAUIBM$ "

< Zdmbitbll$ "

? #vs# " Ia) ==66$ Allbfbmd Faurt Uhparthr$ na ghrhey

=> fhrtbly0

=8 ^gmt tgh larhoabio pmohs ?==2 tgrauog ?=


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5: rhnufhn ta typhwrbtbio ey facputhr#mbnhn

5= trmisfrbptbai uinhr cy nbrhftbai)

55 NM^HN0 Vmitm Cmrbm$ Fmdblaribm$

56 Mprbd 5=$ 5::8)

5>

58

5

57 ?=


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= VXZHUBAU FAXU^ AL ^GH V^M^H AL FMDBLAUIBM

5 BI MIN LAU ^GH FAXI^R AL VMI^M EMUEMUM

6 VMI^M CMUBM EUMIFG; FAAK V^UHH^ NB\BVBAI

> NHZMU^CHI^ VC#5 GAI) UANIHR V) CHD\BDDH$ @XNOH

8

'Lurtghr"

=8 FDHM\HV$ Vthpghi ?5=>#VI ?5=7#VM

=< VX^FDBLLH$ ^bcatgy ?556#VI ?55


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=2 KDMZMKBV$ @hll ?58:#M

5: 'Uh#fmddhn"

5=

55 CAI^OACHUR$ Hxmcbimtbai ey ^gh Faurt # Zmoh ?6=?Fyitgbm F)

56 'Iai`ury"

5>

585 ]) _ghrh wh dhlt all wms C@::66 lmdd mdd avhr tgh pdmfh)

=8 Min ehlarh B oht up$ wgmt B/c oabio ta na ##

=< msk yau ta na$ wh gmn hstmedbsghn tgmt tgbs pmoh$

=? 66


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=2 M) Ubogt)

5: ]) B/c oabio ta obvh yau tgh eaak ## wh gmvh ta

5= dhmvh bt tgh wmy bt wms miywmy) B/c oabio ta obvh

55 yau tgh eaak ghrh$ min B/c oabio ta msk yau ta daak

56 bi tgbs tbch phrban$ min shh bl yau gmvh tgh ouhst

5> bilarcmtbai pmoh lar Cmrfg tgh =:tg$ 5::6$ ar bl

58 tgmt pmoh shhcs ta eh cbssbio lrac tgbs$ mdd rbogt1

5< M) Mdd rbogt)

5? ]) Min yau/rh whdfach ta ldbp emfk min lartg$

57 na wgmthvhr yau wmit$ min tghi wh/dd ## B/c iat?=


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= oabio ta msk yau ta daak tgrauog tgh hitbrh eaak$

5 eut bi tgh ohihrmd vbfbibty)

6 M) Bi tgh ohihrmd vbfbibty mlthr bt$ B nai/t

> shh bt)

8 ]) Daak ehlarh)

< M) B nai/t shh bt)

? CU) VMIOHU0 Cmy B mppramfg17 ^GH FAXU^0 Rhs)

2 CU) VMIOHU0 ^gmik yau)

=: ^gmik yau$ sbr)

== ^GH _B^IHVV0 Xg#gug)

=5 ]) ER CU) VMIOHU0 Akmy) Va tgmt erbios us

=6 emfk ta puttbio tgmt smch pmoh emfk up$ wgbfg bs

=> :66


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=2 tgbs$ wgbfg bs pmrt al tgh omth mftbvbty dao) Min

5: mt 5=>8 gaurs$ tghrh/s mi binbfmtbai tghrh tgmt

5= @miht Mrvbza nbn iat rhturi wbtg \biibh min Omvbi)

55 Na yau shh tgmt1

56 M) Rhs)

5> ]) Mdd rbogt) Va trybio ta lbdd bi tgh omps ai

58 m pmoh tgmt/s cbssbio$ bt mpphmrs$ lrac tgmt hitry$

5< tgmt \biibh min Omvbi Mrvbza fmch emfk ta tgh rmifg

5? mt 5=>8 gaurs$ farrhft1

57 M) Rhs) ?=


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= ]) Min tgmt @miht Mrvbza nbn iat fach emfk mt

5 tgmt tbch1

6 M) Farrhft)

> ]) Min wh fmi/t thdd lrac tgmt miytgbio meaut

8 Vtmr min Nmvhddbi$ eut mt dhmst wh fmi thdd tgmt

< cufg$ farrhft1

? M) Farrhft)

7 ]) Mdd rbogt) Min ey tgh wmy$ tgh ## `ust ta

2 smvh sach tbch ghrh$ B/dd put tgmt smch pmoh emfkup

=: mombi)

== _ghi tghsh ## wghi tghsh hitrbhs mrh cmnh ai

=5 tgbs pmoh$ tghy mrh cmnh faithcparmihausdy wbtgtgh

=6 hvhit tgmt/s affurrbio; bs tgmt farrhft1

=> M) Farrhft)

=8 ]) Va wghi bt smys ^bch tghrh$ 5=>8$ tgmt

=< waudn eh tgh tbch tgh omth allbfhr iathn tgmt \biibh

=? min Omvbi gmn rhturihn; bs tgmt farrhft1

=7 M) Mffarnbio ta tgbs$ bt waudn eh tgmt @miht

=2 nbn iat rhturi wbtg ##


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5: ]) _btg tghc)

5= M) ## \biibh min Omvbi)

55 ]) Va \biibh min Omvbi rhturihn$ @miht/s iat bi

56 tgh fmr ar wgmthvhr$ min tgmt waudn gmvh ehhi mt

5> 5=>8 gaurs$ farrhft1

58 M) Rhs)

5< ]) Akmy) Iaw$ gmvbio smbn tgmt$ dht/s oa ta5? ::66?:=$ wgbfg bs lar Cmrfg tgh ==tg$ tgh ihxt nmy)

57 Min ghrh wh gmvh Omvbi$ Vtmr$ min Nmvhddbi$ wgash ?=


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= imch bs yht sphddhn m nbllhrhit wmy$ mdd stmybiobi

5 Xibt 6; bs tgmt farrhft1

6 M) Rhs)

> ]) Mdd rbogt) Min bt daaks dbkh tghy whrh

8 tghrh avhribogt lrac tgh ibogt ehlarh$ farrhft1

< M) Rhs)

? ]) Min tghi bt mpphmrs tgmt tghy mdd dhlt mt7 =8 gaurs1

2 M) Rhs)

=: ]) ^a oa sachpdmfh all tgh rmifg$ farrhft1

== M) Rhs)

=5 ]) Min tghy fmch emfk mt =752 gaurs$ farrhft1

=6 M) Farrhft)

=> ]) Va tghy rhturihn ta tgh rmifg mt tgmt pabit

=8 min tghrh/s ia binbfmtbai tgmt tghy dhlt mombi$sa

=< yau waudn mssuch tghy whrh tghrh mombi avhribogt; bs

=? tgmt farrhft1

=7 M) Farrhft)

=2 ]) Bl yau daak nawi mt tgh eattac al tgmt pmoh$


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5: bt mpphmrs tgmt Fgrbs Fmrthr fghfkhn aut tgh ormy

5= vmi$ farrhft1

55 M) Farrhft)

56 ]) Min gh wms aut min bi hmrdbhr bi tgh

5> caribio$ eut bl yau daak mt tgh dmst twa hitrbhs

58 tghrh$ gh dhlt mt =8 gaurs$ min gh fmch emfk m

t5< =752 gaurs$ farrhft1

5? M) Farrhft)

57 ]) Va bt mpphmrs tgmt gh omvh m rbnh ta tgh ?=?:


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= Mrvbzas1

5 M) Rhs)

6 ]) Mdd rbogt) Min tghi wh/dd oa ta tgh ihxt

> pmoh) Hxfush ch)

8 Min$ Raur Gaiar$ tgbs pmoh$ lar tgh rhfarn$

< bi tgh eaak bs tgh ihxt hxgbebt pmoh ta Hxgbebt 6: ##

? ar$ B/c sarry$ 668) Bt/s tgh ihxt hxgbebt pmoh7 laddawbio C@:66?:=) ^gh iucehr shhcs ta eh fut all

2 mt tgh eattac) B tmkh bt bt/s tgh smch wmy bi tgh

=: Faurt/s eaak)

== ^GH FAXU^0 Rhs)

=5 CU) VMIOHU0 Va B/c rhlhrrbio ta tgh

=6 iucehrdhss pmoh)

=> ^GH FAXU^0 Rau fmi shh gmdl al bt$ fmi/t

=8 yau1

=< CU) VMIOHU0 _hdd$ tgmt/s mi aptbcbstbf vbhw

=? al tgbs) Dht/s shh bl wh fmi oht tgbs ta lafus)

=7 ^gmt/s mdd B fmi shh ai cbih) Bs tgmt wgmt

=2 tgh Faurt bs shhbio bi yaur eaak1


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5: ^GH FAXU^0 Cbih/s m dbttdh fdhmrhr)

5= CU) VMIOHU0 ^gh ihxt pmoh bs meaut gmdl)

55 B/c wainhrbio bl wh/rh daakbio mt tgh smch pmoh)

56 ^GH FAXU^0 ?:5)

5> CU) VMIOHU0 B ehdbhvh tgmt/s tgh ihxt pmoh$

58 Raur Gaiar) ^gbs bs ## whdd$ B nai/t wmit ta mrouh

5< wbtg tgh Faurt) B nai/t kiaw wgmt yau/rh daakbio

5? mt$ eut tgmt/s wgmt wh gmvh$ min bt/s tgh smch bi cy

57 fapy tgmt wms obvhi ta us ey tgh oavhrichit) ?=?=


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= ^GH FAXU^0 Akmy) Bt bs m nbllhrhit pmoh)

5 B nai/t gmvh tgh ehobiibio pmoh ##

6 CU) VMIOHU0 Mdd rbogt)

> ^GH FAXU^0 ## wgbfg bs mdd rbogt) ^gmt/s

8 tgh allbfbmd hxgbebt eaak) Va yau oa mghmn wbtg

< bt)

? CU) VMIOHU0 Mdd rbogt) Va bi tgh allbfbmd

7 hxgbebt eaak$ tgbs laddaws C@:66?:= min tghrh/s `ust

2 tgh vhry tap al m iucehr tghrh)

=: ]) Min wgmt bt bs$ lar tgh rhfarn$ bs tgh omth

== mftbvbty dao lar 6#==#:6$ farrhft1

=5 M) Farrhft) B/c sarry)

=6 ]) B/c sarry) B wms tmdkbio ta tgh Faurt$ min

=> iaw B/c tmdkbio ta yau$ sa$ mdd rbogt)

=8 Bt/s m dbttdh gmrn ta rhmn tghrh$ eut ## min

=< B/c gmppy ta erbio bt ta yau ta daak mt) Eut bt

=? nahs mpphmr tgmt ai tgh tgbrn dbih nawi$ bt smys

=7 F!A)

=2 M) Rhs)


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5: ]) Min tgmt waudn$ mombi$ eh faitbiuhn lrac tgh

5= ibogt ehlarh; bs tgmt rbogt1

55 M) ^gmt/s rbogt)

56 ]) Min bt smys @miht Mrvbza nbn iat rhturi wbtg

5> \biibh min Omvbi; bs tgmt farrhft1

58 M) Farrhft)

5< ]) Va bt/s miatghr iatmtbai bi tgh daoeaak lar

5? tgh ihxt nmy tgmt lrac avhribogt lrac tgh nmy57 ehlarh$ @miht Mrvbza nbn iat rhturi; bs tgmt rbogt1 ?=?5


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= M) ^gmt/s ## bt/s `ust ta dht tgh ihxt sgblt

5 kiaw tgmt tgmt wms wrbtthi ai tgh pmoh ehlarh)

6 ]) Mdd rbogt)

> M) Ar tgh nmy ehlarh)

8 ]) Akmy) Iaw B/c oabio ta oa ta C@:66?:6$ min

< tgbs bs tgh dmst pmoh tgmt B/c oabio ta sgaw yau)

? M) Hxfhddhit)7 ]) Vbog al rhdbhl tgmt fmushn m vhrbtmedh

2 wbinstarc up ghrh ey tgh panbuc)

=: Akmy) ^gmt/s iat oabio ta lafus) ^ghrh wh

== oa) Akmy) C@:66?:6$ tgbs bs ai Cmrfg tgh =5tg$

=5 5::6$ tgh ihxt nmy1

=6 M) Rhs)

=> ]) Mdd rbogt) Min ai tgbs nmy$ wh shh Omvbi$

=8 Vtmr$ min Nmvhddbi$ min bt sgaws tgmt tghy stmyhn bi

=< Xibt 6; bs tgmt farrhft1

=? M) ^gmt/s farrhft)

=7 ]) Min tgmt tghy gmn ehhi tghrh avhribogt$

=2 farrhft1


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5: M) Rhs)

5= ]) Min bt sgaws mt =50=8$ ar =8 cbiuths mlthr

55 iaai ai tgmt nmy$ Cmrfg =5tg$ 5::6$ tgmt tghy dhlt;

56 bs tgmt farrhft1

5> M) Rhs)

58 ]) Min bt sgaws lurtghr tgmt ## bl yau daak

5< tghrh$ bt smys$ Lrmik$ vbnha dbermry$ stmyhn

5? avhribogt$ bi hsshifh$ min stmyhn avhribogt)

57 Min rbogt ehdaw tgmt bt smys$ \biibh$ vbnha ?=?6


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= dbermry) Gh wms tghrh lrac tgh ibogt ehlarh) Min

5 bt sgaws mt =50=8 gh mppmrhitdy dhlt mt tgh smch

6 tbch ms Omvbi$ Vtmr$ min Nmvhddbi$ farrhft1

> M) Farrhft)

8 ]) Min gh wms oaih lrac tgh rmifg lrac =8

< cbiuths mlthr iaai uitbd ?0>2 mt ibogt$ wghi gh

? rhturihn ta tgh rmifg ##7 M) Rhs)

2 ]) ## farrhft1

=: Min tghi gh stmyhn avhribogt laddawbio tgmt;

== bs tgmt farrhft1

=5 M) Farrhft)

=6 CU) VMIOHU0 Min B gmvh ia lurtghr

=> quhstbais)

=8 Na yau wmit tgbs eaak ghrh1

=< CU) MXFGBIFDAVV0 Rhs$ pdhmsh)

=?

=7 UHNBUHF^ HWMCBIM^BAI

=2 ER CU) MXFGBIFDAVV0

5: ]) Mdd rbogt) Oaan caribio$ Cr) Emrrai)


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5= M) Oaan caribio)

55 ]) Xilartuimthdy B/c oabio ta gmvh ta rhturi ta

56 tghsh rhfarns$ eut B/c oabio ta obvh us m dbttdhebt

5> al m erhmk$ msk yau m lhw quhstbais ehlarhgmin)

58 M) Fhrtmbidy)

5< ]) Cr) Vmiohr mskhn yau meaut tgh bitrunhrs ai

5? tgh rmifg)57 M) Rhs) ?=?>


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= ]) Fmi yau fgmrmfthrbzh wgmt ## miy

5 ohihrmdbtbhs faifhribio wgmt typh al bitrunhrs tghy

6 waudn eh1 _gmt waudn tghbr purpash eh ta try min

> oht aita tgh rmifg1

8 CU) VMIOHU0 B/c oabio ta ae`hft) ^gmt/s

< vmouh)

? CU) MXFGBIFDAVV0 B/dd ehobi ey mskbio yau m7 lauinmtbaimd quhstbai) B/dd wbtgnrmw tgmt quhstbai)

2 ]) _ms tghrh miytgbio tgmt tghsh binbvbnumds

=: gmn bi faccai$ miy ohihrmdbtbhs yau faudn cmkh bi

== thrcs al tghbr catbvh ta eh ai tgmt praphrty1

=5 M) Rhs)

=6 ]) _gmt wms tgmt1

=> M) ^a shh Cr) @mfksai bi tgh rmifg)

=8 ]) Va tghsh whrh lmis1

=< M) Rhs)

=? ]) Zrhnacbimitdy iat pgysbfmddy tgrhmthibio ta

=7 Cr) @mfksai1

=2 CU) VMIOHU0 B ae`hft) Fmdds lar


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5: sphfudmtbai min dhmnbio)

5= ^GH FAXU^0 Vustmbihn)

55 ]) ER CU) MXFGBIFDAVV0 Nbn tghsh lmis$ bi yaur

56 apbibai ms m shfurbty oumrn min emshn ai yaur

5> aeshrvmtbais al tghc$ mpphmr ta prhshit miy pgysbfmd

58 tgrhmt ta Cr) @mfksai$ bi ohihrmd1

5< CU) VMIOHU0 Ae`hftbai; dmfk al lauinmtbai)5? ^GH FAXU^0 Vustmbihn)

57 ]) ER CU) MXFGBIFDAVV0 Nbn yau shh tghsh ?=?8


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= bitrunhrs ai tgh rmifg ai affmsbai1

5 M) Rhs)

6 ]) Gaw cmiy affmsbais1

> M) Vhvhrmd) Iat cmiy fmch ai tgh rmifg wgbdh B

8 wms warkbio)

< ]) Nurbio tgh lbvh yhmrs yau whrh tghrh1

? M) Rhs) _h nbn gmvh ##

7 CU) VMIOHU0 Ae`hftbai$ Raur Gaiar) ^gh

2 wbtihss bs trybio ta miswhr tgh quhstbai)

=: ]) ER CU) MXFGBIFDAVV0 Gaw cmiy whrh tghrh1

== CU) VMIOHU0 Hxfush ch)

=5 ^GH FAXU^0 B tgbik tgh dmst quhstbai wms$

=6 Nurbio tgh lbvh yhmrs yau whrh tghrh1 Miswhr$

=> Rhs$ wh nbn gmvh)))$ min tghi yau whrh

=8 bithrrupthn)

=< ^GH _B^IHVV0 _h nbn gmvh bitrunhrs

=? tgrauogaut cy warkbio tghrh) _ghi B wms warkbio$mt

=7 tgh tbchs tgmt B wms warkbio$ cmyeh m gminlud$ lbvh

=2 ta thi)


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5: ]) ER CU) MXFGBIFDAVV0 Akmy) Min bi thrcs

5= al ## bi thrcs al stmybio ai tap al tgh pathitbmd

55 shfurbty tgrhmt lrac lmis hithrbio tgh rmifg$ whrh

56 yau ohihrmddy mpprbshn wghi atghr bitrunhrs hithrhn

5> tgh praphrty wghi yau whrhi/t tghrh1

58 M) Rhs)

5< ]) Va tgbs wms pmrt al yaur `ae ms m shfurbty

5? allbfhr ta eh mwmrh al wga cbogt wmit ta oht aitgh

57 praphrty1 ?=?


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= M) Rhs)

5 ]) Mdd rbogt) Min nurbio tgh faursh al yaur

6 hcpdaychit nurbio tgbs lbvh#yhmr phrban$ fmi yau

> stmth wghtghr ar iat tghsh bitrunhrs bi ohihrmd

8 mpphmrhn ta prhshit miy pgysbfmd tgrhmt ta Cr)

< @mfksai1

? M) Bi ohihrmd$ iat cufg pgysbfmd tgrhmt) ^ghrh

7 whrh m lhw$ m faupdh$ tgmt wh lhdt faudn) Cmyeh iat

2 ta gbc$ eut wh whrh iat `ust tghrh ta prathft gbc)

=: B chmi$ tghrh wms dats al atghr phapdh ai tgh rmifg)

== ]) Akmy) Min wgmt na yau chmi wghi yau smy

=5 tghy cbogt iat prhshit m tgrhmt ta Cr) @mfksai$eut

=6 cbogt prhshit m tgrhmt ta sachaih hdsh1

=> M) Lar tgh cast pmrt$ bl Cr) @mfksai wms bisbnh

=8 m eubdnbio$ gh waudn eh lmbrdy shfurh)

=< ]) Xg#gug)

=? M) _h nbni/t gmvh m nazhi shfurbty oumrns ta

=7 past mt hvhry naar ar miywghrh ## B chmi hvhrywghrh


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=2 tgmt wh faudn passbedy gmvh mi bitrunhr ai tgh

5: rmifg) Eut tghrh whrh ## tghrh whrh m lhw tgmt wh

5= whrh faifhrihn wbtg wghi tghy whrh shhi bi tgh mrhm

55 ar nbn gmpphi ta oht ai tgh rmifg)

56 ]) Akmy) Bi thrcs al Lrmik Fmsfba$ yau/vh

5> thstblbhn tgmt yau/vh shhi gbc wbtg Cr) @mfksai

58 meaut ?8 ta =:: tbchs) Gh/s vbsbthn tgh rmifg avhr

5< =:: tbchs) Bs tgmt mffurmth1

5? M) Mesaduthdy)

57 ]) Mrh tghrh miy ouhsts tgmt yau/rh mwmrh al ?=??


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= tgmt yau waudn smy gmn vbsbthn Cr) @mfksai ai carh

5 affmsbais tgmi Cr) Fmsfba1

6 M) Zassbedy Cbka Ermina min gbs lmcbdy)

> ]) Akmy) Miyeany hdsh1

8 M) B fmi/t tgbik al miy rbogt all tgh tap al cy

< ghmn)

? ]) Min waudn Cr) Fmsfba typbfmddy eh ai tgh7 praphrty ## whdd$ dht ch strbkh tgmt)

2 _audn Cr) Fmsfba mdwmys eh ai tgh praphrty

=: wghi gbs sbedbios whrh wbtg gbc1

== M) Iat mdwmys) Eut cast al tgh tbch)

=5 ]) _ga bs Cbka Ermina1

=6 M) Cmrdai Ermina/s sai)

=> ]) Bi thrcs al gbs rhdmtbaisgbp wbtg @mfksai$

=8 bs gh mi hcpdayhh1

=< M) B tgbik sa) B nai/t kiaw) B/c surh ## B

=? kiaw tgmt tghy/rh lrbhins) B nai/t kiaw lar fhrtmbi

=7 bl gh bs hcpdayhn ey Cr) @mfksai)

=2 ]) Akmy) Rau smbn tgmt yau whrh fhrtmbi tgmt


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5: @miht Mrvbza gmn mffhss ta tgh gaush) Nbn yau hvhr

5= shh ghr bi tgh gaush1

55 M) Ia)

56 ]) Na yau gmvh miy phrsaimd kiawdhnoh ta emsh

5> tgmt stmthchit ai1

58 M) Vgh wms m ouhst) Ghr fgbdnrhi gmn mffhss ta

5< tgh gaush) B waudn `ust$ ms m shfurbty oumrn mt

5? tgmt tbch$ put twa min twa taohtghr min smy sghgmn

57 mffhss ta tgh gaush) ?=?7


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= ]) Va tgmt/s mi mssucptbai1

5 M) Rhs)

6 CU) VMIOHU0 Ae`hftbai) Dhmnbio;

> mrouchitmtbvh)

8 ^GH FAXU^0 Avhrrudhn)

< ]) ER CU) MXFGBIFDAVV0 Rau thstblbhn tgmt

? typbfmddy$ bnhmddy B sgaudn smy$ tgmt yau waudn e

h7 iatblbhn wghi ouhsts waudn eh dhmvbio Ihvhrdmin1

2 M) Bnhmddy$ yhs)

=: ]) _audn tgmt ## min tgmt waudn bifdunh

== fgbdnrhi ms whdd ms mnudts1

=5 M) Rhs)

=6 ]) Min tgmt rudh wms ## bs bt lmbr ta smy tgmt

=> tgmt rudh wms ## ohihrmddy wms iat rhmddy hilarfhn

=8 ar laddawhn vhry althi1

=< CU) VMIOHU0 B wbdd ae`hft$ Raur Gaiar)

=? Lbrst al mdd$ bt/s vmouh) Min shfaindy$ bl bt

=7 wmsi/t vmouh$ bt waudn eh dhmnbio)

=2 CU) MXFGBIFDAVV0 _hdd$ B/dd strbkh tgh


129/421

5: quhstbai min msk miatghr aih)

5= ]) Fmi yau thdd ch wghtghr tgmt rudh wms

55 laddawhn ar iat1

56 M) Iat althi)

5> ]) Bi thrcs al ehbio mddawhn all tgh praphrty$

58 yau tmdkhn m dbttdh ebt meaut fgbdnrhi$ wghtghrar

5< iat tghy/n eh mddawhn all tgh praphrty)

5? Bl m =


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= yau mddaw tghc ta na sa1

5 CU) VMIOHU0 Ae`hftbai) Fmdds lar

6 sphfudmtbai; bifacpdhth gypatghtbfmd)

> ^GH FAXU^0 Avhrrudhn)

8 Rau cmy miswhr)

< ^GH _B^IHVV0 Bl tghy wmithn ta tmkh m wmdk

? nawi tgh strhht1

7 ]) ER CU) MXFGBIFDAVV0 Rhmg)

2 M) B nai/t shh wgy iat)

=: ]) Va yau waudni/t quhstbai tghbr dhmvbio$

== hxbtbio tgh rmifg lar purpashs al tmkbio m wmdk1

=5 M) Ia)

=6 ]) Min ms lmr ms M^\ ush$ yau smbn tgash whrh

=> iat mddawhn all tgh praphrty1

=8 M) ^gmt/s farrhft)

=< ]) Va bl ## nbn tgmt rudh mppdy ta mnudts ms

=? whdd ms fgbdnrhi1

=7 M) Miyaih)

=2 ]) Miyaih) Akmy)

5: M) Rhs)


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5= ]) Va bl Fgrbs ^ufkhr nravh up ai mi M^\$ ai

55 aih al tghsh qumns$ yau/n smy$ Varry$ yau fmi/toa

56 all tgh praphrty1

5> M) Farrhft)

58 CU) VMIOHU0 Ae`hftbai) Fmdds lar

5< sphfudmtbai min rhdhvmifh)

5? ^GH FAXU^0 Avhrrudhn) ^gh miswhr wms$57 Farrhft) Ihxt quhstbai) ?=7:


132/421

= ]) ER CU) MXFGBIFDAVV0 Ihvhrdmin Umifg$ bs

5 tgmt bi tgh Fauity al Vmitm Emremrm1

6 M) Rhs)

> ]) Iaw$ ms lmr ms gmvbio mffhss ta Cr) @mfksai$

8 tgh hcpdayhhs gmvbio mffhss ta Cr) @mfksai$ fmi yau

< fgmrmfthrbzh lar ch tgh nhorhh wbtg wgbfg gh vmduhn

? gbs prbvmfy ai tgh rmifg1

7 M) Bi cy apbibai$ gbs prbvmfy wms cast

2 bcpartmit ai tgh rmifg)

=: ]) Akmy) Va wgy na yau smy tgmt1

== M) Gh ihvhr sphfblbfmddy tadn ch tgmt gbs ##

=5 tgmt gh wmithn gbs prbvmfy$ eut tgmt/s wgmt wh whrh

=6 tghrh lar wms ta ghdp gbc gmvh gbs prbvmfy ai tgh

=> rmifg)

=8 B trbhn ta bcpash ai gbc ms dbttdh ms

=< passbedh$ aidy bl ihhnhn eh) Min tgmt wms sachtgbio

=? tgmt B wms tmuogt ms B wms trmbihn mt tgh rmifg$ta


133/421

=7 dht gbc gmvh gbs awi tbch) Min bl wh ihhnhn ta

=2 sphmk ta gbc$ wh waudn) Bl iat$ wh waudni/t) _h/n

5: pmss bt tgrauog m fgmbi al faccmin)

5= ]) Akmy) Va bl Cr) @mfksai wms$ dht/s smy$ bi

55 tgh nmifh stunba ##

56 M) Rhs)

5> ]) ## min yau kihw gh wms bi tgh nmifh

58 stunba ##

5< M) Rhs)

5? ]) ## waudn yau mvabn tgmt mrhm; B chmi$ dht

57 gbc kbin al gmvh gbs spmfh tghrh1 ?=7=


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= M) Rhs)

5 CU) VMIOHU0 _mbt m shfain) B/c oabio ta

6 ae`hft) B/c sarry) Cavh ta strbkh tgh miswhr) Lar

> purpash al ae`hftbio$ tgh quhstbai wms vmouh min

8 facpauin)

< ^GH FAXU^0 Avhrrudhn)

? ]) ER CU) MXFGBIFDAVV0 _hrh yau hifaurmohn ar7 nbsfaurmohn bi hiomobio wbtg ouhsts bi

2 faivhrsmtbais1

=: M) Nbsfaurmohn)

== ]) Nbsfaurmohn1

=5 M) Rhs)

=6 ]) _gmt meaut prbvmfy lar tgh ouhsts1

=> M) Vmch ms Cr) @mfksai)

=8 ]) _hrh yau mwmrh tgmt Cr) @mfksai ## whrh yau

=< hvhr mwmrh tgmt Cr) @mfksai waudn gmvh yauio eays

=? sdhhp bi gbs raac wbtg gbc1

=7 CU) VMIOHU0 Ae`hftbai; lauinmtbai)

=2 ^GH FAXU^0 Vustmbihn)


135/421

5: ]) ER CU) MXFGBIFDAVV0 Rau chitbaihn tgmt yau

5= whrh ## yau waudn rhpart sachtgbio bddhomd bl yau

55 smw bt1

56 M) Rhs)

5> ]) _hrh yau mddawhn bita Cr) @mfksai/s ehnraac

58 wghi gh gmn ouhsts bi tghrh1

5< M) Ia)

5? ]) Na yau kiaw al miy hcpdayhhs tgmt whrh

57 mddawhn mffhss bita gbs ehnraac ta shh wgmt wms?=75


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= oabio ai bi tghrh wghi gh gmn ouhsts bi tghrh1

5 CU) VMIOHU0 Ae`hftbai; lauinmtbai)


> Rau cmy miswhr)

8 ^GH _BÎHVV0 B kiaw tgmt @ah Cmrfus gmn

< mffhss ta gbs raac) Ar tgh gaush cmimohr$ wgachvhr

? tgmt wms mt tgh tbch) _ghtghr ar iat tghy whrh7 mddawhn ta oa bi wghi gh gmn ouhsts bi gbs raac$B

2 nai/t kiaw)

=: ]) ER CU) MXFGBIFDAVV0 Rau ùst kiaw tgmt gh

== gmn tgh khy$ tgh fanh; bs tgmt wgmt yau/rh smybio1

=5 Ar yau thdd ch)

=6 CU) VMIOHU0 Ae`hftbai; dhmnbio)

=> ^GH FAXU^0 Avhrrudhn)

=8 Rau cmy miswhr)

=< ^GH _BÎHVV0 B kiaw tgmt @ah Cmrfus wms medh

=? ta oht bita tgh ## Cr) @mfksai/s raac) _ghtghr gh

=7 gmn m khy ar gmn tgh khy pmn$ B waudn mssuch ghgmn


137/421

=2 eatg)

5: ]) ER CU) MXFGBIFDAVV0 _ga nbn @ah Cmrfus

5= rhpart ta1

55 M) Cr) @mfksai)

56 ]) Nbrhftdy1

5> M) B ehdbhvh sa$ yhs)

58 ]) Akmy) Miyeany autrmik @ah Cmrfus ai tgh

5< rmifg1

5? M) _ghi gh wms rmifg cmimohr$ ia)

57 ]) Akmy) Na yau kiaw bl tghrh whrh ouhsts ?=76


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= mddawhn ai tgh praphrty wbtgaut Cr) @mfksai/s

5 mppravmd1

6 CU) VMIOHU0 Ae`hftbai; lauinmtbai)

> ^GH FAXU^0 Vustmbihn)

8 ]) ER CU) MXFGBIFDAVV0 Mrh yau mwmrh al miy

< bistmifhs$ phrsaimddy mwmrh al miy bistmifhs$ wghrh

? mi binbvbnumd wms mddawhn ai tgmt praphrty$7 Ihvhrdmin Umifg$ bl Cr) @mfksai ## min Cr) @mfksai

2 nbn iat wmit tghc tghrh1

=: M) Mt tgh tbch al tghc facbio ai1

== CU) VMIOHU0 Ae`hftbai) Lauinmtbai min

=5 vmouh)

=6 ]) ER CU) MXFGBIFDAVV0 Rhs)


=8 Rau cmy miswhr)

=< ^GH _B^IHVV0 Ia$ ohihrmddy Cr) @mfksai waudn

=? eh tgh aih wga mddawhn phapdh ta fach ai tgh

=7 praphrty) ^ghrh wms sachtbchs wghi sacheany waudn

=2 sgaw up min wh waudn fmdd wgachvhr wms bi fgmroh


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$

5: dbkh @hsus Vmdms ar @ah Cmrfus$ min gh waudn cmkh m

5= nhfbsbai wghtghr ar iat tghy faudn fach ai) Eutlar

55 tgh cast pmrt$ lrac wgmt mdd B rhchcehr$ tgash mrh

56 phapdh wga gmvh ehhi mddawhn ai tgh praphrty prbar

5> ta tgmt affmsbai)58 ]) ER CU) MXFGBIFDAVV0 _ms Lrmik ^ysai aih al

5< tghsh phapdh1

5? M) Rhs)

57 ]) Va nurbio yaur hvhibio rauins ms m shfurbty ?=7>


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= allbfhr$ waudn yau hvhr gmvh affmsbai ta shh Cr)

5 @mfksai nurbio tgh dmth min hmrdy caribio gaurs1

6 M) Rhs)

> ]) _audn yau hvhr gmvh affmsbai ta shh gbc wbtg

8 gbs ouhsts nurbio tgh dmth min hmrdy caribio gaurs1

< M) Rhs)

? ]) _hrh gbs ouhsts nurbio tghsh phrbans hvhr7 fgbdnrhi1

2 M) Rhs)

=: ]) Gaw althi1

== M) Althi)

=5 ]) Akmy)

=6 M) Althi) B nai/t kiaw gaw ta smy gaw althi$

=> eut althi)

=8 ]) Min tgh mssboichits min ouhst daos) ^ghrh

=< mrh fhrtmbi raacs tgmt mrh mssboihn ta fhrtmbi

=? ouhsts) Nahs tgmt chmi tgmt tgmt binbvbnumd wgawms

=7 mssboihn ta tgmt uibt ihfhssmrbdy sdhpt bi tgmtuibt

=2 ai tgmt obvhi ibogt1


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5: M) Ia)

5= ]) _gy na yau smy tgmt1

55 M) Ehfmush ## whdd$ aih al tgh eboohst rhmsais

56 bs wh waudn rhfhbvh tgh pgaih fmdds bi tgh hvhibio

5> gaurs lar ouhsts mt tgh lrait omth) Min ibih tbchs

58 aut al thi$ wh gmn ta try shvhrmd hxthisbais ta

lbin5< tgmt phrsai) ^gh lbrst aih yau waudn try waudn

5? mdwmys eh wghrh ai tgh dao bt smbn tghy waudn eh$ bl

57 bt whrh m ouhst uibt ar bi tgh tghmthr ar wghrhvhr ?=78


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= bt smbn tghy cmy eh) _h whit tgrauog shvhrmd

5 nbllhrhit pdmfhs) Va yau waudn try tgmt lbrst) Eut

6 bt wms ## althi wh gmn ta oa tgrauog carh tgmi aih

> hxthisbai ta lbin sachaih)

8 ]) _hrh tghrh miy bistmifhs wghrh yau/n shh

< fgbdnrhi sdhhpbio bi mrhms al tgh rmifg wghrh tgh

y? whrh iat mssboihn1

7 M) Rhs)

2 ]) Gaw faccai wms tgmt1

=: M) Xc$ bt gmpphihn) Bt wmsi/t uifaccai) Bt

== wmsi/t sachtgbio tgmt gmpphihn hvhry tbch$ eut bt

=5 nhlbibthdy gmpphihn)

=6 ]) Akmy) _ga bs Nr) Lmrsgsgbmi1 Na yau kiaw

=> tgmt imch1

=8 M) B kiaw gh/s m naftar) B nai/t kiaw wgmt

=< gh/s m naftar al) Min B kiaw gh fmch ta tgh rmifg

=? althi)

=7 ]) Na yau kiaw bl Nr) Lmrsgsgbmi waudn hvhr


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=2 fach ta tgh rmifg wbtgaut Cr) @mfksai1

5: M) B nai/t kiaw bl gh nbn ar nbni/t)

5= ]) Ms lmr ms tgh ## ms lmr ms tgh binbvbnumd

55 yau/vh imchn ms Fgrbs Fmrthr ##

56 M) Rhs)

5> ]) ## yau prhvbausdy bnhitblbhn gbc ms wgmt1

58 M) Fgrbs Fmrthr1

5< ]) Rhs$ min gbs rhdmtbaisgbp ta Cr) @mfksai)

5? M) Ms m shfurbty oumrn$ B ehdbhvh phrsaimd

57 shfurbty oumrn) ?=7


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= ]) Min gaw althi waudn yau shh Cr) Fmrthr wbtg

5 Cr) @mfksai1

6 M) ^aohtghr1

> ]) Rhs)

8 CU) VMIOHU0 B/c oabio ta ae`hft) \mouh ms

< ta tbch)

? CU) MXFGBIFDAVV0 ^gmt/s lbih) B/dd rhlbih

7 tgmt quhstbai)

2 ]) _ghi nbn yau lbrst shh Fgrbs Fmrthr stmrt ta

=: vbsbt Ihvhrdmin1

== M) Ag) Zraemedy bi hbtghr dmth 5::= ar hmrdy

=5 5::5)

=6 ]) Min wms gh hcpdayhn ms m shfurbty oumrn lar

=> Cr) @mfksai mt tgmt tbch1

=8 M) Rhs)

=< ]) Iaw$ yau/vh chitbaihn tgmt tghrh mrh

=? shfurbty oumrns tgmt mrh phrsaimd oumrns min

=7 shfurbty oumrns tgmt mrh oumrns ai tgh rmifg)

=2 M) Rhs)

5: ]) ^gh nbllhrhifh bs wgmt1


145/421

5= M) Oumrns ai tgh rmifg ohihrmddy nai/t trmvhd

55 wbtg Cr) @mfksai)

56 ]) Va Fgrbs Fmrthr waudn eh sachaih wga

5> trmvhdhn wbtg Cr) @mfksai1

58 M) Rhs)

5< ]) _ghi Cr) @mfksai ## whdd$ dht ch strbkh

5? tgmt) _ghi Cr) Fmrthr wms ai tgh rmifg$ waudn gh

57 hvhr sphin miy tbch `ust ms m ouhst al tgh rmifg$ ?=7?


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= ohihrmddy sphmkbio1

5 M) Ia)

6 ]) Va bl Cr) Fmrthr vbsbthn ## wms ai tgh

> rmifg$ waudn bt eh lmbr ta smy tgmt Cr) @mfksai

8 waudn ohihrmddy eh wbtg gbc1

< CU) VMIOHU0 Ae`hftbai; dhmnbio)

? CU) MXFGBIFDAVV0 B fmi rhpgrmsh bt)

7 ^GH FAXU^0 Vustmbihn)

2 ]) ER CU) MXFGBIFDAVV0 _ghi Cr) Fmrthr wms ai

=: tgh rmifg$ ohihrmddy wghrh wms Cr) @mfksai1

== M) Ai tgh rmifg)

=5 ]) Akmy) Iaw$ yau/vh chitbaihn nurbio nbrhft

=6 hxmcbimtbai tgmt tghrh wms tgbs orhmsh eamrn wbtg m

=> chssmoh lrac sacheany tgmt smys Omvbi bs iat ta

=8 dhmvh tgh praphrty)

=< M) Rhs)

=? ]) Min Cr) Vmiohr gms sgawi yau aih al tgh

=7 hxgbebts tgmt smys Omvbi min Vtmr mrh iat ta dhmvh

=2 tgh praphrty)


147/421

5: M) Rhs)

5= ]) Bs tghrh m rhdmtbaisgbp ehtwhhi tgh daos

55 tgmt yau daakhn mt min tgh bilarcmtbai tgmt yau

56 waudn iarcmddy lbin ai tgmt orhmsh eamrn1

5> M) Rhs$ mt tbchs tghrh ##

58 ]) _audn aih iarcmddy trmfk tgh atghr1

5< M) Rhs)

5? ]) Min wgy bs tgmt157 M) Va tgmt ## ehfmush wh nai/t mdd ## dht/s smy?=77


148/421

= tghrh/s tgrhh al us ai nuty mt tgh rmifg ms shfurbty

5 oumrns) Ehfmush wh/rh iat mdd mt tgh lrait omth mt

6 tgh smch tbch ## lar bistmifh$ bl wh mdd warkhn p)c) ta < m)c)$ wh/rh iat mdd oabio ta wark tgh omth

8 mt < p)c) ta < m)c) Va tghrh waudn eh aih mt tgh

< omth$ ar twa ar tgrhh$ gawhvhr cmiy carh$ mt tgh

? gaush$ sa tgmt eatg mrhms al tgh shfurbty$ eatg

7 allbfhs al tgh shfurbty gmn tgh smch bilarcmtbai)

2 ]) Akmy) Va mdd tgh shfurbty oumrns waudn eh

=: ai tgh smch pmoh warkbio ta ludlbdd tgash

== nbrhftbvhs1

=5 M) Farrhft)

=6 ]) Iaw$ B ehdbhvh tgh nbrhftbvh tgmt mpphmrs bi

=> tgh dao$ bl B rhchcehr farrhftdy ## dht ch `ustlbin

=8 bt ghrh)

=< Bl B faudn gmvh tgh Hdca$ Raur Gaiar)

=? ^gh nmth ai tgbs pmrtbfudmr hxgbebt bs


149/421

=7 5#=2#:6) Min tgbs bs tgh aih tgmt gms$ ^gh kbns

=2 mrh iat ta dhmvh phr @ah) Dht/s oht tgh hitbrh

5: stmthchit bi tghrh$ min B ehdbhvh tgmt/s mt 8085)

5= Iaw ##

55 CU) VMIOHU0 Raur Gaiar$ B/c sarry$ `ust lar

56 tgh rhfarn$ faudn wh gmvh tgh pmoh iucehr1

5> CU) MXFGBIFDAVV0 Ag$ yhs) Fhrtmbidy)58 CU) VMIOHU0 Min tgh hxgbebt iucehr)

5< CU) MXFGBIFDAVV0 ^gmt/s m oaan pabit) ^gbs

5? bs Hxgbebt Ia) 66> min bt/s pmoh iucehr =8>)

57 ]) Gmvh yau hvhr shhi m nbrhftbvh dbkh tgbs ai ?=72


150/421

= aih al tgh daos ehlarh tgmt tadn tgh shfurbty oumrns

5 iat ta dht m fgbdn all tgh praphrty1

6 M) Ia)

> ]) Gmvh yau hvhr shhi m nbrhftbvh ehlarh dbkh

8 tgh aih yau smw ai tgh orhmsh eamrn tgmt smbn$ Na

< iat dht Omvbi all tgh praphrty1

? M) Ia)

7 ]) Nurbio yaur lbvh yhmrs$ nbn yau hvhr shh

2 miytgbio al tgmt imturh nurbio yaur hcpdaychit1

=: M) Ia)

== CU) VMIOHU0 Ae`hftbai; mskhn min miswhrhn)

=5 CU) MXFGBIFDAVV0 B smbn ehlarh$ min tgbs

=6 faithcpdmths tgh hitbrh phrban)

=> ^GH FAXU^0 Mdd rbogt) ^gh ae`hftbai bs

=8 avhrrudhn) Bt/s miswhrhn)

=< ]) ER CU) MXFGBIFDAVV0 Ms lmr ms tgbs nmth

=? oahs$ Lherumry =2tg$ mrh yau mwmrh wghtghr ar iat

=7 @miht Mrvbza wms sfghnudhn ta rhturi ta Ihvhrdmin ai


151/421

=2 tgmt pmrtbfudmr nmy1

5: M) B/c iat mwmrh bl sgh wms)

5= ]) Mdd rbogt) B gmvh m lhw quhstbais meaut tgh

55 daos min B/dd eh naih)

56 Ehobiibio wbtg tgh dao lar 66>$ Hxgbebt =5:$

5> wh/vh gmn faisbnhrmedh thstbcaiy meaut tgbs

58 pmrtbfudmr pmoh)

5< Iaw$ lbrst al mdd$ dht ch msk yau$ emshn5? upai yaur rhvbhw al tgh daos min yaur hxphrbhifh

bi

57 warkbio wbtg tghsh daos$ gaw waudn yau fgmrmfthrbzh ?=2:


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= tgh nhorhh al mffurmfy tgmt bs rhfarnhn1

5 CU) VMIOHU0 B/c oabio ta ae`hft) Mrh wh

6 tmdkbio meaut tgbs pmrtbfudmr pmoh ar mrh wh tmdkbio

> meaut ##

8 CU) MXFGBIFDAVV0 Bi ohihrmd)

< ^GH _B^IHVV0 Bi ohihrmd$ tghy whrh ## fmi B

? miswhr17 ^GH FAXU^0 Vurh)

2 ^GH _B^IHVV0 Varry)

=: Bi ohihrmd tghy whrh mffurmth) Aevbausdy wh

== cmkh cbstmkhs sphddbio imchs) ^ghrh wms tgmt bssuh)

=5 Eut tghy whrh mffurmth)

=6 ]) ER CU) MXFGBIFDAVV0 Min ms lmr ms tgbs

=> pmrtbfudmr pmoh oahs$ wgbfg bs mt tgh eattac$

=8 5#?#:6$ tgbs sgaws tgmt tgh Mrvbzas mrh m fmrry#avhr

=< lrac tgh prhvbaus nmy1

=? M) Rhs)

=7 ]) Min bl wh oa emfk ta tgh prhfhnbio nmy$ wh

=2 gmvh ## B/c iaw sgawbio yau 5#


153/421

5: ouhst bilarcmtbai ##

5= CU) VMIOHU0 Raur Gaiar$ hxfush ch) Faudn

55 wh gmvh m pmoh iucehr1

56 CU) MXFGBIFDAVV0 Rhs$ tgmik yau) ^gmt smch

5> hxgbebt$ ::==


154/421

= Bilarcmtbai1

5 M) Rhs)

6 ]) Va gaw na yau hxpdmbi tgmt1

> CU) VMIOHU0 Fmdds lar sphfudmtbai$ Raur

8 Gaiar)

< CU) MXFGBIFDAVV0 Iat ihfhssmrbdy)

? CU) VMIOHU0 Min dmfk al lauinmtbai)


2 Rau cmy miswhr)

=: ^GH _B^IHVV0 Hbtghr bt wms facpdhthdy

== avhrdaakhn ar tghy whrhi/t tghrh)

=5 ]) ER CU) MXFGBIFDAVV0 _audn yau morhh tghrh

=6 fdhmrdy bs mi hrrar bi tgh daos sachwghrh ai tgash

=> twa pmohs1

=8 M) Rhs)

=< ]) Iaw$ ms lmr ms tgh Awihr min ouhst

=? iatmtbai tghrh tgmt yau shh$ B ehdbhvh yau whrh

=7 sgawi tgmt ey Cr) Vmiohr$ min yau rhspainhn tgmt

=2 tghrh wms sachtgbio ann meaut tgmt1


155/421

5: M) Rhs)

5= ]) _gmt bs bt tgmt yau lbin furbaus meaut tgmt

55 hitry1

56 M) _gmt strbkhs ch bs tgmt wh waudn ihvhr ## B

5> waudn ihvhr$ min B nai/t ehdbhvh miyaih hdsh waudn

58 hvhr wrbth Awihr nawi$ Awihr min ouhst$ ai aih

5< al tghsh daos) Mombi$ lar gbs prbvmfy) _h ihvhr5? daoohn gbc bi ar aut)

57 ]) Akmy) _audn yau sachtbchs cmkh m iatmtbai ?=25


156/421

= bl gh wms ta eh hxphfthn ai tgh praphrty1

5 M) Ai aih al tghsh sghhts1

6 ]) Ai m sghht sachwghrh; `ust tgmt$ Cr)

> @mfksai bs hxphfthn ta fach tanmy$ ar sachtgbioal

8 tgmt imturh)

< M) Ia$ tgmt wms ohihrmddy vhremd)

? ]) Akmy) Eut ms lmr ms mi hitry ai ## bi tgbs7 pmrtbfudmr lmsgbai$ yau/vh ihvhr shhi tgbs ehlarh1

2 M) Ia)

=: ]) Ihvhr shhi bt nurbio yaur lbvh yhmrs tghrh1

== M) Ia)

=5 ]) Na yau rhfaoibzh tgmt gminwrbtbio mt mdd1

=6 M) Ia) B fmi emrhdy rhmn bt) Eut$ ia$ B nai/t

=> rhfaoibzh bt)

=8 CU) MXFGBIFDAVV0 Mdd rbogt) Bl B faudn

=< `ust gmvh m cachit$ Raur Gaiar)

=? ^GH FAXU^0 Rhs)

=7 ]) ER CU) MXFGBIFDAVV0 Na yau kiaw mi

=2 binbvbnumd ey tgh imch al Kdhbi1


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5: M) Bs tghrh m lbrst imch1

5= ]) Naftar1

55 M) Nr) Kdhbi) B rhchcehr tgh imch al Nr)

56 Kdhbi)

5> ]) Akmy) Min nbn tgmt gmvh miy rhdmtbaisgbp ta

58 yaur hcpdaychit mt Ihvhrdmin1

5< M) Rhs)

5? CU) VMIOHU0 B/c oabio ta ae`hft) Bt/s57 ehyain tgh sfaph al frass) ?=26


158/421

= CU) MXFGBIFDAVV0 B ehdbhvh fauishd sgawhn

5 gbc m nafuchit tgmt gmn Nr) Kdhbi/s imch ai bt)

6 ^GH FAXU^0 Mdd rbogt) Avhrrudhn)

> ]) ER CU) MXFGBIFDAVV0 Min gaw na yau kiaw Nr)

8 Kdhbi1

< M) @ust tgmt gh fmch ta tgh praphrty)

? ]) Na yau kiaw wgmt gbs rhdmtbaisgbp wms ta Cr)

7 @mfksai1

2 M) Ia)

=: ]) Na yau kiaw bl gh waudn eh m ouhst al Cr)

== @mfksai/s wghi Cr) @mfksai wms iat prhshit1

=5 CU) VMIOHU0 Ae`hftbai) Dmfk al lauinmtbai$

=6 Raur Gaiar$ min rhdhvmifh)


=8 Rau cmy miswhr)

=< ^GH _B^IHVV0 B nai/t rhfmdd bl gh wms hvhr

=? tghrh wbtgaut Cr) @mfksai ehbio tghrh)

=7 ]) ER CU) MXFGBIFDAVV0 Akmy) _ghi aih al tgh

=2 Uadds ar tgh Ehitdhys waudn dhmvh tgh praphrty$fmi

5: yau thdd ch wghtghr ar iat Cr) @mfksai waudn


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5= ohihrmddy eh mssafbmthn wbtg tgh ush al tgmt

55 vhgbfdh$ sufg m vhgbfdh1

56 CU) VMIOHU0 Ae`hftbai) \mouh min dmfk al

5> lauinmtbai)

58 ^GH FAXU^0 Vustmbihn ai vmouh)

5< ]) ER CU) MXFGBIFDAVV0 _ghi yau whrh

5? fainuftbio yaur nmbdy nutbhs mt tgh shfurbty oum

rn57 eaatg ## ?=2>


160/421

= M) Rhs)

5 ]) ## waudn yau shh Cr) @mfksai facbio min

6 oabio aita tgh praphrty1

> M) Rhs)

8 ]) _audn gh typbfmddy eh bi m vhgbfdh1

< M) Rhs)

? ]) _audn yau shh mi affmsbai wghrh tgh Ehitdhy

7 ar tgh Uadds wms ushn1

2 M) Rhs)

=: ]) _audn yau eh medh ta shh bl Cr) @mfksai wms

== bi tgmt vhgbfdh1

=5 M) Bi tgh Uadds$ tgh adnhr Uadds Uayfhs$ yhs$

=6 ehfmush tghrh wmsi/t ms nmrk m tbit ms ai tgh

=> Ehitdhy) ^gh Ehitdhy wms vhry nmrk tbithn)

=8 ]) Fmi yau thdd ch$ whrh tgash fmrs ohihrmddy

=< ushn wghi Cr) @mfksai wms ehbio trmisparthn

=? sachwghrh1

=7 M) ^gh Ehitdhy bi pmrtbfudmr$ yhs)

=2 ]) Min B/c oabio ta nbrhft yau ta Hxgbebt Ia) =2=$

5: min!ar B sgaudn smy Hxgbebt 668$ pmoh iucehr =2=


161/421

$ bl

5= B fmi lbin bt) Bt/s iat bi arnhr) Ghrh wh oa)

55 ^gmt/s tgh wraio hxgbebt) B/c sarry$ Raur

56 Gaiar)

5> ^gmt mftumddy facpdhths cy rhnbrhft) ^gmik

58 yau)

5< !!

5? !!57 !! ?=28


162/421

= UHFUAVV#HWMCBIM^BAI

5 ER CU) VMIOHU0

6 ]) B kiaw yau wmit ta oa gach)

> M) Rhs$ sbr)

8 ]) B/dd try ta oht yau aut al ghrh)

< Lbrst al mdd$ yau gmn affmsbai ta chht

? Cbfgmhd @mfksai lrac tbch ta tbch$ farrhft1

7 M) Rhs)

2 ]) Gmn m fgmifh ta tmdk wbtg gbc lrac tbch ta

=: tbch$ farrhft1

== M) Rhs)

=5 ]) Min yau lhdt bt wms mppraprbmth ta rhsphft

=6 gbs prbvmfy mt gbs gach$ farrhft1

=> M) Farrhft)

=8 ]) ^ghrh wms iatgbio whbrn meaut mddawbio m

=< fhdherbty ta gmvh prbvmth tbch mt gbs gach$ wms

=? tghrh1

=7 M) Ia)

=2 ]) Min bi lmft$ gaw cmiy hcpdayhhs whrh tghrh

5: mt tgh rmifg$ rauogdy$ nurbio tgh tbch yau warkhn


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5= tghrh1

55 M) Zraemedy mrauin 7:) Ehtwhhi 7: min cmyeh

56 =::)

5> ]) Va bl 7: ar =:: phapdh fmch up min sphit m

58 cbiuth wbtg Cr) @mfksai hvhry tbch$ hvhry nmy$ gh

5< waudn gmvh ia prbvmfy$ farrhft1

5? CU) MXFGBIFDAVV0 Ae`hftbai; mrouchitmtbvh)57 ^GH FAXU^0 Vustmbihn) ?=2


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= ]) ER CU) VMIOHU0 Akmy) Bi atghr warns$ wbtg

5 tgmt cmiy phapdh ar hvhi wbtg m lhw phapdh$ bt waudn

6 eh bcpartmit ta mddaw m phrsai wgash gach bt wmsta

> sphin tbch mt tghbr gach min iat eh eatghrhn ey

8 phapdh wga mrh hcpdayhn tghrh ta wark lar gbc$

< farrhft1

? CU) MXFGBIFDAVV0 Vmch ae`hftbai)


2 Rau cmy miswhr)

=: ^GH _B^IHVV0 Rhs)

== ]) ER CU) VMIOHU0 Akmy) Iaw$ bi tgh faursh al

=5 kiawbio Cr) @mfksai bi tgh faithxt tgmt yau `ust

=6 nhsfrbehn$ Cr) @mfksai bs shisbtbvh ta tgh sui;bs

=> tgmt farrhft1

=8 CU) MXFGBIFDAVV0 Ae`hftbai; lauinmtbai)

=< ^GH FAXU^0 Vustmbihn)

=? ]) ER CU) VMIOHU0 _hrh yau mwmrh tgmt gh taak

=7 chmsurhs ta try ta mvabn nbrhft suidbogt1


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=2 CU) MXFGBIFDAVV0 Ae`hftbai; hxfhhns tgh

5: sfaph)

5= CU) VMIOHU0 Iat mt mdd) Nr) Kdhbi)


56 'Dmuogthr)"

5> ^GH _B^IHVV0 _ms B mwmrh ##

58 ]) ER CU) VMIOHU0 ^gmt gh taak chmsurhs ta

5< mvabn nbrhft suidbogt)5? M) Rhs)

57 CU) MXFGBIFDAVV0 Ae`hft ms ta lauinmtbai) ?=2?


166/421

= ^GH FAXU^0 Avhrrudhn)

5 CU) VMIOHU0 Min tgh miswhr/s bi$ Raur

6 Gaiar1

> ^GH FAXU^0 Rhs)

8 CU) VMIOHU0 ^gmik yau)

< ]) _hrh yau mwmrh tgmt Nr) Kdhbi wms tgh

? nhrcmtadaobst trhmtbio Cr) @mfksai/s vbtbdboa1

7 M) Ia)

2 ]) _hrh yau mwmrh tgmt gh wms m nhrcmtadaobst1

=: M) B wms mwmrh tgmt gh wms m naftar)

== ]) Min yau ehdbhvh gh wms Cr) @mfksai/s naftar

=5 lar aih praedhc ar miatghr; bs tgmt farrhft1

=6 M) Rhs)

=> ]) Mdd rbogt) Iaw$ tghrh wms thstbcaiy ai

=8 nbrhft min tghi rhnbrhft mombi meaut tgbs iatmtbai

=< ai tgh orhmsh eamrn min tgh iatmtbai bi tgh daosai

=? pmoh ## bt wms =8> al Hxgbebt 66> meaut ## tgh

=7 iatmtbai ai tgh orhmsh eamrn yau rhfmdd wms sphfblbf

=2 ta Omvbi) Omvbi sgaudn iat dhmvh tgh praphrty; b


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s

5: tgmt rbogt1

5= M) Omvbi bs iat mddawhn all praphrty)

55 ]) ^gmt/s yaur rhfaddhftbai al wgmt wms ai tgh

56 orhmsh eamrn$ farrhft1

5> M) Rhs)

58 ]) Min yaur rhfaddhftbai al wgmt wms bi tgh dao

5< bs wgmt$ bi lmft$ wms sgawi ta yau bi Hxgbebt 66>$

5? pmoh =8>)

57 Cmy B$ yaur Gaiar1 ?=27


168/421

= ^GH FAXU^0 Rhs)

5 ]) ER CU) VMIOHU0 Zmoh ::=8>$ min mombi$ bt

6 smys ## tgh wgadh quath bs$ ^gh kbns mrh iat ta

> dhmvh phr @ah) Kbns chmibio dbkh Omvbi$ Vtmr$ht

8 fhthrm$ rbogt1

< M) Ubogt)

? ]) Min tgbs wms ai tgh dao al # yau fmi shh bt7 tghrh # 5#=2#:6$ farrhft1

2 M) Lherumry =2tg)

=: ]) Lherumry =2tg$ 5::6$ farrhft1

== M) Rhs)

=5 ]) Min tgmt wms tgmt tbch phrban wghrh yau gmn

=6 sa cmiy phapdh ai tgh rmifg tgmt yau gmn tgbs cmsthr

=> dbst ai 5#=?$ min tghi tgh rhoudmr pastbio al ouhsts

=8 nbni/t rhsuch mombi uitbd mlthr 5#5:) Rau rhsuchn

=< mombi ai 5#5=#:6$ farrhft1

=? M) Rhs)

=7 ]) Mdd rbogt) Va bt wms iat passbedh ta trmfk


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=2 hvhryeany/s cavhchits ai min all tgh rmifg nurbio

5: tgmt phrban al tbch; bs tgmt farrhft1 ^ghy whrhi/t

5= mdd daoohn bi min aut ms tghy sgaudn gmvh ehhi1

55 M) Iat passbedh ta ##

56 ]) ^rmfk wghtghr ar iat phapdh dhlt min fmch

5> emfk ai tgh rmifg ehtwhhi tgmt 5#=? min 5#5: wghi

58 tghy whrh mdd kbin al ducphn taohtghr1

5< M) B ehdbhvh tghrh/s hvhi m iath ai tgh eattac

5? al tgmt pmoh tgmt tgmt/s oabio ta eh fmrrbhn avhr

57 tgrauog tgash phrbans) B ehdbhvh bt waudn eh hmsy ?=22


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= ta khhp trmfk al wga fachs min oahs ai tgh praphrty)

5 Bi miswhr ta yaur quhstbai$ ia$ B ehdbhvh

6 tgmt bt faudn eh trmfkhn ##

> ]) Akmy)

8 M) ## wga wms facbio min oabio)

< ]) Mdd rbogt) Min B/c oabio ta ##

? M) Cmyeh iat ey pmphrwark$ eut bt faudn gmvh7 ehhi naih)

2 ]) Akmy) Bt faudn gmvh ehhi naih$ eut tgh

=: pmphrwark ghrh bs sachwgmt nhlbfbhit bi tgmt rhomrn$

== bsi/t bt1

=5 Dht ch put up =>2$ wgbfg bs tgh pmoh tgmt

=6 smbn 5#=? tgrauog 5#5:) Min tgmt/s wghrh wh gmn

=> hvhryeany tghrh ai tgmt ebo dbst$ farrhft1

=8 M) Farrhft)

=< ]) Min$ lar bistmifh$ bt sgaws lar tgh Mrvbza

=? lmcbdy$ tgh kbns$ bt sgaws fmrrbhn avhr lrac tghnmy

=7 ehlarh$ min bt sgaws =28= gaurs aut$ min bt nahsi/t


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=2 sgaw emfk bi)

5: M) _hdd$ bl yau dblt ## sfaat tgh pmoh emfk sa

5= wh fmi shh tgh eattac)

55 ]) Fhrtmbidy)

56 M) Bl B whrh warkbio tgh omth mt tgbs tbch

5> phrban min B smw tgmt iath ai tgh eattac$ Dbst

58 uitbd ouhst nhpmrts$ F#=$ wgbfg bs lar Fgmrdhs=$

5< wgbfg wms Furtbs Oarnai$ wga wms m suphrvbsar$ B

5? waudn tmkh tgmt ta chmi tgmt tghy fmch bi ai ##ar

57 tgh fmrry#avhr gmpphihn ai tgh =?tg$ min tghbr tbch ?5::


172/421

= aut wms ai tgh 5:tg)

5 ]) Akmy) B uinhrstmin) Va yaur bithrprhtmtbai

6 al tgbs$ bl tgbs whrh mffurmth$ bs tgmt tgh Mrvbzas

> nbn iat dhmvh uitbd tgh hvhibio al tgh 5:tg$ =28=

8 lar tgh fgbdnrhi$ min 5=>8 lar @miht$ farrhft1

< M) Farrhft)

? ]) Va mombi$ hvhryeany ohts tgbs$ eut ?08= mt

7 ibogt min 20>:$ wgmthvhr tgmt smys$ mt ibogt lar

2 @miht$ farrhft1

=: M) Rhs)

== ]) Iaw$ whrh yau ## mrh yau mwmrh$ ms yau sbt

=5 tghrh rbogt iaw$ tgmt tgh Mrvbzas whrh bi Das

=6 Miohdhs ai tgh hvhibio al tgh =2tg1

=> M) Ia)

=8 CU) MXFGBIFDAVV0 B/c oabio ta ae`hft ms ta

=< tgh larc al tgh quhstbai ehbio ## mssucbio lmfts)

=? ^GH FAXU^0 ^gh miswhr bs$ Ia) Ihxt

=7 quhstbai)

=2 ]) ER CU) VMIOHU0 Min bl tghy whrh bi Das


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5: Miohdhs ai tgh hvhibio al tgh =2tg$ tghrh bs ia

5= binbfmtbai bi tghsh daos tgmt tghy dhlt tgh rmifg

55 lar tgmt purpash; bs tgmt farrhft1

56 M) ^gmt/s farrhft)

5> ]) Mdd rbogt) Min$ iaw$ turibio ta =8> mombi$

58 wgbfg wh/vh mdd shhi$ 5#=2$ bt smys =?85$ sa tgmt/s

5< 8085$ `ust ehlarh sbx a/fdafk bi tgh hvhibio aitgh

5? =2tg)

57 Bl tgh Mrvbzas whrh suppashn ta eh mvmbdmedh ?5:=


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= lar tgh purpash al oabio ta Das Miohdhs lar m

5 vbnhatmpbio$ waudn bt eh rhmsaimedh lar tgh omthta

6 eh mnvbshn tgmt tgh kbns sgaudn iat dhmvh tgh rmifg1

> CU) MXFGBIFDAVV0 B/c oabio ta ae`hft ms

8 mrouchitmtbvh min mssucbio lmfts iat bi hvbnhifh)

< ^GH FAXU^0 Vustmbihn ms mrouchitmtbvh)? CU) VMIOHU0 Mdd rbogt)

7 ]) Dht/s put bt tgbs wmy0 Bi atghr warns$ ms

2 pmrt al tgh nutbhs al sacheany mt tgh omth$ waudn

=: yau lhhd bt wms mi mppraprbmth bistruftbai tgmt

== sacheany iat ## wghtghr bt/s mi mnudt ar m fgbdn$

=5 tgmt sacheany iat dhmvh tgh rmifg bl tghy/rh

=6 hxphfthn ta eh mvmbdmedh ta oht bita m fmr ta oa

=> sachwghrh1

=8 CU) MXFGBIFDAVV0 Ae`hftbai) Mrouchitmtbvh;

=< fmdds lar m faifdusbai)

=? ^GH FAXU^0 Vustmbihn)


175/421

=7 CU) VMIOHU0 Mdd rbogt)

=2 ]) Iaw$ wgmthvhr tgmt iatmtbai bs lar$ wms tgmt

5: iatmtbai pdmfhn tghrh bi m pdmfh ai tghsh omth

5= mftbvbty daos wghrh miy min mdd al tgh shfurbty

55 stmll waudn eh medh ta rhmn bt1

56 M) Miy min mdd tgmt whrh warkbio tgmt nmy$ yhs)

5> ]) Akmy) Min wms bt ## mrh tghsh rhfarns khpt

58 ms phrcmihit rhfarns15< M) B ehdbhvh sa)

5? ]) Mdd rbogt) Va prhsucmedy caitgs dmthr$

57 yhmrs dmthr$ sacheany faudn oa emfk min lbin tgmt ?5:5


176/421

= iatmtbai$ rbogt1

5 M) Rhs)

6 ]) ^gbs bs iat m shfrht faccuibfmtbai tgmt wms

> nhsboihn ta eh nhstrayhn mlthr phapdh rhfhbvhn tgh

8 bilarcmtbai$ farrhft1

< M) Farrhft)

? ]) Akmy) Bt wms dhlt ms m phrcmihit chcarbmd7 ta sachtgbio tgmt wms bistrufthn ar sachtgbio tgmt

2 wms faccuibfmthn ta tgh shfurbty stmll; bs tgmt

=: rbogt1

== M) Rhs)

=5 ]) Min wghi yau tmdk meaut tgbs orhmsh eamrn$

=6 miy chssmoh tgmt wms ai tgh orhmsh eamrn wms put

=> tghrh sa tgmt miyeany ai tgh shfurbty stmll faudn

=8 shh bt; bs tgmt farrhft1

=< M) Farrhft)

=? ]) Min miyeany hdsh tgmt faisudthn tgh rhfarns

=7 faudn mdsa shh bt$ aevbausdy; bs tgmt rbogt1


177/421

=2 M) ^ghsh rhfarns)

5: ]) B/c sarry$ yau/rh rbogt) Rau/rh up mdd

5= ibogt min B/c ohttbio failushn$ sa dht ch fdmrbly

55 bt)

56 Lbrst al mdd$ tgh orhmsh eamrn) Miyeany

5> tgmt fmch bita tgh shfurbty allbfh faudn shh tgmt

58 orhmsh eamrn min waudn eh medh shh wgmt wms up5< tghrh$ rbogt1

5? M) Rhs)

57 ]) Min tgmt wms rbogt bi tgh lrait raac$ ?5:6


178/421

= farrhft1

5 M) Farrhft)

6 ]) ^gh naars mrh althi aphi1

> M) _ghi sachaih fachs bi min aut)

8 ]) ^ghrh/s wbinaws tghrh1

< M) Rhs)

? ]) Mncbibstrmtbai phapdh fmi fach nawi min na

7 althi fach nawi bita tgh shfurbty allbfh$ farrhft1

2 M) Farrhft)

=: ]) Va tghrh/s phapdh tgmt waudn wark up bi tgh

== mncbibstrmtbai eubdnbio$ tgh rmifg cmimohr$ tgh

=5 mncbibstrmtbvh mssbstmits min sa ai$ farrhft1

=6 M) Rhs)

=> ]) Lbrhchi faudn oa bi tghrh min shh tgmt$

=8 farrhft1

=< M) Rhs)

=? ]) Rau al faursh faudn shh bt$ min yau whrh m

=7 swari phmfh allbfhr$ rbogt1

=2 M) Farrhft)

5: ]) Mdd rbogt) Min tghi sbcbdmrdy$ wbtg rhomrn


179/421

5= ta tgash rhfarns$ tgh omth dao rhfarns$ tgash whrh

55 cmbitmbihn sa tgmt phapdh lrac tgh mncbibstrmtbai

56 faudn rhvbhw tghc$ farrhft1

5> M) Farrhft)

58 ]) Min mombi$ lbrhchi min atghr shfurbty

5< allbfhrs faudn rhvbhw tghc1

5? M) Rhs)

57 ]) Va tgbs wms iat m shfrht1 ?5:>


180/421

= M) Ia)

5 ]) ^gmik yau)

6 Iaw$ yau binbfmthn tgmt sachtbchs

> mssboichits oat ## dht ch wbtgnrmw tgmt)

8 ^gh quhstbai wms meaut raac mssboichits)

< _ms tghrh rhmddy m raac mssboichit systhc1

? M) Rhs$ mt tbchs tghrh whrh)

7 ]) Akmy)

2 M) Hsphfbmddy wbtg tgh ouhst uibts)

=: ]) _ga mssboihn phapdh ouhst uibts1

== M) Ohihrmddy bt waudn eh tgh ## wgachvhr wms bi

=5 fgmroh al tgh gaush$ ar mt tbchs wga wms bi fgmroh

=6 al tgh gaushkhhpbio$ ar tgh rmifg cmimohr)

=> ]) Akmy) Va wms bt yaur uinhrstminbio tgmt

=8 tgash ## tgmt sacheany dbkh tgmt waudn mftumddythdd

=< tgh ouhst$ Rau mrh mssboihn ta tgbs uibt1

=? M) Rhs)

=7 ]) Akmy) Min bl ouhsts wmithn ta stmy

=2 sachpdmfh hdsh$ lar bistmifh$ sacheany smbn$ Eay$


181/421

5: B/n rhmddy dbkh ta gmvh Xibt Ia) >$ waudn mi hllart

5= eh cmnh ai tgh pmrt al tgh stmll ta mddaw tgmt

55 phrsai ta gmvh tgmt uibt1

56 M) B ihvhr wms bivadvhn bi tgmt)

5> ]) Lmbr hiauog) Bl sacheany wmithn ta stmy$

58 lar bistmifh$ aut mt tgh tghmthr rmtghr tgmi m ouhst

5< uibt$ waudn tghy eh mffaccanmthn$ lar tgh cast pmrt1

5? M) Lar tgh cast pmrt$ yhs)

57 ]) Mdd rbogt) Iaw$ sachtbchs sacheany cbogt eh ?5:8


182/421

= mssboihn$ smy$ ta m ouhst uibt min tghy waudn

5 nhfbnh$ _hdd$ B/n rhmddy rmtghr stmy aut mt tgh

6 tghmthr) ^gmt faudn gmpphi$ rbogt1

> M) Vurh$ bt faudn gmpphi)

8 ]) ^ghy cbogt msk phrcbssbai al sacheany$

< wgmthvhr gmpphis; tghy hin up stmybio aut mt tgh

? tghmthr ai Ibogt Ia) =1

7 M) Akmy) Rhs)

2 ]) Min bt/s ## bt/s ohihrmddy ## bt ohihrmddy

=: ehfachs kiawi wghrh tgh ouhsts mrh stmybio; bs tgmt

== farrhft1

=5 M) Hvhitumddy$ gaphluddy)

=6 ]) Akmy)

=> M) Rhs)

=8 ]) Eut ouhsts cmy cmkh rhquhsts lar laan ar

=< atghr shrvbfhs ai m ## whdd$ dht ch msk tgmt) ^ghy

=? cmy na tgmt lrac tbch ta tbch1

=7 M) Rhs)

=2 ]) Bi lmft$ bt/s vhry faccai lar phapdh ta fmdd


183/421

5: lar laan ar nrbik ar sachtgbio min gmvh bt nhdbvhrhn

5= ta wghrh tghy mrh1

55 M) Rhs)

56 ]) Min shfurbty hvhitumddy ehfachs mwmrh al

5> wghrh phapdh mrh$ hbtghr tgrauog tghc rhquhstbio

58 shrvbfhs$ ar pgaih fmdds facbio bi lar tghc$ ar

5< sachtgbio hdsh$ rbogt15? M) Rhs)

57 ]) Min sa bl sacheany bs daoohn bi rhphmthndy ?5:


184/421

= bi tgh smch uibt bi tgh shfurbty daos$ tgmt waudn

5 thin ta binbfmth tgmt shfurbty bs iaw prhtty cufg

6 mwmrh tgmt tgmt/s wghrh tgh phrsai bs stmybio; bs

> tgmt rbogt1

8 M) Rhs)

< ]) Mdd rbogt) Iaw$ yau rhchcehr Nmvhddbi$ na? yau iat1

7 M) \mouhdy)

2 ]) \mouhdy) Na yau rhchcehr ## min yau

=: rhchcehr Cmrbh Ibfadh1

== M) Rhs)

=5 ]) Nurbio tgbs tbch phrban$ na yau rhchcehr

=6 Nmvhddbi min Cmrbh Ibfadh gmiobio aut taohtghr1

=> M) Rhs$ B ehdbhvh B na)

=8 ]) Min tghy shhchn ta eh oaan lrbhins; bs tgmt

=< farrhft1

=? M) Rhs)

=7 ]) Min nbn tghy shhc ta eh gmvbio lui1

=2 M) Rhs)


185/421

5: ]) Mdd rbogt) Min tghy/n wmdk mrauin tgh

5= praphrty min gmvh m oaan tbch1

55 M) Vurh)

56 ]) Mdd rbogt) Min na yau rhfmdd Nmvhddbi min

5> Cmrbh Ibfadh stmybio aut mt tgh tghmthr nurbio tgbs

58 phrban al tbch1

5< M) Rhs$ B na)5? ]) Va bi mnnbtbai ta tgh dao hitrbhs$ yau

57 phrsaimddy rhfmdd tghc ehbio aut ## stmybio autbi ?5:?


186/421

= tgmt mrhm; bs tgmt farrhft1

5 M) Rhs)

6 ]) Akmy) Min B ehdbhvh aih dmst mrhm B wmit ta

> msk yau meaut ghrh tgmt wms erauogt up ey Cr)

8 Mufgbifdass)

< Rau gmvh hxphrbhifh ms m padbfh allbfhr$ min

? mdsa hxphrbhifh ehbio m shfurbty oumrn lar Cr)

7 @mfksai$ m cm`ar fhdherbty$ min B/c oabio ta msk

2 yau$ nrmwbio ai mdd al tgmt$ na yau mssuch tgmt

=: bitrunhrs mrh iat oabio ta eh m nmiohr ta miyeany1

== M) Ia)

=5 ]) Bi lmft$ yau mssuch tghy/rh oabio ta eh m

=6 nmiohr1

=> M) Rhs)

=8 ]) Rau gmvh ta na tgmt) Min yau/rh mwmrh al

=< fhdherbty stmdkhrs$ mrh yau iat1

=? M) Rhs)

=7 ]) Min yau/rh mwmrh al bistmifhs wghrh

=2 fhdherbty stmdkhrs$ hvhi tgauog tghy whrh lmis$nbn


187/421

5: gmrc ta fhdherbtbhs$ farrhft1

5= M) Rhs)

55 ]) Min nbn gmrc ta phapdh mrauin fhdherbtbhs$

56 farrhft1

5> M) Rhs)

58 ]) _hrh yau mwmrh tgmt aih al tgh bitrunhrs

5< mftumddy oat bita tgh trmbi raac upstmbrs bi Cr)

5? @mfksai/s gaush1

57 CU) MXFGBIFDAVV0 B/dd ae`hft) Mssuchs ?5:7


188/421

= lmfts)


6 Rau cmy miswhr)

> ^GH _B^IHVV0 ^gh tgbrn ldaar al tgh gaush1

8 ]) ER CU) VMIOHU0 Rhs)

< M) Rhs)

? ]) Min yau waudn faisbnhr tgmt ta eh m shrbaus

7 bitrusbai bita Cr) @mfksai/s shfurbty$ waudn yau

2 iat1

=: M) Rhs)

== ]) _hrh yau mwmrh tgmt aih al tgh bitrunhrs wms

=5 passhssbio m gminoui1

=6 M) Ia)

=> ]) M iucehr al tghsh bitrunhrs whrh mftumddy

=8 mrrhsthn$ tgh sghrbll wms erauogt ai$ min tghy whrh

=< mrrhsthn min tmkhi mwmy; bs tgmt farrhft1

=? M) Farrhft)

=7 ]) Min sach al tgh rhphmt bitrunhrs whrh

=2 mftumddy prashfuthn ey tgh Nbstrbft Mttarihy/s

5: Allbfh; bs tgmt rbogt1


189/421

5= M) Rhs)

55 CU) VMIOHU0 Akmy) ^gmik yau) Ia lurtghr

56 quhstbais)

5>

58 LXU^GHU UHNBUHF^ HWMCBIM^BAI

5< ER CU) MXFGBIFDAVV0

5? ]) Ohihrmddy sphmkbio$ emshn ai yaur hxphrbhifh

57 min iat ai wgmt yau mitbfbpmthn$ wgmt nbn tghsh?5:2


190/421

= bitrunhrs wmit1

5 CU) VMIOHU0 B/c oabio ta ae`hft) ^gmt/s ##

6 tgmt/s vmouh)

> ^GH FAXU^0 Avhrrudhn)

8 Rau cmy miswhr)

< ^GH _B^IHVV0 _gmt nbn tghy wmit1

? ]) ER CU) MXFGBIFDAVV0 Rhmg) _gy nbn tghy

7 wmit ta fach ai Ihvhrdmin1

2 M) ^ghy wmithn ta shh Cr) @mfksai)

=: ]) @ust shh gbc1

== M) Vhh gbc)

=5 ]) Cmyeh chht gbc1

=6 M) Rhs)

=> ]) ^gmt/s mdd1

=8 CU) VMIOHU0 Ae`hftbai) Fmdds lar

=< sphfudmtbai$ Raur Gaiar)

=? ^GH FAXU^0 Mrouchitmtbvh; sustmbihn)

=7 ]) ER CU) MXFGBIFDAVV0 Ms lmr ms tgh orhmsh

=2 eamrn oahs$ yau prhvbausdy thstblbhn tgmt tgmt

5: bistruftbai wms ai tgh eamrn lar mppraxbcmthdy m


191/421

5= whhk1

55 M) ^gmt/s meaut tgh dhiotg tgmt B rhchcehr bt

56 ehbio tghrh)

5> ]) Nbn yau tmkh tgmt bistruftbai shrbausdy lar

58 tgh hitbrh whhk1

5< M) Rhs)

5? ]) Nbn yau faisbnhr tgmt ta eh mi arnhr ta iat

57 dht Omvbi all tgh praphrty lar tgmt hitbrh phrban al ?5=:


192/421

= tbch1

5 M) Rhs)

6 ]) Min fmi yau thdd ch$ emshn ai yaur

> hxphrbhifh min trmbibio mt Ihvhrdmin$ wga waudn gmvh

8 mutgarbty ta cmkh sufg mi arnhr ai tgh orhmsh eamrn

< min bi tgh daos1

? M) _hdd$ udtbcmthdy Cr) @mfksai)

7 ]) Akmy) Min wga waudn na ## wga waudn

2 udtbcmthdy1 Gaw waudn tgh fgmbi oa1 _ga put stull

=: up ai tgh eamrn1

== M) Ohihrmddy aih al cy suphrvbsars)

=5 ]) Min wga wms yaur suphrvbsar1

=6 M) Hbtghr Furtbs Oarnai$ @udba Cmomim ar \badht

=> Vbdvm)

=8 ]) Min wga na tghy rhpart ta1

=< M) @ah Cmrfus)

=? ]) Min wga nahs gh rhpart ta1

=7 M) Cr) @mfksai)

=2 CU) MXFGBIFDAVV0 ^gmik yau) Ia lurtghr


193/421

5: quhstbais)

5=

55 LXU^GHU UHFUAVV#HWMCBIM^BAI

56 ER CU) VMIOHU0

5> ]) Iaw$ wghi yau smy rhpart ta$ yau gmvh

58 mesaduthdy ia hvbnhifh wgmtsahvhr tgmt Cr) @mfksai

5< gbcshdl omvh mi bistruftbai tgmt Omvbi wms iat ta oa

5? all tgh rmifg; bs tgmt truh1

57 CU) MXFGBIFDAVV0 Ae`hftbai; mrouchitmtbvh) ?5==


194/421

= ^GH FAXU^0 Avhrrudhn)

5 Rau cmy miswhr)

6 ^GH _B^IHVV0 B gmvh ia kiawdhnoh al gbc

> obvbio tgmt)

8 ]) ER CU) VMIOHU0 Mdd rbogt) Min tgh lmft

< tgmt phapdh rhpart ## Cr) @mfksai awis tgh praphrty$

? ta yaur kiawdhnoh$ farrhft17 M) ^a cy kiawdhnoh$ yhs)

2 ]) Akmy) Min tgh lmft tgmt phapdh udtbcmthdy

=: rhpart ta tgh awihr al tgh praphrty nahs iat chmi

== tgmt tghy oht hvhry bistruftbai tgmt tghy

=5 faccuibfmth nawi tgh dbih lrac tgh awihr al tgh

=6 praphrty$ farrhft1

=> M) Farrhft)

=8 ]) Va bt/s hitbrhdy passbedh$ emshn ai yaur

=< uinhrstminbio al tgbs fgmbi al faccmin$ tgmt

=? sacheany sachwghrh bi tgh cbnndh$ up ar nawi$ bi

=7 tgbs fgmbi al faccmin nhfbnhn ta put tgbs ai tgh


195/421

=2 orhmsh eamrn$ farrhft1

5: M) Bt faudn gmvh gmpphihn$ yhs)

5= ]) Min yau fhrtmbidy ihvhr smw Cr) @mfksai fach

55 bi min wrbth miytgbio ai tgh shfurbty orhmsh eamrn

56 gbcshdl$ farrhft$ sbr1

5> M) ^gmt/s farrhft)

58 ]) Min yau ihvhr smw Cr) @mfksai wrbth miytgbio

5< gbcshdl bita tgh omth daos; bs tgmt farrhft$ sbr1

5? M) Farrhft)

57 CU) VMIOHU0 Akmy) ^gmik yau) ?5=5


196/421

= CU) MXFGBIFDAVV0 Aih dmst quhstbai)

5

6 LXU^GHU UHNBUHF^ HWMCBIM^BAI

> ER CU) MXFGBIFDAVV0

8 ]) Mrh yau mwmrh$ nurbio tgh faursh al yaur

< hcpdaychit mt Ihvhrdmin$ al miy catbvh$ rhmsai$ wgy

? @ah Cmrfus$ \badht Vbdvm$ Furtbs Oarnai$ @udba7 Cmomim$ miy al tghsh binbvbnumds$ miy ## mrh yau

2 mwmrh al miy rhmsai wgy tghy waudn wmit ta gmvh

=: Omvbi Mrvbza khpt ai tgh Ihvhrdmin praphrty1

== M) Ia)

=5 CU) VMIOHU0 Fmdds lar sphfudmtbai$ Raur

=6 Gaiar)

=> ^GH FAXU^0 Vustmbihn)

=8 CU) MXFGBIFDAVV0 ^gmik yau) Ia lurtghr

=< quhstbais)

=? CU) VMIOHU0 Min cavh ta strbkh tgh miswhr)

=7 B tgbik bt nbn fach bi ar wms smbn)

=2 ^GH FAXU^0 B/dd strbkh tgh miswhr)

5: CU) VMIOHU0 ^gmik yau)


197/421

5= Gh gmn ia quhstbais) ^ghrh whrh ia

55 quhstbais$ sa B gmvh ia quhstbais)

56 ^GH FAXU^0 Rau/rh lrhh ta oa)

5> ^GH _B^IHVV0 ^gmik yau$ sbr)

58 ^GH FAXU^0 Fach larwmrn)

5< _ghi yau oht ta tgh wbtihss stmin$ pdhmsh

5? rhcmbi stminbio$ lmfh tgh fdhrk min rmbsh yaur r

bogt57 gmin) ?5=6


198/421

= V^HZGHI FDHM\HV

5 Gmvbio ehhi swari$ thstblbhn ms laddaws0

6

> ^GH _BÎHVV0 B na)

8 ^GH FDHUK0 Zdhmsh eh shmthn) Vtmth min

< sphdd yaur imch lar tgh rhfarn)

? ^GH _BÎHVV0 Vthpghi Fdhmvhs)

7 V#t#h#p#g#h#i; F#d#h#m#v#h#s)

2 ^GH FDHUK0 ^gmik yau)

=: CU) VMIOHU0 Raur Gaiar$ faudn B gmvh ùst

== aih cachit$ pdhmsh1

=5 ^GH FAXU^0 Rhs)

=6 CU) VMIOHU0 ^gmik yau)

=> CU) VIHNNAI0 Oa mghmn1

=8 CU) VMIOHU0 Rhmg)

= ]) Gaw daio gmvh yau ehhi wbtg tgh nhpmrtchit1

58 M) 58 yhmrs)

5< ]) Min yaur furrhit mssboichit1

5? M) B/c warkbio sphfbmd aphrmtbais)

57 ]) Min yau dbvh bi Vmitm Rihz1 ?5=>


200/421

= M) ^gmt/s farrhft)

5 ]) Min ai Iavhcehr tgh =7tg al 5::6$ whrh yau

6 pmrt al m oraup al phapdh wga hxhfuthn m shmrfg

> wmrrmit mt Ihvhrdmin \mddhy Umifg1

8 M) B wms)

< ]) Min wgmt wms yaur pmrtbfudmr rhspaisbebdbty

? ai tgmt nmy1

7 M) ^a suphrvbsh m oraup al bivhstbomtars tgmt

2 whit min shmrfghn tgh shfurbty allbfhs lar lbdhs)

=: ]) Min wghi yau smy shfurbty allbfh$ wghrh

== wms tgmt dafmthn ai tgh prhcbshs1

=5 M) Bt wms pmrt al tgh cmbi rhsbnhifh mt tgh lmr

=6 whst hin$ B ehdbhvh tgmt bs)

=> ]) _ms bt nbrhftdy faiihfthn ta tgh rhsbnhifh

=8 ar wms tghrh m erhhzhwmy ehtwhhi tgh twa eubdnbios1

=< M) B ehdbhvh tghrh/s m erhhzhwmy)

=? ]) Iaw$ wghi yau oat ta tgh shfurbty allbfh$

=7 yau smbn tgmt yau whrh mssboihn m pmrtbfudmr

=2 rhspaisbebdbty bi tgmt allbfh)


201/421

5: M) ^gmt/s farrhft)

5= ]) _gmt wms tgh rhspaisbebdbty1

55 M) ^a daak lar lbdhs ar facputhrs)

56 Vphfblbfmddy$ wh gmn m dbst al imchs tgmt wh whrh

5> daakbio lar tgmt ## al phrsais wga fmch ai ar all

58 tgh rmifg)

5< ]) Min nbn tgash imchs bifdunh tgh Mrvbza5? lmcbdy1

57 M) Rhs$ tghy nbn) ?5=8


202/421

= ]) Min atghr binbvbnumds1

5 M) ^ghy nbn)

6 ]) Iaw$ nbn yau mftumddy pmrtbfbpmth bi daakbio

> tgrauog tgh rhfarns yaurshdl1

8 M) B nbn)

< ]) Min lrac wghrh nbn yau aetmbi tgh rhfarns1

? M) ^ghrh whrh shvhrmd eaxhs al ## fmrneamrn

7 eaxhs tgmt gmn lbdhs starhn bi tghc bi tgmt raac$

2 min wh udtbcmthdy whit tgrauog hmfg aih al tgash

=: eaxhs min tghi puddhn tgh lbdhs wbtg tgh imchs tgmt

== wh whrh daakbio lar)

=5 ]) Va wbtg rhomrn ta tgh shmrfg tgmt affurrhn$

=6 mdd al tgh eaxhs min mdd tgh lbdhs faitmbihn bitgmt

=> shfurbty allbfh whrh vbhwhn ey yau ar atghr

=8 chcehrs ## ar tgh phapdh warkbio wbtg yau bi tgmt

=< tmsk1

=? M) ^gmt/s farrhft)

=7 CU) VMIOHU0 Ae`hftbai) Fmdds lar


203/421

=2 sphfudmtbai; dmfk al lauinmtbai; min dhmnbio)

5: ^GH FAXU^0 Avhrrudhn) Ihxt quhstbai)

5= ]) ER CU) VIHNNAI0 Nbn yau phrsaimddy$ ms m

55 rhsudt al yaur hllarts bi daakbio tgrauog tghsh

56 cmthrbmds$ tmkh bita yaur fustany min faitrad

5> fhrtmbi hxgbebts1

58 M) B nbn)

5< ]) Min na yau rhfmdd `ust mppraxbcmthdy gaw5? cmiy ## whdd$ lbrst al mdd$ wgmt whrh tgh imturh

al

57 tgh bthcs tgmt yau mftumddy taak bita yaur fustany ?5=


204/421

= min faitrad1

5 M) Cbih whrh lbdhs$ min tghy whrh rhdmthn ta

6 tgh omthgaush dao hitrbhs min!ar miy chnbfmd bi`ury

> bifbnhit rhparts) B ehdbhvh mdd al cbih whrh

8 nbrhftdy rhdmthn ta tgh hitry daos$ tgauog$ lar tgh

< rmifg)

? ]) Min wghi yau whit tgrauog tgh bthcs min yau

7 smw bthcs tgmt yau lhdt whrh bthcs tgmt yau wmithn

2 ta shbzh pursumit ta tgh shmrfg wmrrmit$ wgmt nbn

=: yau na wbtg tgash bthcs1

== M) Ms wh whit tgrauog tgh eax$ wh waudn faddhft

=5 tgh bthcs tgmt wh wmithn ta shbzh min sht tghc

=6 msbnh$ facpdhthn tgh eax$ min tghi wh taak tgh bthcs

=> avhr ta Nhputy Cahddhr$ wga wms aur shbzbio allbfhr$

=8 min turihn tghc avhr ta gbc) Gh mssboihn tghc mi

=< bthc iucehr min pmfkmohn tghc lar hvbnhifh)

=? ]) Min tgmt/s wgmt yau nbn wbtg rhomrn ta tgh


205/421

=7 bthcs tgmt yau taak1


5: ]) Iaw$ na yau rhfmdd wghtghr ar iat miy al tgh

5= nafuchits tgmt yau whit tgrauog phrsaimddy tgmtnmy

55 bivadvhn miy rhfarns ehyain Nhfhcehr 6=st al tgh

56 yhmr 5::51 Bi atghr warns$ nbn yau lbin miy rhfa

rns5> lar tgh yhmr 5::61

58 M) B ## B nai/t ehdbhvh sa$ ia)

5< CU) VIHNNAI0 Ia lurtghr quhstbais)

5? !!

57 !! ?5=?


206/421

= FUAVV#HWMCBIM^BAI

5 ER CU) VMIOHU0

6 ]) Vhrohmit Fdhmvhs$ bi yaur 58 yhmrs wbtg tgh

> Vmitm Emremrm Vghrbll/s Nhpmrtchit$ wgmt kbins al

8 nutbhs nbn yau gmvh1

< M) Vtmrthn all bi pmtrad$ warkbio nawi bi

? Oadhtm) _ms trmislhrrhn ta Vadvmio$ Vmitm Rihz)7 _arkhn tghrh lar m iucehr al yhmrs) _hit emfk nawi

2 ta sphfbmd aphrmtbais$ wghrh B warkhn vbfh$

=: imrfatbfs$ omios$ min tghi wms mssboihn ta tgh

== ghdbfapthr frhw) _ms pracathn ta shrohmit$

=5 trmislhrrhn ta Vmitm Cmrbm)

=6 Lrac Vmitm Cmrbm$ emfk ta Vmitm Rihz) Lrac

=> Vmitm Rihz$ emfk ta Vmitm Cmrbm) Min tghi emfk ta

=8 Vmitm Rihz$ min B/c furrhitdy warkbio bi sphfbmd

=< aphrmtbais)

=? ]) Vphfbmd aphrmtbais bs m ## bs tgmt m

=7 nhthftbvh mssboichit1


207/421

=2 M) Bt bs)

5: ]) Mdd rbogt) Min bi tgbs pmrtbfudmr fmsh$ tgh

5= hxthit al yaur mssboichit bi tgbs fmsh wms

55 hsshitbmddy ta mssbst wbtg tgbs shmrfg min daaklar

56 sach rhfarns bi tgh allbfh1

5> M) ^gmt/s farrhft)

58 ]) Min nbn yau shmrfg miypdmfh atghr tgmi tgh

5< shfurbty allbfh1

5? M) Aur shmrfg mdsa ##

57 ]) B/c sarry) B wms vmouh) Dht ch fdmrbly tgh ?5=7


208/421

= quhstbai) Nbn yau phrsaimddy shmrfg miypdmfh atghr

5 tgmi tgh allbfh1

6 M) B nbn)

> ]) _ghrh hdsh nbn yau shmrfg1

8 M) ^gh omrmoh bcchnbmthdy ta tgh rhmr al tgh

< shfurbty allbfh) Min tgh vbnha dbermry tgmt wms

? upstmbrs meavh tgmt allbfh)7 ]) Rau nbn iat shmrfg tgh mncbibstrmtbai

2 eubdnbio; bs tgmt farrhft1

=: M) Ia)

== ]) Bi lmft$ tghrh wms iat m wmrrmit ta shmrfg

=5 tgh mncbibstrmtbai eubdnbio$ farrhft1

=6 M) B nai/t kiaw) B `ust shmrfghn tgh mrhm tgmt

=> wh whrh mskhn ta shmrfg)

=8 ]) Va nbn yau rhvbhw tgh wmrrmit1

=< M) B nbn)

=? ]) Min yau whrh obvhi m erbhlbio ##

=7 M) Rhs)

=2 ]) ## tgh caribio al tgh shmrfg1

5: M) Rhs)


209/421

5= ]) Bs tgmt farrhft$ sbr1

55 M) Rhs$ yhs)

56 ]) Min prbar ta yaur shmrfgbio$ yau whrh obvhi

5> m fapy al m pratafad; bs tgmt rbogt1

58 M) M pratafad)

5< ]) Bt wms m ## B laroat tgh imch al ## m

5? chcarminuc$ bi miy hvhit$ tgmt hxpdmbihn wgmt tg

h57 fmsh wms meaut min wgmt yau whrh daakbio lar1 ?5=2


210/421

= M) _h rhfhbvhn tgh wmrrmit$ wh rhmn tgh

5 wmrrmit) Min cy mssboichit wms ta na tgh shfurbty

6 wbio$ min tgmt/s wgmt wh nbn)

> ]) Na yau rhchcehr wghtghr ar iat yau oat m

8 dbttdh pmfkht tgmt bifdunhn mi autdbih al wgmt tgh

< fmsh wms meaut min wga tgh sboiblbfmit pmrtbhs wh

rh? min tgmt sart al tgbio1

7 M) B nai/t rhfmdd tgmt) B na rhfmdd ohttbio m

2 dbst al imchs tgmt wh whrh suppashn ta daak lar bi

=: tgh shfurbty allbfh)

== ]) Min yau oat m fapy al tgh mllbnmvbt lar tgh

=5 shmrfg wmrrmit1

=6 M) Ubogt)

=> ]) Va yau gmn m fgmifh ta lmcbdbmrbzh yaurshdl

=8 wbtg tgmt; bs tgmt farrhft1

=< M) Rhs$ sbr)

=? ]) Min tgh mllbnmvbt waudn gmvh ehhi sachtgbio

=7 tgmt hxpdmbihn ta tgh `unoh bssubio tgh wmrrmit$


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=2 waudn gmvh hxpdmbihn wgmt yaur nhpmrtchit tgauogt

5: tgh fmsh wms meaut$ min wgy yau sgaudn eh mddawhn ta

5= shmrfg$ farrhft1

55 M) ^ruh)

56 ]) Farrhft1

5> M) Rhs)

58 ]) Min ## mdd rbogt) Nbn yau gmvh m fapy al

5< tgh wmrrmit btshdl$ shh m fapy al tgh wmrrmit1

5? M) _h nbn oht m fapy al tgh wmrrmit min wh nbn

57 rhmn bt$ yhs) ?55:


212/421

= ]) _ms bt yaur uinhrstminbio$ lrac mdd al tgmt

5 bilarcmtbai$ tgmt tgh wmrrmit wms lar tgh cmbi

6 rhsbnhifh$ farrhft1

> M) Rhs)

8 ]) Min bt wms lar tgh shfurbty allbfh$ farrhft1

< M) Rhs)

? ]) Min bt wms lar tgh shpmrmth eubdnbio tgmt

7 wms nhsfrbehn ms mi mrfmnh; bs tgmt farrhft1

2 M) B nai/t sphfblbfmddy rhfmdd tgmt)

=: ]) Mdd rbogt) Bi miy hvhit$ bt wms iat lar

== hvhry eubdnbio ai tgmt rmifg$ wms bt1

=5 M) B nai/t gmvh tgmt sphfblbf kiawdhnoh)

=6 ]) Mdd rbogt) Bi miy hvhit$ ta yaur

=> kiawdhnoh ## whdd$ dht ch wbtgnrmw tgmt)

=8 Msbnh lrac wghrh yau smbn yau daakhn$ wgbfg

=< waudn gmvh ehhi tgh shfurbty allbfh$ min tghi bi

=? tgmt smch eubdnbio$ wgbfg wms pmrt al tgh omrmoh$

=7 farrhft1

=2 M) Farrhft)


213/421

5: ]) Rau daakhn bi tgh omrmoh1

5= M) Farrhft)

55 ]) Min tghi yau whit upstmbrs bi tgmt smch

56 eubdnbio min yau daakhn bi tgh vbnha dbermry$

5> farrhft1

58 M) Farrhft)

5< ]) Mdd rbogt) Atghr tgmi tgmt$ yau nbn iat

5? shmrfg miy atghr pmrt al tgmt rmifg$ yau phrsaimddy$

57 lar rhfarns$ farrhft1 ?55=


214/421

= M) Ia$ B nbn iat)

5 ]) Min mrh yau lmcbdbmr wbtg Erbmi Emrrai1

6 M) B kiaw tgh imch) M shfurbty oumrn)

> ]) _hrh yau mwmrh tgmt gh wms m swari phmfh

8 allbfhr1

< M) Mt tgh tbch al tgh shmrfg B nai/t ehdbhvh

? sa)

7 ]) Rau/rh mwmrh ##

2 M) B gmni/t pmbn mtthitbai)

=: ]) Rau mrh mwmrh iaw; bs tgmt farrhft1

== M) Rhs)

=5 ]) Min bl gh gms binbfmthn tgmt rhfarns mrh

=6 mffurmth$ ms prhshithn ta gbc bi faurt ey tgh

=> prashfutar tgmt phrtmbi ta tghsh omth daos$ waudn

=8 yau gmvh miy rhmsai ta ehdbhvh tgmt gh wms

=< bifarrhft1

=? CU) VIHNNAI0 Raur Gaiar$ B/c oabio ta

=7 ae`hft) Fmdds lar sphfudmtbai; ia lauinmtbai)

=2 ^GH FAXU^0 Vustmbihn)

5: CU) VMIOHU0 Akmy) B gmvh ia lurtghr


215/421

5= quhstbais)

55 CU) VIHNNAI0 Iatgbio lurtghr)

56 ^GH FAXU^0 ^gmik yau) Rau cmy sthp nawi)

5> CU) VIHNNAI0 ^gmik yau$ Vhrohmit Fdhmvhs)

58 _gahvhr/s aut tghrh)

5< CU) VMIOHU0 ^ghrh mrh praemedy m dat al

5? phapdh aut tghrh$ eut ##

57 CU) VIHNNAI0 Aidy sach al tghc mrh ?555


216/421

= wbtihsshs)

5 ^GH FAXU^0 Umbsh yaur rbogt gmin$ pdhmsh$

6 lmfh tgh fdhrk)

>

8 ^BCA^GR VX^FDBLLH

< Gmvbio ehhi swari$ thstblbhn ms laddaws0

?

7 ^GH _BÎHVV0 B na)

2 ^GH FDHUK0 Zdhmsh eh shmthn) Vtmth min

=: sphdd yaur imch lar tgh rhfarn)

== ^GH _BÎHVV0 ^bcatgy Vutfdbllh$ min tgmt/s

=5 sphddhn V#u#t#f#d#b#l#l#h)

=6 ^GH FDHUK0 ^gmik yau)

=>

=8 NBUHF^ HWMCBIM^BAI

=< ER CU) VIHNNAI0

=? ]) Mftumddy$ ùst ta fdmrbly tgbios$ yau/rh tgh

=7 smch ^bcatgy Vutfdbllh wga thstblbhn prhvbausdybi

=2 tgbs fmsh1

5: M) Rhs$ B mc)


217/421

5= ]) ^gmt wms m daio tbch moa$ eut ## iaw$

55 hvhryeany praemedy rhfmdds tgbs$ eut `ust lar tgh

56 purpashs al rhlrhsgbio phapdh/s rhfaddhftbais$

5> yau/rh hcpdayhn ey tgh Vmitm Emremrm Fauity

58 Vghrbll/s Nhpmrtchit1

5< M) ^gmt bs farrhft)

5? ]) Min yaur furrhit mssboichit bs157 M) B wark lar tgh Frbcbimd Bivhstbomtbais ?556


218/421

= Nbvbsbai bi tgh Larhisbfs Xibt)

5 ]) Min wms tgmt yaur mssboichit emfk ai

6 Iavhcehr =7tg al 5::61

> M) Rhs$ bt wms)

8 ]) Iaw$ ai tgmt pmrtbfudmr nmth$ whrh yau

< mssboihn ta mssbst Vhrohmit Fdhmvhs bi tgh rhvbhwal

? fhrtmbi rhfarns min lbdhs bi tgh shfurbty allbfhal

7 Ihvhrdmin \mddhy Umifg nurbio tgh hxhfutbai al m

2 shmrfg wmrrmit1

=: M) Rhs$ B wms)

== ]) Iaw$ thdd ch wgmt yau nbn ai tgmt pmrtbfudmr

=5 nmy wbtg rhomrn ta tgh rhfarns bi tgh shfurbty

=6 allbfh)

=> M) _h whrh obvhi m dbst al imchs al binbvbnumds

=8 tgmt ## ta shmrfg lar sphfblbf bthcs) _h whrh

=< fghfkbio tgrauog tgh shfurbty nafuchits$ wgbfg whrh

=? omth daos min ouhst dbsts$ lar tgash pmrtbfudmr

=7 imchs$ min B nbn lbin sach al tgash bthcs)

=2 ]) Min wbtg rhomrn ta tgh bthcs tgmt yau lauin$


219/421

5: wgmt nbn yau na wbtg tghc1

5= M) Ms B faddhfthn tgash bthcs$ B tghi omvh

55 tgash ta Nhthftbvh Cahddhr$ wga dbsthn tghc ai tgh

56 VG#>8= praphrty larc)

5> ]) Iaw$ prbar ta thstblybio ghrh tanmy$ B mskhn

58 yau ta rhvbhw tgh daos tgmt yau phrsaimddy taakai

5< tgh affmsbai al tgh hxhfutbai al tgmt shmrfg wmrrmit

5? ai Iavhcehr =7tg) Na yau rhfmdd nabio tgmt1

57 M) ^gmt/s farrhft) ?55>


220/421

= ]) Min B sphfblbfmddy mskhn yau ta rhvbhw tgash

5 daos ta shh wghtghr ar iat yau lauin tgh imch al

6 @miht Mrvbza ai miy al tgash nafuchits tgmt yau

> taak)


< ]) Min wbtg rhomrn ta tgh nafuchits yau taak$

? yau lauin tgh imch al tgh Mrvbza fgbdnrhi dbsthn$

7 nbn yau iat1

2 M) Rhs$ B nbn)

=: ]) Min ai tgh nafuchits tgmt yau rhvbhwhn$ nbn

== yau lbin tgh imch al @miht Mrvbza dbsthn ms m ouhst

=5 mt tgh rmifg nurbio miy al tgash affmsbais1

=6 M) Ia$ B nbn iat)

=> ]) Iaw$ tgh rhfarns tgmt yau lauin$ nhsfrbeh ta

=8 tgh `ury tgh prafhss tgmt yau whit tgrauog

=< phrsaimddy ta tmkh tgh rhfarns)

=? M) ^ghrh whrh shvhrmd eaxhs al rhfarns$ min

=7 tghrh wms m lbdbio fmebiht$ min B gmn shdhfthn m

=2 sphfblbf eax ta oa tgrauog al rhfarns) Min ms B


221/421

wms

5: puddbio tgh rhfarns aut$ daakbio avhr hmfg

5= binbvbnumd rhfarn shmrfgbio lar tgash binbvbnumds/

55 imchs$ tghi B waudn sht tgash msbnh) Min wghi Bwms

56 naih wbtg m pmrtbfudmr eax ar lbdh$ B/n gmin tgash

5> ta Nhthftbvh Cahddhr sa gh faudn hithr tgash bit

a58 tgh >8= larc)

5< ]) Mdd rbogt) Iaw$ dmstdy$ wbtg rhomrn ta tgh

5? daos min tgh nafuchits tgmt yau mftumddy taak ai

57 tgbs pmrtbfudmr affmsbai$ nbn yau lbin ar tmkh miy ?558


222/421

= daos tgmt whit ehyain tgh nmth al Nhfhcehr 6=st al

5 5::51

6 M) Fmi B fghfk cy ##

> ]) Na yau ihhn ta rhlrhsg yaur rhfaddhftbai ai

8 tgmt1

< M) Rhs$ B na)

? ]) _gmt nafuchit mrh yau nabio tgmt lrac17 M) ^gh VG#>8= larc)

2 ]) Mdd rbogt) Zdhmsh tmkh m daak mt bt min shh

=: bl bt rhlrhsghs yaur rhfaddhftbai) ^gmt/s `ust lar

== tgh nafuchits yau taak$ iaw)

=5 M) Farrhft)

=6 Rhs$ `ust tgh dmst hitry bs =5#5 al ):5)

=> ]) Iatgbio wbtg rhomrn ta tgh yhmr 5::61

=8 M) Ia)

=< CU) VIHNNAI0 ^gmik yau) Ia lurtghr

=? quhstbais)

=7

=2 FUAVV#HWMCBIM^BAI


223/421

5: ER CU) VMIOHU0

5= ]) Nhthftbvh Vutfdbllh$ gaw mrh yau1

55 M) Oaan caribio)

56 ]) ^gh daos tgmt yau smw whrh dafmthn bi tgh

5> shfurbty allbfh; bs tgmt farrhft1


5< ]) Mdd rbogt) Min tgmt bs$ aifh mombi$ tgh

5? allbfh mt tgh hin al tgh eubdnbio tgmt gms tgh57 omrmoh ai tgh lbrst ldaar min tgh vbnha dbermryai ?55


224/421

= tgh shfain ldaar; bs tgmt farrhft1


6 ]) Nbn yau shmrfg tgh mncbibstrmtbai eubdnbio1

> Na yau kiaw wghrh tgh mncbibstrmtbai eubdnbio bs1

8 M) Ia) Bl yau faudn thdd ch wghrh bt bs)

< ]) Xp ai tgh gbdd)

? M) Ia$ B nbn iat shmrfg tgh mncbibstrmtbai7 eubdnbio)

2 ]) Akmy) Nbn yau ## nbn yau ## min yau whrh

=: erbhlhn ehlarh yau whit aut tghrh ta na tgh shmrfg;

== bs tgmt farrhft1


=6 ]) ^gh shmrfg wmrrmit nbn iat bifdunh tgh

=> mncbibstrmtbai eubdnbio$ nbn bt1

=8 M) B nai/t rhfmdd ai tgmt)

=< ]) Akmy) Min yau nbn iat shmrfg tgh allbfh mt

=? tgh omth; bs tgmt farrhft1

=7 M) Ia$ B nbn iat)

=2 ]) Rau smbn tgh dmst rhfarn yau gmvh mi hitry


225/421

5: lar bi yaur sghrbll/s eaakbio larc bs Nhfhcehr 5$

5= 5::5; bs tgmt farrhft1 Bs tgmt wgmt yau `ust smbn1

55 M) Fmi B fghfk1

56 ]) Vurh) Fhrtmbidy) B tgauogt B wms wraio)

5> Eut yau ihhn ta daak) ^gmt/s lbih) Akmy)

58 M) Rhs$ =5#5 al ):5)

5< ]) Akmy) ^gmt/s tgh dmst rhfarn yau shbzhn; bs5? tgmt farrhft1

57 M) ^gmt/s tgh dmst ## tgh dmthst nmth) ?55?


226/421

= ]) ^gmt/s tgh dmst nmth ar tgh dmthst nmth tgmt

5 yau shbzhn$ farrhft1

6 M) ^gmt bs farrhft)

> ]) ^gmt bs iat tgh dmthst nmth tgmt yau smw1

8 M) B nai/t rhfmdd miy lurtghr tgmi tgmt)

< ]) Na yau rhfmdd shhbio rhfarns tghrh mt tgmt

? allbfh tgmt whit tgrauog tgh hin al 5::51

7 M) Rhmg$ B ## B rhfmdd) B tgbik tghrh wms sach

2 5::6 rhfarns ms whdd)

=: ]) Vach 5::61

== M) Eut B nbni/t shbzh tgash$ ia)

=5 ]) Bi miy hvhit$ yau `ust shbzhn tgh rhfarns up

=6 ta tgh nmth ## dht ch wbtgnrmw tgmt)

=> Rau `ust shbzhn tgh rhfarns tgmt gmn hitrbhs

=8 lar tgh imchs tgmt yau whrh daakbio lar$ farrhft1

=< M) Farrhft)

=? ]) Min yau nbn iat cmkh miy rhfarn al tgh dmst

people v michael jackson-courttranscript-4!21!2005

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