Beans: The Bold and the Beautiful Book

7/31/2019 Beans: The Bold and the Beautiful Book

http://slidepdf.com/reader/full/beans-the-bold-and-the-beautiful-book 1/69



Rgamjkg ~j ~dg Rj|an ji Lgfe}& F~ f |}~ femg gfe} kfx }ggk |f~ g| w % Lw~ r ge xjw ~f g f m j}g| jj xjw }gg ~ f~

fyg f |fhe jr ji mj j|}! fe f yf|hg~x ji } fpg} fe fyj|}& ^ g ef~w|f mj j|} ji

f|g fzz heb? ~ g|g f|g r h~g gfe}! phe gfe}! |g gfe}! fm gfe}% Lgfe} mfe! xg jr! }pj~~g ! }pgm g fe }p f} g rh~ j~ g| mj j|}% Lgfe} mfe g |jwe !

f~! if~ j| h egx } fpg % ^ gh| fyj|} |febg i|jk gf|~x fe gf|~ x ~j g hmf~g

kh % ]jkg gfe} kfhe~fhe ~ gh| } fpg} he |gmhpg} fe j~ g|} mfe g }kjj~ g

~j m|gfkx hp} j| yg yg~x }jwp}%

~ g |gmhpg} he ~ h} jj rh gf xjw ~j h}mjyg| ~ g rje g|iw rj| ji gfe}&

Fmcejragnbgkge~}^dh} ljjc rf} kfng pj}}hlag lx ~dg }wppj|~ ji }~f~g fen ajmfa RHM }~fii fen mahge~} he Rf}dheb~je ]~f~g% ^dg Rf}dheb~je ]~f~gRHM }~fii p|jyhngn hkpj|~fe~ hepw~! he}hbd~! he}ph|f~hje fen |gmhpg}% F }pgmhfa ~dfec+xjw bjg} ~j ~dg ]~f~grhng Ew~|h~hje Gnwmf~hjeRj|cb|jwp kgklg|} ij| ~dgh| ge~dw}hf}k fljw~ ~dh} p|jogm~ ) ~dgh| yfawflag |gmhpg mje~|hlw~hje}%

]pgmhfa fmcejragnbgkge~ h} gt~gengn ~j ~dg ijaajrheb pgjpag ij| ~dgh| gtmgp~hjefa mje~|hlw~hje}! he}hbd~}! gtpg|~h}g fen rhaahebeg}} ~~fac ‑lgfe}‛ gyg|xnfx ij| fe ge~h|g xgf|?

• Dghnh Ig}~je $f%c%f% Dghnh Lgfe}~je( • Kf|bf|g~ Nj}afen! \N! MN

• ]wg Lfla! \N! MN •Mf~dx I|fecahe! K]! \N

He ~dg }ph|h~ ji ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}?

‑^dfec} ~j gyg|xjeg rdj pf|~hmhpf~gn he ~dh} p|jogm~ ” xjw f|g ‑Lgfe+|him&‛

Ij| heij|kf~hje fljw~ ~dh} ljjc pagf}g mje~fm~ ~dg Rf}dheb~je ]~f~g RHM p|jb|fk f~ 6+400+4>6+6>60%



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} 6

flag ji Mje~

^flag ji Mje~ge~}P|gpf|heb ) Mjjcheb N|x Lgfe} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%<

Khm|jrfyg! M|jmcpj~ ) Mfeegn%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%=

]~j|heb Lgfe}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%>

Ew~|h~hje Ifm~} fljw~ Lgfe}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%7

]phmg Fnyhmg %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%9

Kfhe Nh}dg} ) ]jwp}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%2

]fafn} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%<2

]hng Nh}dg}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%=6

Nhp} ) ]fa}f} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%=2

Mdhah %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%>=

]fenrhmdg}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%>8

L|gfn} ) Mfcg} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%7=

Chn} Mj|eg| %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%72

^dg Lgfengt %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%96

^dg Ljan fen

Lgfw~hiwa Ljjc ji Lgfe \gmhpg} h} staagn

rh~d hngf} ij| w}heb

lgfe}% He}hng xjw"aa

sten aj~} ji ngahmhjw}

|gmhpg} i|jk RHM

}~fii! RHM mahge~}

fen ifkhahg} ow}~

ahcg xjw|}%



< ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

P|gpf|heb ) Mjjcheb N|x Lgfe}Ijaajr ~dg}g = gf}x }~gp} ij| mjjcheb n|x lgfe}?

6% ]j|~? Lgij|g }jfcheb lgfe}! phmc ~dgk jyg| fen |gkjyg fex nfkfbgn

lgfe}! }kfaa }~jeg} j| nh|~%

<% ]jfc? Kj}~ lgfe} rhaa |gdxn|f~g ~j ~|hpag ~dgh| n|x }hzg! }j lg }w|g ~j }~f|~rh~d f af|bg gejwbd pj~% Mdjj}g jeg ji ~dg ijaajrheb rfx} ~j }jfc xjw|lgfe}?

Dj~ ]jfc? Dj~ }jfcheb dgap} |gnwmg he~g}~hefa bf}% Ij| gfmd pjwen ji n|xlgfe}! fnn 60 mwp} dj~ rf~g|3 dgf~ ~j ljhaheb fen ag~ ljha < ~j = khew~g}%\gkjyg i|jk dgf~! mjyg| fen }g~ f}hng ij| wp ~j > djw|}%

Vwhmc ]jfc? Ij| gfmd pjwen ji n|x lgfe}! fnn 60 mwp} dj~ rf~g|3 dgf~ ~jljhaheb fen ag~ ljha < ~j = khew~g}% \gkjyg i|jk dgf~! mjyg| fen }g~ f}hng

ij| f~ agf}~ jeg djw|%Jyg|ehbd~ ]jfc? Ij| gfmd pjwen $< mwp}( n|x lgfe}! fnn 60 mwp} mjan rf~g|fen ag~ }jfc jyg|ehbd~! j| f~ agf}~ 4 djw|}%

=% Mjjc? N|fhe }jfcheb rf~g| fen |he}g lgfe}% Mjyg| lgfe} rh~d i|g}drf~g|% ]hkkg| ij| 66*< +< djw|} we~ha ~geng|%

P|gpf|heb ) Mjjcheb Lgfe}

Vwhmc hp?Rdhag xjw f|g p|gpf|heb nheeg| ~jehbd~! p|gpf|g f pj~ ji lgfe} ij| ~jkj||jr‘} nheeg|%W}g ~dg Jyg|ehbd~ ]jfc Kg~djn% He ~dg kj|eheb ~dg lgfe} rhaa lg |gfnx ij| xjw| ifyj|h~g |gmhpg%

]hkpag Mjjcheb hp}

• ^j fyjhn l|jcge j| kw}dx lgfe}! ljha bge~ax fen }~h| yg|x ah~~ag%

• ^f}~g+~g}~ lgfe} ji~ge ij| ng}h|gn ~geng|eg}}%• Ijjn} mje~fheheb fmhn }wmd f} ~jkf~jg}! mdhah }fwmg! agkje owhmg! yhegbf| j|

mf~}wp rhaa }ajr ~dg mjjcheb fen }ji~geheb ji ~dg lgfe}% Fnn ~dg}g h~gk} af}~}j ~dgx rhaa ej~ fnn ~j ~dg mjjcheb ~hkg%

• Fex ji ~dg ijaajrheb mfe lg fnngn nw|heb ~dg af}~ dfai djw| ji mjjcheb?khemgn jehje! bf|ahm j| b|gge pgppg|! nhmgn mf||j~} j| mgag|x! mdjppgn~jkf~jg} j| mjjcgn kgf~%



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} =

Ch~mdge Dgapg|} ij| Gf}x Mjjcheb^hkg ~j w}g ~dg KHM\JRFYG ij| mjjcheb lgfe} he f }efp&

^j p|gpf|g lgfe} ij| mjjcheb?

• Pw~ 6 pjwen ji lgfe} fen 4 mwp} ji rf~g| he f khm|jrfyg+}fig mje~fheg|%• Mjyg| fen mjjc je iwaa pjrg| ij| 4+60 khew~g}! j| we~ha ljhaheb%• Ag~ }~fen ij| 6 djw| j| ajebg|! n|fhe%

^j mjjc ~dg lgfe}?• Fnn 9+4 mwp} ji i|g}d! dj~ rf~g|%• Mjyg| fen mjjc f~ iwaa pjrg| ij| 4+60 khew~g} j| we~ha ljhaheb% \gnwmg

pjrg| lx 70' fen mjjc fej~dg| 67+<0 khew~g} j| we~ha lgfe} f|g ~geng|%

^hkg ~j mjjc lgfe} he ~dg M\JMC PJ^&Rjwane‘~ h~ lg b|gf~ ~j mjkg djkg ~j f }hkkg|heb pj~ ji lgfe}:

^j mjjc lgfe} he f m|jmc pj~?6% L|heb = mwp} ji rf~g| ~j f ljha he f af|bg pfe%<% Fnn 6 mwp n|x lgfe}! 6 ~gf}pjje }fa~ fen }hkkg| ij| 60 khew~g}%=% Pjw| ~dg lgfe} fen rf~g| he~j ~dg m|jmc pj~%>% Mjjc lgfe} <+= djw|} je dhbd! kfcheb }w|g ~dgx f|g mjyg|gn rh~d rf~g|%

Rdge ~dg lgfe} f|g ~geng|3 ~w|e ~dg }g~~heb ~j ajr fen ag~ mjjc 9+4djw|} ajebg|%

7% Lgfe} rhaa ejr lg |gfnx ij| w}g he xjw| ifyj|h~g lgfe |gmhpg%

Ej~g? ~dg |f~hj ji lgfe} ~j rf~g| h} = mwp} ji rf~g| ~j 6 mwp ji lgfe}%

^hkg ~j w}g /MFEEGN LGFE] fen }fx ‑H MFE nj h~&‛

Mfeegn lgfe} mfe lg f rjeng|iwa dgap he p|gpf|heb lgfe nh}dg}% ]wl}~h~w~gmfeegn lgfe} he |gmhpg} mfaaheb ij| mjjcgn n|x lgfe} j| w}g he ej+mjjc nh}dg}!ahcg nhp} fen }fafn}%

^j w}g mfeegn lgfe}?• N|fhe lgfe} he f mjafeng|%• \he}g rh~d mjan rf~g| ~j rf}d frfx fex pfmcheb ahvwhn fen gtmg}} }fa~%• Fnn ~j |gmhpg} f~ ~dg gen ji ~dg mjjcheb ~hkg ~j p|gyge~ kw}dheg}}%

/Mfeegn lgfe} f|g EJ^ f RHM faajrgn ijjn%

Khm|jrfyg! M|jmcpj~ ) Mfe

Lg }w|g ~j

~|x M|jmc Pj~Mwlfe Lafmc Lgfe}je pfbg <=&



> ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

]~j|heb Lgfe}]~j|heb N|x Lgfe}

• Pafmg he f mjja n|x pafmg% Lgfe} kfx }pjha hi ~dgx bg~ rg~%• ]~j|g jpgegn pfmcfbg} ji lgfe} he mjyg|gn paf}~hm j| baf}} mje~fheg|} ij| wp

~j 9 kje~d}%

]~j|heb Mjjcgn Lgfe}He ~dg |gi|hbg|f~j|

• Mjjcgn lgfe} kfx lg }~j|gn he ~dg |gi|hbg|f~j| ij| >+7 nfx}%

He ~dg i|ggzg|

• Mjjc wp f af|bg pj~ ji lgfe} fen i|ggzg ~dgk he jeg ~j ~rj mwp fkjwe~} ij|wp ~j 9 kje~d}%

• Lgij|g i|ggzheb! mjyg| ~dg mjjcgn lgfe} rh~d ~dg mjjcheb ahvwhn j| rf~g| ~j|g}h}~ i|ggzg| lw|e%

^dfrheb i|jzge lgfe}

• Ngi|j}~ he xjw| khm|jrfyg! j|…

• Pafmg ~dgk he ~dg |gi|hbg|f~j| jyg|ehbd~! j|…

• Pafmg ~dgk he f pfe ji RF\K rf~g| ij| jeg djw|% W}g he fex |gmhpg

mfaaheb ij| mjjcgn lgfe}! j|…• Pw~ i|jzge lgfe} nh|gm~ax he~j f pj~ ji }jwp% ^dgx rhaa ngi|j}~ fen

mjjc |hbd~ fajeb rh~d ~dg j~dg| heb|gnhge~}%

]~j|heb Lgfe}

L g ]f i g &

Lg ]fig Rdge Mjjcheb) ]~j|heb N|x Lgfe}&

|gf~ lgfe nh}dg} ahcg f kgf~ nh}d%Cggp dj~ ijjn} dj~ $6>0 ~j 697ngb|gg}( fen mjan nh}dg} mjan $weng|>0 ngb|gg}(%




Lgfe} f|g Bjjn ij| Xjw Nj xjw cejr ~dg}g ew~|h~hje ifm~}:

• Lgfe} p|jyhng kj|g p|j~ghe ij| xjw| kjegx ~dfe kj}~ j~dg| ijjn}% Jeg mwpji lgfe} rhaa p|jyhng jyg| 6*= ji xjw| nfhax p|j~ghe eggn}%

• Gyg|xjeg eggn} p|j~ghe ij| bjjn dgfa~d lgmfw}g h~ }wppahg} rdf~"} eggngn ~jlwhan fen |gpfh| ljnx ~h}}wg}%

• Fkhej fmhn} f|g ~dg lwhanheb lajmc} ji p|j~ghe% F mjkpag~g p|j~ghe mje~fhe}mg|~fhe ~xpg} ji fkhej fmhn}% Lgfe} nj ej~ mje~fhe faa ~dg}g fkhej fmhn}%

• Fnn b|fhe} ~j ~dg kgfa rdg|g xjw }g|yg lgfe} ~j kfcg f mjkpag~g p|j~ghe%

]jkg gtfkpag} ji f mjkpag~g p|j~ghe hemawng?

☇ ]pah~ Pgf ]jwp ) Mj|el|gfn $lgfe |gmhpg pfbg 67(

☇ Lfcgn Lgfe} ) L|jre L|gfn $lgfe |gmhpg pfbg 69(

Lgfe} dfyg j~dg| b|gf~ ew~|h~hje ,lgfefst~}, ~jj&• Lgfe} f|g ef~w|faax ajr he if~ fen }fa~! rh~d ej mdjag}~g|ja%

• Lgfe} f|g dhbd he stlg| fen mjkpagt mf|ljdxn|f~g}%

• Lgfe} f|g pfmcgn rh~d yh~fkhe} fen kheg|fa}! hemawnheb L! G! mfamhwk!pj~f}}hwk fen h|je%

• Jeg mwp ji mjjcgn lgfe} mje~fhe} fljw~ <=0 mfaj|hg} fen p|jyhng} dfai ji frjkfe‘} nfhax h|je eggn}% Mdhan|ge‘} h|je eggn} f|g kg~ rh~d jeax 6*< mwp%

P}}~%% jd lx ~dg rfx……~df~ feejxheb ‑lgfe+p|jlagk‛…xjw cejr ~dg jeg&

• W}g ~dg Vwhmc ]jfc kg~djn ~j dgap |gnwmg he~g}~hefa bf}%

• Fnn lgfe} ~j xjw| nhg~ jyg| f =+4 rggc pg|hjn% Gf~heb lgfe} je f kj|g|gbwaf| lf}h} mfe |gnwmg ~dg p|jlagk rh~d bf}%

• Mdgr lgfe} rgaa fen }ajrax ~j dgap nhbg}~ ~dgk%

• N|hec page~x ji rf~g| fen j~dg| ahvwhn} ~j dgap xjw| }x}~gk rh~d ~dg gt~|fstlg| i|jk ~dg lgfe}%

• Xjw khbd~ ~|x f p|jnwm~ mfaagn Lgfej! fe gezxkg p|jnwm~ ~df~ dgap} nhbg}~~dg henhbg}~hlag% H~‘} fyfhaflag f~ kj}~ b|jmg|x }~j|g}%

Ew~|h~hje Ifm~} Fljw~ L

Ew~|h~hje Ej~g?Lgfe} dfyg h|je% Gf~

yh~fkhe M ijjn} fajeb rh~d lgfe} ~j dgap xjw| ljnx fl}j|l ~dg h|je% Yh~fkhe M |hmd ijjn} hemawng j|febg}!j|febg owhmg! ~jkf~j p|jnwm~}! b|gge pgppg|}!mfe~fajwpg fen l|jmmjah%^|x ~dh} mjklhef~hje

he Kheg}~|jeg ]jwp je pfbg 6=%

E j! h ~ " } p | j ~ g h e &

H } h ~ f pa f e g :

H } h ~ f l h | n :





Kfhe Nh}dg}) ]jwp}



4 ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

\gn Lgfe} ) \hmg 6*< pjwen n|x chnegx lgfe}! }j|~gn fen |he}gn

2 mwp} ygbg~flag }~jmc j| mdhmcge l|j~d

6 xgaajr jehje! mdjppgn6 b|gge pgppg|! mdjppgn

6 6*< mwp} mgag|x! mdjppgn

< majyg} bf|ahm! khemgn

< lfx agfyg}

> mwp} dj~ mjjcgn |hmg

]fa~ ~j ~f}~g

I|g}dax b|jwen pgppg|

6% Mjjc/ fen n|fhe lgfe}%

<% He f af|bg pfe! dgf~ ygbg~flag }~jmc $j| mdhmcge l|j~d(% Fnn ~dg lgfe}! jehje!b|gge pgppg|! mgag|x! bf|ahm! fen lfx agfyg}% L|heb ~j f ljha! |gnwmg dgf~! mjyg|fen }hkkg| ij| 6 djw|%

=% Rdhag lgfe} f|g mjjcheb! p|gpf|g |hmg fmmj|nheb ~j pfmcfbg nh|gm~hje}%

>% Mje~hewg mjjcheb ~dg lgfe} we~ha ~dgx lgmjkg ~geng|% Rf~md ~dg pj~ mf|giwaax~j p|gyge~ }mj|mdheb ji lgfe}% Fnn kj|g rf~g| ~j ~dg pj~ f} eggngn%

7% Rdge lgfe} f|g ~geng|! |gkjyg lfx agfyg}! fen }g|yg jyg| dj~ mjjcgn |hmg hef af|bg ljra% ]fa~ fen pgppg| ~j ~f}~g%

Kfcg} 4 }g|yheb}

Lgfe p|gpf|f~hje ) mjj heb he}~|wm~hje} f|g je pfbg <%

Kfhe Nh}dg} ) ]jwp}




Pf~‘} Age~ha ]pfbdg~~h ]fwmg 6 mwp jehje! mdjppgn

< b|gge pgppg|}! nhmgn

< ~gf}pjje} jha6 ~gf}pjje pgppg|

< ~flag}pjje} #6 ~gf}pjje n|hgn j|gbfej

6 ~flag}pjje i|g}d j| n|hgn pf|}agx

6 ~flag}pjje #< ~gf}pjje} n|hgn lf}ha

6 ~gf}pjje bf|ahm pjrng|

> mwp} ~jkf~j }fwmg

6 mwp ~jkf~j pf}~g> mwp} rf~g|

66*<+< mwp} age~ha}! |he}gn

6 mfe $a9jz( kw}d|jjk}! n|fhegn

< ~flag}pjje} Pf|kg}fe mdgg}g

6% ]fw~è jehje} fen b|gge pgppg|} he jha fljw~ 60 khew~g}%

<% Fnn }gf}jeheb}! ~jkf~j }fwmg! ~jkf~j pf}~g! age~ha}! kw}d|jjk}! rf~g|fen mdgg}g%

=% ]hkkg| je ajr ij| <+= djw|}! }~h||heb jmmf}hjefaax% Cggp pj~ wemjyg|gn%

>% P|gpf|g pf}~f fmmj|nheb ~j pfmcfbg he}~|wm~hje} 60 khew~g} p|hj| ~j kgfa%

7% ]g|yg jyg| dj~ pf}~f rh~d kj|g b|f~gn Pf|kg}fe mdgg}g%

Kfcg} 60 }g|yheb}

Kfhe Nh}dg} ) ]j

Lwnbg~ HngfW}g ‑pafeegn agi~jyg|}‛ ~j }fyg lj~d ~hkg fen

kjegx% P|gpf|g ~dh} |gmhpg fen }g|yg dfai ji h~ ~jehbd~! fen i|ggzg ~dg |gkfheheb dfai ~jw}g af~g|%




Lgfe ]jwp6 6*< mwp} n|x efyx! b|gf~ ej|~dg|e! j| ahkf lgfe}! }j|~gn fen |he}gn

2 mwp} rf~g|

6 kgnhwk jehje

6 ~gf}pjje }fa~

6 dfk ljeg j| 6 mwp mw~+wp dfk

6% Pw~ lgfe} fen rf~g| he pfe! l|heb ~j f ljha fen ljha ij| < khew~g}% \gkjygi|jk dgf~% Mjyg| fen ag~ }~fen ij| 6 djw|%

<% Mdjp jehje fen fnn ~j lgfe}%

=% Fnn }fa~ fen dfk ~j lgfe}% Mjyg| fen }hkkg| 66*< ~j <6*< djw|} j| we~halgfe} f|g }ji~%

>% \gkjyg dfk ljeg! mdjp dfk he~j lh~g+}hzg phgmg} fen }~h| lfmc he~j }jwp%Ij| ~dheeg| }jwp fnn kj|g rf~g|% ]g|yg%

Jp~hjefa fnnh~hje}? Mf||j~} fen*j| mgag|x kfx lg fnngn nw|heb ~dg af}~ djw|ji mjjcheb%

Kfcg} 9 }g|yheb}

Kfhe Nh}dg} ) ]jwp}

‑F bjjn fen staaheb }jwp pg|igm~ ij| f rhe~g|‘} nfx% ]g|yg rh~d |jaa}! lh}mwh~}!mj|el|gfn j| l|gfn

fen f b|gge }fafn%‛ ]wg + RHM mahge~




Chnegx Lgfe rh~d Mdgnnf| Mdgg}g ]jwp6 mwp n|hgn chnegx lgfe}!

}j|~gn fen |he}gn

> mwp} rf~g|6*< mwp lw~~g| j| kf|bf|heg

> mgag|x }~fac}! mdjppgn

> kgnhwk jehje}! mdjppgn

< af|bg mf||j~}! pggagn fen mdjppgn

6 mwp b|gge pgppg|! mdjppgn

6*< mwp iajw|

> mwp} mdhmcge l|j~d

> ~gf}pjje} Rj|mg}~g|}dh|g}fwmg

6*< ~gf}pjje mdhah pgppg|

66*< mwp} fppag owhmg

= mwp} $=*> al%( mdgnnf|mdgg}g! }d|gnngn

6% Pafmg lgfe} he af|bg pfe! mjyg| rh~d rf~g| fen gh~dg| }jfc jyg|ehbd~ j| w}g ~dgVwhmc+]jfc Kg~djn $]gg pfbg <(%

<% N|fhe lgfe}! cggpheb }jfcheb ahvwhn! fnnheb gt~|f rf~g| ~j }jfcheb ahvwhn ~jgvwfa = mwp}% Pafmg lgfe} he pfe rh~d ~dg = mwp} ji ahvwhn% Dgf~ ~j ljhaheb!mjyg| fen }hkkg| we~ha lgfe} f|g ~geng| $66*< ~j < djw|}(%

=% Kga~ lw~~g| he pfe3 fnn mgag|x! jehje}! mf||j~} fen b|gge pgppg| fen }fw~èij| 7 khew~g} jyg| ajr dgf~% B|fnwfaax fnn jw| fen mjjc 6 khew~g%

>% B|fnwfaax fnn mdhmcge l|j~d! Rj|mg}~g|}dh|g ]fwmg! mdhah pgppg|! fen < mwp} jilgfe}% L|heb ~j ljha! |gnwmg dgf~ ~j ajr! mjyg| fen }hkkg| =0 khew~g}%

7% ]~h| he ~dg |g}~ ji ~dg lgfe} fen fppag owhmg% Mjjc 67 khew~g}%

9% Fnn mdgg}g fen }~h| we~ha h~ kga~}%

Kfcg} 60 }g|yheb}

Kfhe Nh}dg} ) ]

‑H w}g kx RHM mdgg}g

fen chnegx lgfe} he~dh} dgf|~x }jwp%‛ Gaage + RHM mahge~



6< ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

Egr J|agfe} \gn Lgfe}6 pjwen n|x |gn lgfe}! }j|~gn fen |he}gn

< vwf|~} rf~g|

66*< mwp} jehje! mdjppgn

6 mwp mgag|x! mdjppgn

> lfx agfyg}

6 mwp b|gge pgppg|! mdjppgn

= ~flag}pjje} bf|ahm! mdjppgn

= ~flag}pjje} pf|}agx! mdjppgn

< ~gf}pjje} n|hgn ~dxkg

6 ~gf}pjje }fa~6 ~gf}pjje lafmc pgppg|

6% He f af|bg pfe mjklheg lgfe}! rf~g|! jehje! mgag|x fen lfx agfyg}%

=% L|heb ~j f ljha! |gnwmg dgf~% Mjyg| fen mjjc jyg| ajr dgf~ ij| fljw~ 66*< djw|} j| we~ha lgfe} f|g ~geng|%

% ]~h| fen kf}d lgfe} fbfhe}~ }hng ji pfe%

% Fnn b|gge pgppg|! bf|ahm! pf|}agx! ~dxkg! }fa~ fen pgppg|%

% Mjjc! wemjyg|gn! jyg| ajr dgf~ we~ha m|gfkx! fljw~ =0 khew~g}%

% \gkjyg lfx agfyg}! }g|yg jyg| dj~ mjjcgn |hmg! hi ng}h|gn%

Kfcg} 4 }g|yheb}

Kfhe Nh}dg} ) ]jwp}



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} 6=

Kheg}~|jeg ]jwp< mwp} mjjcgn/ chnegx lgfe}

6*< jehje! mdjppgn

6 }kfaa pj~f~j! mw~ he~j }ahmg}6 }kfaa mf||j~! mw~ he~j }ahmg}

6 ~gf}pjje jha

< mwp} rf~g|

6*< ~gf}pjje j|gbfej

6*< ~gf}pjje lf}ha

6*4 ~gf}pjje bf|ahm pjrng|

6

*< ~gf}pjje }fa~Phemd ji pgppg|

6 zwmmdheh! }ahmgn

6 mwp mfeegn ~jkf~jg}

< jz% galjr kfmf|jeh

6% ]fw~è jehje! pj~f~j! fen mf||j~ he jha we~ha jehje h} bjange l|jre fen }ji~%

<% Fnn rf~g|! j|gbfej! lf}ha! bf|ahm pjrng|! }fa~! fen pgppg|%=% Ljha bge~ax ij| 67 khew~g}% Fnn zwmmdheh fen ljha bge~ax ij| 67 kj|g khew~g}%

>% Fnn lgfe}! ~jkf~jg}! fen kfmf|jeh%

7% Ljha 6< ~j 67 khew~g} we~ha kfmf|jeh h} ow}~ mjjcgn%

Kfcg} 4 }g|yheb}

/ Lgfe p|gpf|f~hje ) mjjcheb he}~|wm~hje} f|g je pfbg <%

Kfhe Nh}dg} ) ]

Lgfe F|h~dkg~hm?

Chnegx Lgfe} $H|je(# jkf~jg} $Yh~fkhe M(

; Lg~~g| H|jeFl}j|p~hje $Dgfa~dx Lajj



6> ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

H~fahfe Bf|nge Pgf ]jwp6*< mwp n|x efyx lgfe}!

}j|~gn fen |he}gn

6 6*< mwp} n|x xgaajrj| b|gge }pah~ pgf}!}j|~gn fen |he}gn

6 ~gf}pjje }fa~

6*< mwp jehje! mdjppgn

6*< mwp mgag|x! }ahmgn

6 mwp zwmmdheh! mwlgn

< mwp} mfllfbg! mjf|}gax mdjppgn

6 mwp ~w|ehp! nhmgn

6 mwp mf||j~}! nhmgn

6 bf|ahm majyg! khemgn6*< ~gf}pjje pgppg|

6*< ~gf}pjje H~fahfe }gf}jeheb

< mfe} $6<jz( ~jkf~j owhmg

< jz }pfbdg~~h! wemjjcgn!l|jcge he vwf|~g|}

4 ~flag}pjje} Pf|kg}fe mdgg}g

6% Mjjc efyx lgfe} f} he}~|wm~gn je pfbg <%

<% N|fhe efyx lgfe}% Fnn 46*> mwp} kj|g rf~g|%

=% Fnn pgf} fen l|heb ~j f ljha% \gnwmg dgf~% Mjyg| fen }hkkg| 6 djw| j| we~hapgf} fen lgfe} f|g ~geng|%

>% Fnn |gkfheheb heb|gnhge~} gtmgp~ ~jkf~j owhmg! }pfbdg~~h! fen mdgg}g%Mjjc we~ha ygbg~flag} f|g ~geng|%

7% Fnn ~jkf~j owhmg fen }pfbdg~~h fen mjjc fe fnnh~hjefa 4 ~j 60 khew~g} we~ha}pfbdg~~h h} ~geng|%

9% ]p|hecag rh~d mdgg}g lgij|g }g|yheb%

Kfcg} 4 }g|yheb}

Kfhe Nh}dg} ) ]jwp}




]pah~ pgf} fen age~ha} f|g gf}x ~j p|gpf|g fen vwhmc ~j mjjc%^dgx nj ej~ |gvwh|g }jfcheb%

]pah~ Pgf j| Age~ha ]jwp+ Bjjn ij| jang| lflhg} ~jj&

Ij| f yf|hf~hje! fnn phgmg} ji mjjcgn dfk lgij|g mjjcheb fen jkh~

~dg }fa~! j| fnn khac ij| f m|gfk pgf }jwp% ]g|yg rh~d l|gfn! |jaa} j|lh}mwh~}! fen f b|gge }fafn%

6 mwp n|x }pah~ pgf} j| age~ha}! }j|~gn fen |he}gn

> af|bg jehje}! mdjppgn

> af|bg mf||j~}! }ahmgn

6 }~fac mgag|x! mdjppgn

> mwp} rf~g|

6 ~gf}pjje }fa~6 kgnhwk lfx agfi $jp~hjefa(

6% Pw~ faa heb|gnhge~} he~j pfe%

<% Dgf~ ~j ljhaheb%

=% Mjyg| fen mjjc bge~ax fljw~ =0 khew~g} j| we~ha pgf} j| age~ha}f|g ~geng|% \gkjyg lfx agfi lgij|g gf~heb%

Kfcg} > }g|yheb}

]jw|mg? RHM fen Xjw fen \gmhpg} ^jj

Kfhe Nh}dg} ) ]




Lfcgn Lgfe}66*< mwp} n|x efyx! chnegx j| ahkf lgfe}! }j|~gn fen |he}gn

< mwp} rf~g|

< mwp} fppag owhmg

6 ~gf}pjje }fa~

< ~flag}pjje} kjaf}}g}

6*< mwp cg~mdwp

< ~gf}pjje} yhegbf|

6 ~gf}pjje kw}~f|n! n|hgn

6% Mjklheg fppag owhmg fen rf~g|% L|heb ~j f ljha%

<% Fnn lgfe} fen }hkkg| ij| <6*< djw|} we~ha lgfe} f|g ~geng|%

=% N|fhe lgfe}! |g}g|yg ~dg ahvwhn%

>% Pw~ lgfe} fen j~dg| heb|gnhge~} he b|gf}gn lfcheb nh}d%

7% Mjyg| fen lfcg f~ <70˟ ij| = ~j > djw|}%

9% Wemjyg| ~dg af}~ djw| ji lfcheb fen fnn }jkg |g}g|ygn ahvwhn hi lgfe} lgmjkg n|x%

Kfcg} 9 }g|yheb}

Kfhe Nh}dg} ) ]jwp}

,^dh} h} ~dg ~|fnh~hjefa |gmhpg rdg|g xjw lfcg ~dg lgfe} ij| =+> djw|}%

]g|yg rh~d l|jrel|gfn je ]f~w|nfx ehbd~%, Geojx% Fwl|gx + RHM }~fii




Age~ha ]jwp j| ‑Ndffa‛6 mwp }pah~ age~ha}! }j|~gn fen |he}gn

= mwp} rf~g|

6*> ~gf}pjje m|w}dgn bhebg|6*> ~gf}pjje m|w}dgn bf|ahm

6*> ~gf}pjje |gn mdhah pjrng|

6*4 ~gf}pjje ~w|kg|hm

6*< ~gf}pjje }fa~ $j| ~j ~f}~g(

6 ~gf}pjje mhafe~|j! stegax mdjppgn

6 }kfaa rdjag b|gge mdhah! }ggngn fen mdjppgn

Mw||x agfyg} $jp~hjefa(

6% L|heb ~dg rf~g| ~j f ljha he f pfe $af|bg gejwbd ~j djan ~dg rf~g| rh~dgejwbd |jjk ~j fnn ~dg age~ha}(%

<% Fnn ~dg age~ha} ~j ~dg rf~g| fen faa j~dg| heb|gnhge~} gtmgp~ }fa~! mhafe~|j!b|gge mdhah fen mw||x agfyg}%

=% Ag~ mjjc ij| 67 khew~g}%

>% Fnn }fa~ fen ~dg b|gge mdhah fen ag~ ljha ij| f khew~g%7% Bf|eh}d rh~d mhafe~|j $fen mw||x agfyg} hi fyfhaflag( fen }g|yg dj~%

Kfcg} 9 }g|yheb}

Kfhe Nh}dg} ) ]jwp}

,Kx ifkhax gf~} ~dh} rh~d ph~f l|gfn% Gh~dg| nhp fen gf~ j| l|gfc

ph~f he~j }kfaa phgmg} fen n|jp he ~dg }jwp%Ag~ ph~f l|gfn }jfc lgij|g gf~heb,% Fahxf + RHM }~fii




Gemdhafnf Lfcg 6 ~flag}pjje jha

6 af|bg jehje! mdjppgn

= majyg} bf|ahm! khemgn< mwp} lafmc lgfe}! mjjcgn/

6 mfe $2jz( cg|ega mj|e! n|fhegn fen |he}gn

6 ~gf}pjje mwkhe

< mwp} p|gpf|gn }fa}f! nhyhngn

4 mj|e ~j|~haaf}

6*< mwp }d|gnngn Kje~g|gx Ofmc mdgg}g

6% He f af|bg }chaag~ dgf~ jha jyg| kgnhwk+dhbd dgf~3 }fw~è jehje fenbf|ahm <+= khew~g}%

<% Fnn lgfe}! mj|e! mwkhe fen 6*< mwp }fa}f% Mjjc =+> khew~g}! mjf|}gaxkf}dheb lgfe} rh~d lfmc ji }pjje%

=% ]pjje 6*= mwp staaheb je~j gfmd ~j|~haaf3 |jaa wp%

>% ]pjje 6*< mwp }fa}f he~j 66 t 2 t <+hemd lfcheb nh}d% F||febg ~j|~haaf}}gfk }hng njre3 ~jp rh~d |gkfheheb 6 mwp }fwmg%

7% Mjyg| fen lfcg he =70¿ ngb|gg jyge ij| 67 ~j <0 khew~g}%

9% Wemjyg|3 ~jp rh~d mdgg}g% Lfcg < khew~g} ajebg| j| we~ha mdgg}g h} kga~gn%

Kfcg} 4 }g|yheb}


Kfhe Nh}dg} ) ]jwp}

Lwnbg~ HngfNj ‑lf~md mjjcheb‛

rdge xjw| ijjn lwnbg~ ) ~hkg faajr% Ij| gtfkpag mjjc f af|bg lf~md ji ~dg |gmhpg!Gemdhafnf Lfcg! nhyhng h~ he~j ifkhax }hzg pj|~hje} fen i|ggzg }jkg ij| kgfa} af~g| he~dg kje~d%




j}~fnf Chnegx lgfe} mfe fa}j lg w}gn he ~dh} Kgthmfe nh}d%Faajr ~rj ~j}~fnf} pg| pg|}je%

6*<

pjwen n|x phe~j lgfe}! }j|~gn fen |he}gn

< ~flag}pjje} ygbg~flag jha # fnnh~hjefa jha ij| l|w}dheb je ~j|~haaf}

6 njzge mj|e ~j|~haaf}

6 }kfaa dgfn ag~~wmg! mdjppgn

<+= }kfaa ~jkf~jg}! mdjppgn

6*< mwp mdgnnf| mdgg}g! }d|gnngn

6*< mwp Kje~g|gx Ofmc mdgg}g! }d|gnngn

6% Mjjc phe~j lgfe} f} he}~|wm~gn je pfbg <%

<% I|x mjjcgn lgfe} he < ~flag}pjje} jha we~ha ~dgx f|g ~geng| fen l|jregn%

=% Pafmg ~j|~haaf} je f lfcheb }dgg~% L|w}d ahbd~ax rh~d jha% Lfcg we~ha m|h}p!fljw~ 2+60 khew~g}%

>% Rdge faa ~j|~haaf} f|g lfcgn! }p|gfn lgfe} je ~j|~haaf}% ]p|hecag ag~~wmg!~jkf~j fen mdgg}g je ~jp%

Kfcg} 9 }g|yheb} $< pg| pg|}je(

Kfhe Nh}dg} ) ]

Ew~|h~hje Ej~g^dg Fkg|hmfeDgf|~ F}}jmhf~hje

|gmjkkgen} ~df~ pgjpag bg~ ej kj|g ~dfe =0' ji ~dgh| mfaj|hg} i|jk if~% Djrgyg|!kfex Fkg|hmfe} mje~hewg ~j gf~ dhbd if~ nhg~}% Dhbd if~ nhg~} dfyg lgge }djre ~jlg jeg mfw}g ji dgf|~

nh}gf}g! nhflg~g} fen mfemg|% ^dg }jjeg| xjw f|g flag ~j mw~ ~dg if~ i|jk xjw| nhg~! f} rgaa f} xjw| ifkhax‘} nhg~!~dg dgfa~dhg| xjw faa rhaa lg& Lgfe} dfyg fakj}~ ej if~ fen f|g fdgfa~dx mdjhmg%



<0 ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

Lgfe Lw||h~j}6 <*= mwp phe~j j| chnegx lgfe}! mjjcgn/6*< mwp stegax mdjppgn! pggagn ~jkf~j6*> mwp b|gge pgppg|! mdjppgn6*> mwp jehje! mdjppgn

< ~flag}pjje} nhmgn b|gge mdhahg}

6 majyg bf|ahm! khemgn6*> ~gf}pjje }fa~

< ~flag}pjje} jha6*< mwp }d|gnngn Kje~g|gx Ofmc mdgg}g

Dj~ pgppg| }fwmg $ahcg flf}mj(

9 af|bg jw| ~j|~haaf}

^fmj }fwmg

jkf~j rgnbg} $jp~hjefa(

6% Kf}d mjjcgn lgfe}%

<% ]fw~è mdjppgn ~jkf~j! b|gge pgppg|! jehje! mdhahg}! bf|ahm fen }fa~ he jhawe~ha ~dj|jwbdax dgf~gn%

=% Fnn kf}dgn lgfe}! mdgg}g fen dj~ pgppg| }fwmg ~j ~f}~g3 kht rgaa%

>% R|fp ~j|~haaf} he ijha fen dgf~ f~ =70˟ ij| 60 khew~g}% $J|! ajj}gax r|fp hepaf}~hm r|fp j| rftgn pfpg| fen khm|jrfyg f~ iwaa pjrg| =0 ~j >0 }gmjen}%(

7% Ihaa gfmd ~j|~haaf rh~d fljw~ 6*> mwp lgfe kht~w|g% Ijan ~dg }hng} ji ~dg~j|~haaf jyg| ~dg mge~g|% ]g|yg rh~d ~fmj }fwmg%

9% ^jp gfmd rh~d ~jkf~j rgnbg% ]g|yg rf|k%

Kfcg} 9 }g|yheb}


Kfhe Nh}dg} ) ]jwp}

Ew~|h~hje Ej~gMdhan|ge f|g kj|g

rhaaheb ~j ~|x egr ijjn rdge?

• Egr ijjn} f|g }g|ygn fajeb rh~d ifkhahf| ijjn}

• Ifkhahg} }h~ njre fen geojx ~dg kgfa ~jbg~dg|

• Bhyge ~dg jppj|~weh~x ~j ngmhng rdg~dg| fen

djr kwmd ~j gf~ • ^dgx"yg dgapgn p|gpf|g h~



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} <6

Cgaax‘} Dg|lgn Age~ha} )\hmg Mf}}g|jag

<<*= mwp} mdhmcge l|j~d

=*> mwp age~ha}! }j|~gn fen |he}gn

=*> mwp jehje! mdjppgn

6*< mwp |fr l|jre |hmg

6*> mwp rf~g|

6*< ~gf}pjje lf}ha


6

*< ~gf}pjje ~dxkg6*< mwp kjzzf|gaaf mdgg}g $nhyhngn(

6% He f <6*< vwf|~ mf}}g|jag nh}d fnn ~dg mdhmcge l|j~d! age~ha}! jehje}! l|jre|hmg! rf~g|! }phmg} fen 6*> mwp kjzzf|gaaf mdgg}g%

<% Mjyg| fen lfcg f~ =70¿ ij| < djw|}! fnnheb kj|g l|j~d hi mf}}g|jag}ggk} n|x%

=% ^jp rh~d |gkfheheb mdgg}g fen lfcg fej~dg| < j| = khew~g} we~ha faa ~dg

mdgg}g h} kga~gn%Kfcg} > }g|yheb}

‑Gyge kx 2 xgf| jan ]f|fd ahcg} ~dh}% H cejrH‘yg ijwen f bjjn |gmhpg rdge ]f|fd ahcg} h~% H kfcg h~ ~dg ehbd~ lgij|g!|gi|hbg|f~g h~ fen h~ h} |gfnx ~j |gdgf~ fen gf~ rdge rg f|g%‛ Kf|x + RHM }~fii

Kfhe Nh}dg} ) ]



<< ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

]pggnx fmj}> mwp} mjjcgn phe~j lgfe} rh~d ahvwhn/

6 pjwen gt~|f agfe b|jwen lggi! ~w|cgx j| mdhmcge

6 pfmcfbg ~fmj }gf}jeheb

6 pfmcfbg lw||h~j }hzg jw| ~j|~haaf}

6 mwp ajr+if~ mdgg}g! }d|gnngn

Mdjppgn ag~~wmg! ~jkf~j fen jehje

If~ i|gg }jw| m|gfk

Ifyj|h~g }fa}f

6% Mjjc kgf~ he }chaag~ fen l|jre! n|fheheb gtmg}} if~%

<% Kf}d lgfe} rh~d pj~f~j kf}dg| fen fnn kf}dgn lgfe} fen ~fmj}gf}jeheb} ~j kgf~ he }chaag~% ]hkkg|%

=% Rf|k jw| ~j|~haaf} je b|haa j| he khm|jrfyg%

>% Pw~ 6*> mwp ~fmj staaheb he~j ~j|~haaf} fen fnn ~jppheb} f} ng}h|gn% Ijan }hng}ji ~j|~haaf he jyg| staaheb%

Kfcg} 6< }g|yheb}


Kfhe Nh}dg} ) ]jwp}

,Kx ifkhax ajyg} ~dh}

vwhmc kgfa%, \gmhpg p|jyhngn lx ]dgaagx + RHM }~fii



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} <=

M|jmc Pj~ Mwlfe ]~xag Lafmc Lgfe}6 6*< mwp} n|hgn lafmc lgfe}! }j|~gn fen |he}gn

= mwp} l|j~d $ygbg~flag! mdhmcge j| lggi(

> mwp} rf~g|6 }kfaa jehje! mdjppgn

6 i|g}d ofafpgöj pgppg|! }ggngn fen nhmgn j| 6 ~gf}pjje n|hgn |gnpgppg| fcg}

> majyg} bf|ahm! khemgn

< lfx agfyg}

< ~gf}pjje} b|jwen mwkhe

< ~gf}pjje} stegax b|f~gn ahkg pgga

=*> ~gf}pjje }fa~6*< ~gf}pjje lafmc pgppg|

6% He f af|bg pfe! mjklheg lgfe} fen > mwp} ji rf~g|% L|heb ~j f ljha fen |gnwmgdgf~% ]hkkg| lgfe} wemjyg|gn ij| 60 khew~g}% Mjyg|! |gkjyg i|jk dgf~ fenag~ }~fen ij| jeg djw|%

<% N|fhe fen |he}g lgfe}%

=% Pafmg ~dg lgfe} he f =6*<+> vwf|~ }ajr mjjcg|% Fnn faa j~dg| heb|gnhge~}% Mjyg|

fen mjjc je ajr }g~~heb ij| 60+6< djw|} j| ij| 7 djw|} je ~dg dhbd }g~~heb%

>% \gkjyg ~dg lfx agfyg}! kf}d lgfe} }ahbd~ax $hi ng}h|gn( fen }g|yg jyg| |hmg%

]jw|mg? Dgfa~dx Kj~dg|}! Dgfa~dx Lflhg} Mjfah~hje ji Rf}dheb~je

\gmhpg fnfp~gn i|jk ~dg Lhbbg}~ Ljjc ji ]ajr Mjjcg| \gmhpg}! Lg~~g| Djkg} fen Bf|nge}! ]gp~gklg| <00<%

Kfcg} 4 }g|yheb}

Vwhmc ^hp

P|gpf|g ~dg heb|gnhge~} ~dg gygeheb lgij|g fen |gi|hbg|f~g% He ~dg kj|eheb! ow}~ pjw| he~j~dg m|jmc pj~ fen ag~ mjjc% M|jmc pj~} fen }ajr mjjcg|} kfcg h~ gf}x ~j p|gpf|g kgfa} rdge xjw f|g jw~ ij|

~dg nfx! fen gyg|xjeg h}dweb|x rdge xjw rfac he ~dg njj| f~ ehbd~%

]g|yheb Hngf}

• ]g|yg jyg| l|jrej| rdh~g |hmg

• ]p|hecag i|g}d

mhafe~|j fen mdgg}g jyg| ~dg ~jp

• jp rh~d eje+ if~ pafhe xjbw|~!nhmgn ~jkf~jg} fen*j| fyjmfnj

Kfhe Nh}dg} ) ]



<> ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

Fnf‘} Lgfe}6 pjwen |gn lgfe}! }j|~gn fen |he}gn

6 ~gf}pjje rdjag faa}phmg

< ~gf}pjje} }wbf|

< ~flag}pjje} mdhah pjrng|

Mwkhe fen j|gbfej ~j ~f}~g

6 }kfaa mfe ~jkf~j }fwmg

6 }kfaa jehje! mdjppgn

6 majyg bf|ahm! khemgn

6% Mjjc |gn lgfe} f} he}~|wm~gn je pfbg <%

<% Fnn |gkfheheb heb|gnhge~} fen }hkkg| we~ha lgfe} f|g ~geng|!fljw~ 66*< djw|}%

=% \gkjyg rdjag faa}phmg lgij|g }g|yheb%

>% ]g|yg jyg| ]pfeh}d |hmg rh~d aj~} ji rf|k ~j|~haaf}%

Kfcg} 4 }g|yheb}

Kfhe Nh}dg} ) ]jwp}

,Rdge rg rg|g b|jrheb wp! rg ajygn ~j lg heyh~gn ~j Fnf‘} ij| dg| lgfe}& ]dg farfx} dfn aj~} ji jw| ~j|~haaf} fen ]pfeh}d |hmg ~j }jfc wp~dg ngahmhjw} lgfe}&, Kf|hf + RHM mahge~




Ej|f‘} Age~ha ]jwp6 mwp n|x age~ha}! }j|~gn fen |he}gn

> mwp} rf~g|

6*> kgnhwk jehje! stegax mdjppgn6+< kgnhwk bf|ahm majyg}! stegax mdjppgn

]fa~ ~j ~f}~g

< ~flag}pjje} jha

6 mwp ~jkf~j! mdjppgn

6*< mwp jehje! mdjppgn

6*< mwp b|gge pgppg|} $khan j| dj~(! mdjppgn

Mdhyg} ij| bf|eh}d $jp~hjefa(

6% Pafmg age~ha} he rf~g| fen fnn jehje! bf|ahm fen }fa~% Ljha ~jbg~dg| we~ha age~ha}f|g ~geng|% Pw~ f}hng rdhag p|gpf|heb ~dg egt~ heb|gnhge~}%

<% He f }gpf|f~g i|xheb pfe! }fw~è ~jkf~jg}! jehje fen b|gge pgppg| he jha%

=% Fnn ~dg mjjcgn age~ha} ~j ~dg i|xheb pfe rh~d ~dg ygbg~flag}%]hkkg| ij| < khew~g}%

>% Bf|eh}d rh~d i|g}d mdhyg}%

Kfcg} 9 }g|yheb}

Kfhe Nh}dg} ) ]jwp}

,Chn} fen fnwa~} ajyg

~dh} gf}x nh}d%, Ej|f + RHM }~fii




Age~ha fmj}6 6*< mwp} n|x age~ha}! }j|~gn fen |he}gn

6*> mwp |fh}he}

> mwp} rf~g|

6*< b|gge pgppg|! mdjppgn

> majyg} bf|ahm! khemgn

6*< ~gf}pjje dj~ pgppg| fcg} $jp~hjefa(

6 ~flag}pjje mdhah pjrng|

6 ~gf}pjje mwkhe

6*< ~gf}pjje lf}ha

<*= mwp ~jkf~j pf}~g

6% Mjjc age~ha} he = mwp} rf~g| ij| 60 khew~g}%

<% Fnn |gkfheheb heb|gnhge~} fen }hkkg| ij| =0 khew~g}$Fnn kj|g rf~g| hi egmg}}f|x(%

=% ]g|yg rh~d mj|e ~j|~haaf}% Mfe fa}j lg }g|ygn jyg| |hmg j| ejjnag}%

Kfcg} 9 }g|yheb}

,Gyg|xjeg rdj ~|hg} ~dg}g |gfaax ajyg} ~dgk&,

Chk ” RHM }~fii

Kfhe Nh}dg} ) ]jwp}



fafn




6 mwp chnegx lgfe}! mjjcgn/

6 mwp mw~ b|gge lgfe}!mfeegn j| mjjcgn

< mwp} xgaajr rft lgfe}!mfeegn j| mjjcgn

6 b|gge pgppg|! nhmgn

<*= mwp jehje! ~dheax }ahmgn

6*< mwp mgag|x! ~dheax }ahmgn

< majyg} bf|ahm! rdjag

6*< mwp rheg yhegbf|

6*> mwp jha6*> mwp }wbf|

6*> ~gf}pjje j|gbfej

6 ~gf}pjje }fa~

6*> ~gf}pjje pgppg|

6% Kht lgfe}! ygbg~flag} fen bf|ahm majyg} he f af|bg ljra%

<% Kht yhegbf|! jha! fen }wbf| he f }fwmgpfe% Dgf~ we~ha }wbf| nh}}jayg}%Mjja }ahbd~ax%

=% ]~h| }gf}jeheb} he~j yhegbf| kht~w|g% Pjw| jyg| ygbg~flag}%^j}} ahbd~ax% Mdhaa jyg|ehbd~%

>% \gkjyg bf|ahm lgij|g }g|yheb%

Kfcg} 9 }g|yheb}


]fafn}

Lgfe} he }fafn fnn bjjn ajjc}! fyj| fen ljnx% ^dg ~|hmc ~j kfcheb bjjn lgfe

}fafn h} mjjcheb lgfe} we~ha ow}~ ~geng| fen n|fheheb ~dgk rdhag dj~% Mjja wemjyg|gn fen mdhaa lgij|g fnnheb j~dg| heb|gnhge~}%

Faa i j | j e g f

e n j e g i j | f

aa&

^d|gg Lgfe ]fafn




]f

Lgfe Mdhmcge ]fafn 6 <*= mwp} chnegx lgfe}! mjjcgn/

< mwp} mjjcgn mdhmcge! mw~ he~j 6*<+hemd mwlg}

6*< mwp mgag|x! }ahmgn

< ~flag}pjje} pf|}agx! mdjppgn

< ~flag}pjje} b|gge jehje! mdjppgn

< ~flag}pjje} rdh~g rheg yhegbf|

< ~flag}pjje} jha

6 ~flag}pjje agkje j| ahkg owhmg


6

*< $~j=

*>( ~gf}pjje }fa~6*4 ~gf}pjje pgppg|

6*4 ~gf}pjje |gn pgppg| $jp~hjefa(

6*4 ~gf}pjje ~f||fbje $jp~hjefa(

6% Mjklheg lgfe}! mdhmcge! mgag|x! pf|}agx fen b|gge jehje%

<% Kht |gkfheheb heb|gnhge~} rgaa fen ~j}} rh~d lgfe kht~w|g%

=% Mjyg| fen mdhaa ~dj|jwbdax%

Kfcg} > }g|yheb}




=0 ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

]fafn}

]fe~f Ig Lafmc Lgfe ]fafn 6 |gn pgppg|! |jf}~gn fen mw~ he~j }kfaa }~|hp}

< mwp} lafmc lgfe}! mjjcgn/

6

*< mwp mj|e! mjjcgn j| mfeegn6*= mwp mhafe~|j! mdjppgn

<+= majyg} bf|ahm! khemgn

< ~flag}pjje} jahyg jha

< ~flag}pjje} ahkg owhmg

6*> ~gf}pjje mfxgeeg pgppg|

]fa~ ~j ~f}~g

^j |jf}~ ~dg pgppg|?

6% ]ahmg pgppg| he dfai% \gkjyg }ggn} fen }~gk%

<% L|jha pgppg| $}che }hng wp( he jyge! we~ha }che h} mdf||gn% Pafmg he paf}~hm r|fpj| l|jre pfpg| lfb ij| 67+ <0 khew~g}%

=% Pgga jii mdf||gn }che weng| mjja |weeheb rf~g|%

^j kfcg ~dg }fafn?6% Mjklheg faa heb|gnhge~} he khtheb ljra! ~j}} bge~ax%

<% Mdhaa <+= djw|} ~j gedfemg fyj|%

Kfcg} 4 }g|yheb}


,Rg ajyg ~dh}

ygbg~f|hfe }fafn! h~ h} b|gf~ f~ pj~awmc}&, Rhakf + RHM }~fii



h g h}



=< ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

Age~ha Phafi 6 mwp age~ha}! }j|~gn fen |he}gn

=*> mwp rdh~g ajeb b|fhe |hmg

6 lwemd b|gge jehje}! mdjppgn6+< majyg} bf|ahm! khemgn

< ~flag}pjje} kf|bf|heg

< =*> mwp mdhmcge l|j~d

6*< ~gf}pjje ~dxkg

6*< ~gf}pjje }fa~

6*4 ~gf}pjje pgppg|

6% ]fw~è ~dg age~ha}! |hmg! jehje fen bf|ahm he ~dg kf|bf|heg we~ha ~dg jehje h}~geng| $fljw~ =+> khew~g}(%

<% Fnn ~dg |g}~ ji ~dg heb|gnhge~}! l|heb ~j f ljha%

=% \gnwmg dgf~! mjyg|! }hkkg| =0 khew~g} j| we~ha faa ~dg rf~g| h} fl}j|lgn%

Kfcg} 9 }g|yheb}

]hng Nh}dg}

Lgfe Ifm~Age~ha} fen }pah~ pgf} nj ej~ eggn ~jlg }jfcgn&



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} ==

]phefmd Age~ha ]fw~è 6 mwp age~ha}! }j|~gn fen |he}gn

6 mwp ajeb b|fhe |hmg

< vwf|~} rf~g|6 mwp jehje! nhmgn

< ~gf}pjje} bf|ahm! mdjppgn stegax

6 ~flag}pjje jahyg jha

6 pjwen i|g}d kw}d|jjk}! rf}dgn fen vwf|~g|gn

6 pfmcfbg $aJ+jz( i|jzge mdjppgn }phefmd! ~dfrgn fen n|fhegn

6 ~gf}pjje }fa~

6*>

~gf}pjje pgppg|

6*4 ~gf}pjje mfxgeeg pgppg|

6*< mwp b|f~gn ]rh}} mdgg}g

6% L|heb rf~g| ~j f ljha3 fnn age~ha} fen |hmg%

<% ]hkkg| we~ha age~ha} f|g ~geng|3 n|fhe fen }g~ f}hng%

=% ]fw~è jehje fen bf|ahm he jha we~ha }ji~gegn! fljw~ = ~j > khew~g}%

>% ]~h| he kw}d|jjk}! }phefmd! }fa~! pgppg| fen mfxgeeg%

7% ]fw~è kht~w|g we~ha kw}d|jjk} f|g fakj}~ mjjcgn ~d|jwbd%

9% ]~h| he |g}g|ygn age~ha}3 dgf~ ~d|jwbd%

2% \gkjyg i|jk dgf~ ~j f }g|yheb nh}d fen }p|hecag rh~d mdgg}g%

Kfcg} 9 }g|yheb}

]hng Nh

Ew~|h~hje Ej~g?Nhn xjw cejr ~df~ 6 * < mwp mjjcgn n|x lgfe}df} jeax 664 mfaj|hg} fen zg|j mdjag}~g|ja:



=> ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

\gi|hgn Lgfe}6 6*< mwp} n|x phe~j lgfe}! }j|~gn fen |he}gn

< majyg} bf|ahm! khemgn

6 ~flag}pjje jha6*> mwp mdjppgn jehje

6 ~gf}pjje b|jwen mwkhe

6% Mjjc/ lgfe} fen |g}g|yg }jkg ji ~dg mjjcheb ahvwhn lgij|g n|fheheb%

<% ]fw~è jehje} fen bf|ahm he jha we~ha jehje} lgmjkg magf|% Fnn f ah~~ag rf~g| hiygbg~flag} }~hmc%

=% Kf}d dfai ji ~dg lgfe}! fen fnn ~j jehje fen bf|ahm% Mje~hewg ~j }fw~è ij|60 khew~g}! }~h||heb i|gvwge~ax% Faajr }jkg ji ~dg kf}dgn lgfe} ~j l|jre%

>% Fnn mwkhe% Fnn |gkfheheb lgfe} fen mje~hewg mjjcheb we~ha ~dgx f|grf|kgn ~d|jwbd%

7% Rf~g| j| ahvwhn i|jk lgfe} kfx lg fnngn ~j cggp ~dg lgfe} }ji~ fen kw}dx%

Kfcg} 9 }g|yheb}

/ ~hje ) mjj heb he}~|wm~hje} f|g je pfbg <%

]hng Nh}dg}



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} =7

Lf|+L+V‘n Age~ha}< mwp} age~ha}! }j|~gn fen |he}gn

7 mwp} rf~g|

6

*< mwp kjaf}}g}< ~flag}pjje} l|jre }wbf|

6 ~gf}pjje Rj|mg}~g|}dh|g }fwmg

6*< mwp mf~}wp

6 ~gf}pjje n|x kw}~f|n

6 mfe $67 jwemg( ~jkf~j }fwmg

< ~flag}pjje} khemgn jehje

6 ~flag}pjje yhegbf|

6% ]hkkg| age~ha} he rf~g| he f ~hbd~ax mjyg|gn pfe ij| =0 khew~g} j| we~ha~geng|! lw~ rdjag% N|fhe%

<% Fnn |gkfheheb heb|gnhge~} ~j age~ha}%

=% Kht rgaa! pafmg he jyge+p|jji lfcheb nh}d%

>% Lfcg wemjyg|gn f~ =70˟ ij| >7 khew~g}%

Kfcg} 4 }g|yheb}

]hng Nh}

Ew~|h~hje Ej~g

Jeg mwp mjjcgn n|x lgfe} df} ag}} if~ fen mdjag}~g|ja ~dfe f }cheag}} mdhmcge l|gf}~%

^hp]fyg ~dg ahvwhn i|jk~dg n|fhegn age~ha}%\gi|hbg|f~g j| i|ggzg

fen w}g f} f dgfa~dx }jwp l|j~d he xjw| ifyj|h~g }jwp |gmhpg%




Kf|hef~gn Ygbg~flag}6 pjwen! n|x bf|lfezj lgfe} $mdhmc pgf}(! }j|~gn fen |he}gn

6*= mwp }fafn jha

6*= mwp mhng| yhegbf|

< ~flag}pjje} b|gge pgppg|! stegax mdjppgn

6 ~flag}pjje pf|}agx! mdjppgn

6 ~gf}pjje }fa~

6*> ~gf}pjje pfp|hcf

6*4 ~gf}pjje pgppg|

= mwp} mfwahjrg| l|jcge he~j j|g~}! mjjcgn ~geng| m|h}p

6 mwp mwmwklg|! }ahmgn< mwp} mf||j~}! mw~ he ~dhe }~|hp}

6% Mjjc/ bf|lfezj lgfe} we~ha ~geng| $fljw~ = djw|}%( N|fhe rgaa%

<% Pafmg jha! yhegbf|! b|gge pgppg|! pf|}agx! }fa~ fen }phmg} he f af|bg ljra%Kht rgaa%

=% Fnn ygbg~flag}% Kht bge~ax% Mdhaa ij| =+> djw|} j| jyg|ehbd~%

>% ]g|yg mdhaagn%

Kfcg} 4 }g|yheb}


]hng Nh}dg}

‑Fnn j~dg| ygbg~flag}! hi xjw ahcg! ~j ~dh} mjaj|iwa }fafn3 27 mfaj|hg} pg|

jeg+dfai mwp%‛



Nhp} ) ]fa}f}




Lafmc Lgfe ]fa}f 6 mwp n|x lafmc lgfe}! }j|~gn fen |he}gn

< ~flag}pjje} ahkg owhmg

6*= mwp i|g}d mhafe~|j! khemgn6*< mwp rdh~g jehje! nhmgn

= }kfaa ~jkf~jg}! stegax mdjppgn

6 i|g}d dj~ mdhah! nhmgn

6% L|heb lgfe} ~j f ljha he = vwf|~} ji rf~g|%

<% \gnwmg ~dg dgf~! mjyg| fen }hkkg| ij| fe djw| we~ha ~dg lgfe} f|g ~geng|%

=% N|fhe ~dg rf~g|! |g}g|yheb jeg ~flag}pjje ji ~dg mjjcheb ahvwhn%

>% Pafmg ~dg |g}g|ygn ahvwhn fen fljw~ dfai ji ~dg lgfe} he f ljra%

7% Fnn ~dg ahkg owhmg fen kf}d ~dg lgfe} we~ha }kjj~d%

9% ]~h| he ~dg |gkfheheb lgfe}! ~dg mhafe~|j! jehje! ~jkf~jg} fen mdhah%

2% ]gf}je rh~d }fa~% Mdhaa ~dg kht~w|g ij| wp ~j > djw|}%

Kfcg} 4 }g|yheb}

Vwhmc hp?^dh} lafmc lgfe }fa}f kfcg} f b|gf~ nhp ij| mj|e mdhp}% H~ mfefa}j lg }g|ygn jyg| fegemdhafnf! lw||h~j j| fex j~dg| Kgthmfege~|èg j| ~|x h~ jyg| gbb}&

Nhp} ) ]fa}f



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} =8

Mdhah Lgfe Nhp6 pjwen n|x chnegx lgfe}! }j|~gn fen |he}gn

= mwp} rf~g|

6 ~flag}pjje yhegbf|=*> ~gf}pjje mdhah pjrng|

6*4 ~gf}pjje b|jwen mwkhe

< ~gf}pjje} jehje! stegax mdjppgn

< ~gf}pjje} pf|}agx! mdjppgn

\fr ygbg~flag }~hmc} f} ng}h|gn

6% He f af|bg pfe! mjklheg lgfe} rh~d = mwp} rf~g|% P|gpf|g lx vwhmc+}jfc j|jyg|ehbd~ }jfc kg~djn $}gg pfbg <(%

<% Mjjc ~dg lgfe} we~ha ~geng|! fljw~ 66*< djw|}3 n|fhe%

=% Pafmg n|fhegn lgfe}! yhegbf|! mdhah pjrng|! fen mwkhe he lageng|%Lagen we~ha }kjj~d%

>% \gkjyg kht~w|g i|jk lageng|% ]~h| he jehje fen pf|}agx%

7% ]g|yg rh~d |fr ygbg~flag}! ~fmj }dgaa}! j| ~j|~haaf mdhp}%

Kfcg} <0 }g|yheb}

Nhp} ) ]

‑Rg ahcg ~dh} rh~d ~fmj}dgaa} j| |fr ygbg~flag} }wmd f} mf||j~}! mgag|x!

b|gge pgppg|}! l|jmmjah!mfwahjrg|! g~m%‛ \djenf + RHM mahge~



>0 ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

Dwkkw}< mwp} bf|lfezj lgfe}! mjjcgn/

7 ~flag}pjje} ^fdheh $b|jwen }g}fkg }ggn pf}~g j| }g}fkg lw~~g|ijwen he ~dg dgfa~d ijjn }gm~hje ji ~dg }~j|g(

6*< ~gf}pjje }fa~

6*< mwp agkje owhmg

<+= majyg} bf|ahm

= ~flag}pjje} jahyg jha j| ahbd~ ygbg~flag jha

6*> mwp rf~g|

6% Mjklheg faa heb|gnhge~} he f ijjn p|jmg}}j| j| lageng| we~ha }kjj~d%

<% Fnn rf~g| f ah~~ag f~ f ~hkg we~ha h~ |gfmdg} ng}h|gn mje}h}~gemx%

=% ]g|yg f} f nhp j| }p|gfn%

]~j|g agi~jyg|} he |gi|hbg|f~j| ij| wp ~j jeg rggc%

Kfcg} = mwp}


Nhp} ) ]fa}f

W}g f} f nhp rh~d ygbg~flag}! ~j|~haaf mdhp} j| ph~f l|gfn% Fa}j bjjn

f} f }fenrhmd }p|gfn rh~d i|g}d ygbg~flag} he ph~f pjmcg~ l|gfn%

‑H ahcg ~dh} |gmhpg lgmfw}g ji h~} }hkpahmh~x%‛ Owahg + RHM }~fii



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} >6

]wpg| Lgfe Nhp6 mwp |gi|hgn lgfe}/

6 + mje~fheg| $4 jz( Kgthmfe Lgfe Nhp

6 + mje~fheg| $4 jz( ajr if~ }jw| m|gfk6 mwp ~jkf~jg}! mdjppgn

6 mwp |hpg jahyg}! mdjppgn

6 mwp b|gge jehje! mdjppgn

< mwp} ajr+if~ mdgnnf| mdgg}g! b|f~gn

Ph~f l|gfn! |fr ygbg~flag! j| ~j|~haaf mdhp}

6% ]p|gfn |gi|hgn lgfe} je af|bg paf~g%<% Mjklheg Kgthmfe Lgfe Nhp fen }jw| m|gfk he ljra fen }p|gfn jyg| lgfe}%

=% Afxg| ~jkf~jg}! |hpg jahyg}! b|gge jehje! fen mdgg}g jyg| nhp%

>% ]g|yg rh~d rgnbg} ji ph~f l|gfn! |fr ygbg~flag}! j| if~+i|gg ~j|~haaf mdhp}%

Kfcg} <0 }g|yheb}

/ W}g |gmhpg je pfbg => j| w}g mfeegn |gstgn lgfe}

Nhp} ) ]

Ew~|h~hje Ej~gJeg mwp mjjcgn phe~jlgfe} ; = * > nfhax |gvwh|gkge~ $<8> kmb( ji ijahm fmhn ij| fnwa~}%



>< ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

6+<+= Lgfe Nhp= mwp} rdh~g j| phe~j lgfe}! mjjcgn/

6*4 mwp mdhah pjrng| $}~f|~ jw~ w}heb ag}} fen fnn kj|g ~j ~f}~g(6 ~gf}pjje bf|ahm pjrng| $j| bf|ahm }fa~(

6 ~gf}pjje jehje pjrng|

J|

6 pfmcfbg ~fmj }gf}jeheb kht he pafmg ji ~dg }phmg}

6% Kf}d = mwp} ji mjjcgn rdh~g j| phe~j lgfe}%

<% Fnn mdhah pjrng| ~j ~f}~g! bf|ahm pjrng| $j| bf|ahm }fa~(! jehje pjrng|++j|}hkpax fnn 6 pfmcfbg ji ~fmj }gf}jeheb kht%

=% ]~h| faa heb|gnhge~} ~jbg~dg|%

]g|yg rh~d mdhp} j| ygbbhg}%

Kfcg} <0 }g|yheb}

/Lgfe p|gpf|f~hje ) mjjcheb he}~|wm~hje} f|g je pfbg <%

Nhp} ) ]fa}f





>> ^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

Rdh~g Mdhah =+> mwp} rdh~g lgfe}! mjjcgn/

6 ~flag}pjje jahyg jha

< |gn pgppg|}! mdjppgn6 af|bg jehje! mdjppgn

6 mfe mdjppgn b|gge mdhah $fnow}~ fkjwe~ ~j ~f}~g(

= majyg} bf|ahm! khemgn

6 ~flag}pjje mdhah pjrng|

6 ~gf}pjje mwkhe

6 ~gf}pjje j|gbfej

< mwp} mdhmcge l|j~d< mwp} khac

6*> mwp mhafe~|j

=*> pjwen ji mdhmcge! mjjcgn fen mwlgn

9 mj|e ~j|~haaf}! ~jf}~gn fen mw~ he~j 6 hemd }vwf|g}

6% ]fw~è pgppg|} fen jehje he jahyg jha%

<% Fnn b|gge mdhah! bf|ahm! }phmg} fen mdhmcge l|j~d% ]hkkg| ij| <0 khew~g}%

=% Fnn khac! mjjcgn lgfe}! mjjcgn mdhmcge fen mhafe~|j% Dgf~ ~d|jwbd%

>% jp mdhah rh~d m|h}p ~j|~haaf} lgij|g }g|yheb%

Kfcg} 60 }g|yheb}


Mdhah




Mdhah < mwp} n|x chnegx lgfe}! }j|~gn fen |he}gn

6 pjwen b|jwen lggi j| ~w|cgx


6 b|gge pgppg|! mdjppgn

=*> mwp ~jkf~j }fwmg

< mwp} mfeegn ~jkf~jg}

< ~flag}pjje} mdhah pjrng|

66*< ~gf}pjje} }fa~

6% Mjjc/ lgfe} we~ha fakj}~ ~geng|%

<% M|wklag b|jwen lggi he~j dgf~gn i|x pfe% Fnn jehje fen b|gge pgppg|%Mjjc we~ha lggi h} ej ajebg| phec% N|fhe if~%

=% ]~h| he |gkfheng| ji heb|gnhge~}% ]hkkg| ij| fljw~ >7 khew~g}! we~ha ~dhmc%

Kfcg} 9 }g|yheb}


M

Vwhmc hp?^dhec < kgfa} he}~gfn ji 6&

Kfcg f lf~md ji mdhah ij| ~jehbd~ fen pafe~j dfyg h~ f} pf|~ ji f lfcgn pj~f~j lf| ~jkj||jr%Lfcgn pj~f~j lf|} f|g fe gf}x nheeg| ij| gyg|xjeg ” xjw lfcg ~dg pj~f~jg} fen dgf~

~dg mdhah! jang| chn} mfe b|f~g ~dg mdgg}g%Jp~hjefa h~gk} ~j fnn ” mdjppgn jehje}!~jkf~jg}! jahyg}! ahbd~ }jw| m|gfk! fen }fa}f%Gyg|xjeg phmc} ~dgh| ifyj|h~g} ~j fnn ~j~dgh| pj~f~j%




Ygbg~f|hfe Mdhah < 6*< mwp} n|x chnegx lgfe}! }j|~gn fen |he}gn

6 6*< mwp} jehje! mdjppgn

> majyg} bf|ahm! khemgn6 ~flag}pjje jahyg jha

6 mwp mdjppgn mgag|x! mdjppgn

6 mwp mdjppgn mf||j~}! mdjppgn

6 ~gf}pjje b|jwen mwkhe

6 ~gf}pjje lf}ha

6 ~gf}pjje mdhah pjrng|

Nf}d mfxgeeg pgppg|

]fa~ fen pgppg|

6 mwp b|gge pgppg|! mdjppgn= ~flag}pjje} ~jkf~j pf}~g

< mwp} i|g}d ~jkf~jg}! mdjppgn

6 mwp ~jkf~j owhmg j| }fwmg

Jp~hjefa ~jppheb}? Mdgnnf| mdgg}g! }jw| m|gfk

6% Mjjc/ lgfe} we~ha fakj}~ ~geng|%

<% ]fw~è jehje} fen bf|ahm he jahyg jha%

=% Fnn mf||j~}! mgag|x fen }phmg}%

>% Rdge ygbg~flag} f|g fakj}~ njeg! fnn b|gge pgppg|}% Mjjc we~ha ~geng|%

7% Mjklheg faa heb|gnhge~} fen mjjc he }ajr mjjcg| je ajr faa nfx $9+4 djw|}(j| jyg| }~jyg je ajr dgf~ ij| >+7 djw|}%

9% ]g|yg ~jppgn rh~d b|f~gn Mdgnnf| mdgg}g fen ajr+if~ }jw| m|gfk! hi ng}h|gn%

Kfcg} 60 }g|yheb}


Mdhah

Ew~|h~hje Ej~g

6 * < mwp mjjcgn lgfe} df} ~dg }fkg pj~f}}hwk f} jeg kgnhwk lfefef&




Mwlfe Lafmc Lgfe}6 mwp n|x lafmc lgfe}! }j|~gn fen |he}gn

< mwp} rf~g|

6 }kfaa b|gge pgppg|! mdjppgn6 }kfaa jehje! }ahmgn


6 ~flag}pjje jha

6 lfx agfi

=*> ~gf}pjje j|gbfej

6*< ~gf}pjje b|jwen mwkhe

6

*< ~gf}pjje }fa~Nf}d ji pgppg|

< mwp} dj~ mjjcgn |hmg

6% Dgf~ rf~g| fen lgfe} ~j ljhaheb he =+vwf|~ }fwmgpfe3 ljha < khew~g}%\gkjyg i|jk dgf~3 mjyg| fen ag~ }~fen 6 djw|%

<% Mjjc b|gge pgppg|! jehje fen bf|ahm he jha we~ha jehje h} ~geng|3 }~h| he~j lgfe}%

=% Fnn gejwbd rf~g| ~j mjyg| lgfe} hi egmg}}f|x% Dgf~ ~j ljhaheb3 |gnwmg dgf~%

>% ]~h| he lfx agfi! j|gbfej! mwkhe! }fa~ fen pgppg|%

7% Mjyg| fen }hkkg| we~ha lgfe} f|g ~geng| fen kj}~ ji ~dg ahvwhn h} fl}j|lgn!66*< ~j < djw|}% \gkjyg lfx agfi%

9% ]g|yg jyg| |hmg%

Kfcg} > }g|yheb}

Md

,^|x ~dh} he xjw| m|jmc pj~% ]g|yg rh~d mdwecx mj|el|gfn fen m|h}px b|gge}fafn% Geojx&,

Mgmhax + RHM }~fii




Gf}x Mdhah = mwp} phe~j j| |gn lgfe}! mjjcgn/

6 6*< pjwen} agfe dfklw|bg|

= + 4 jz% mfe} ~jkf~j }fwmg6 jehje! mdjppgn

6 majyg bf|ahm! mdjppgn

= ~flag}pjje} mdhah pjrng|

< ~gf}pjje} mwkhe

6 ~gf}pjje pfp|hcf

6 ~gf}pjje ~dxkg

6 ~gf}pjje j|gbfej

6% ]fw~è dfklw|bg| fen mdjppgn jehje! n|fhe%

<% Fnn ~j lgfe} rh~d }phmg}! bf|ahm fen ~jkf~jg}%

=% ]fa~ ) pgppg| ~j ~f}~g%

>% ]hkkg| 6 djw| j| we~ha dgf~gn fen fyj|} lagen%

Kfcg} 60 }g|yheb}


Mdhahg}



rhmd f




]fenrhmdg}

Ifafiga rh~d Xjbw|~ ]fen rhmd ‑F Khngf}~g|e }fenrhmd w}heb pjmcg~ $Ph~f( l|gfn%‛

6 mwp n|x bf|lfezj lgfe}

$mdhmc pgf}(! }j|~gn fen |he}gn

= mwp} rf~g|

6*> mwp jha

6 majyg bf|ahm! m|w}dgn


6 }p|hb pf|}agx! mdjppgn

6 ~gf}pjje }fa~

6% Pw~ lgfe} fen rf~g| he af|bg pj~ fen }jfc lx ~dg jyg|ehbd~ j| vwhmc+}jfckg~djn $}gg pfbg <(%

<% Mjjc we~ha ~geng|! fljw~ < djw|}% Fnn kj|g rf~g| hi egmg}}f|x% N|fhe%

=% ]ajrax dgf~ jha fen }fw~è bf|ahm fen jehje we~ha ~geng| $7 ~j 2 khew~g}(%

>% Kf}d mjjcgn lgfe}! }fw~ègn ygbg~flag}! pf|}agx! }fa~! agkje owhmg fen dj~pgppg| }fwmg we~ha }kjj~d%

7% Rh~d jw|gn dfen}! ij|k jyfa} rh~d lgfe kht~w|g $fljw~ 6*> mwp gfmd(%

\jaa he jw|%

9% I|x ifafiga! rh~d ~dg |gkfheheb jha he }chaag~! we~ha bjange l|jre% N|fhe jepfpg| ~jrga%

2% Mjklheg xjbw|~ rh~d |gkfheheb jehje%

4% ]g|yg ifafiga he pjmcg~ l|gfn ~jppgn rh~d xjbw|~%

Kfcg} > }fenrhmdg}

< ~gf}pjje} agkje owhmg

6*= ~gf}pjje dj~ pgppg|}fwmg

6 mwp pafhe xjbw|~

6 }kfaa jehje! mdjppgn

> Ph~f l|gfn pjmcg~}

Iajw|




Age~ha Lw|bg| ‑F b|gf~ mdfebg ji pfmg i|jk ~dg w}wfa nheeg| if|g%Fe hegtpge}hyg! p|j~ghe+|hmd lw|bg|%‛

66*> mwp} age~ha}! }j|~gn fen |he}gn

= mwp} rf~g|

6 mwp jehje}! mdjppgn

6 mwp mf||j~}! b|f~gn

= mwp} l|gfn m|wkl}

6% Mjklheg age~ha} fen rf~g|% L|heb ~j ljha he af|bg }fwmgpfe% Ajrg| dgf~! mjyg|!mjjc 67 khew~g}%

<% Fnn jehje} fen mf||j~}% Mjjc 67 khew~g} kj|g j| we~ha age~ha} f|g yg|x~geng|% \gkjyg i|jk dgf~! mjja }ahbd~ax%

=% ]~h| he l|gfn m|wkl}! gbb! bf|ahm }fa~! j|gbfej fen }fa~%

>% Kga~ lw~~g| he af|bg }chaag~% N|jp age~ha kht~w|g lx jeg+dfai mwpiwa} he~j dj~lw~~g|! f~~geheb kjwen} rh~d }pf~waf% Mjjc we~ha st|k fen bjange l|jre jelj~d }hng}%

7% ^jp gfmd pf~~x rh~d 6 }ahmg mdgg}g3 dgf~ we~ha kga~gn%

9% ]g|yg je lwe} hi ng}h|gn%

Kfcg} 4 }g|yheb}

]fenrhm

Ew~|h~hje Ifm~6 mwp mjjcgn n|x lgfe}df} ~dg }fkg mfaj|hg} f} f kgnhwk lfcgn pj~f~j! 6 mwp mjjcgn pf}~f j| mjjcgn |hmg%

Mjjcheb rh~d Chn}Ag~ jang| chn} dgap ~j b|f~g ~dg mf||j~} j| l|gfc wp l|gfn ~j kfcgm|wkl}&

6 lgf~ge gbb

6 ~gf}pjje bf|ahm }fa~


6*< ~gf}pjje }fa~

= ~flag}pjje} lw~~g|

4 }ahmg} mdgg}g




Jpge+Ifmgn Lgfe ]fenrhmd 9 I|gemd j| H~fahfe |jaa}

66*< mwp} |gi|hgn lafmc lgfe} $mfeegn(

6 mwp b|f~gn Kje~g|gx Ofmc mdgg}g]fa}f

6% P|gdgf~ f l|jhag| j| b|haa%

<% ]pah~ gfmd |jaa he dfai ageb~drh}g fen }p|gfn gfmd mw~ }hng rh~d f afxg| jilgfe} 6*> hemd ~dhmc% ]p|hecag ~dg mdgg}g gygeax jyg| ~dg lgfe}%

=% F||febg ~dg }pah~ |jaa} je f lfcheb }dgg~ fen pafmg he ~dg l|jhag| $b|haa( >+9hemdg} lgajr ~dg dgf~ }jw|mg%

>% L|jha $b|haa( we~ha ~dg l|gfn h} m|wemdx! ~dg mdgg}g} f|g kga~gn fen ~dg lgfe}f|g lwllax! 9+4 khew~g}%

7% ]g|yg dj~ rh~d ~dg }fa}f je ~dg }hng%

Kfcg} 9 }g|yheb}

Vwhmc ^hpCggp ~dg}g heb|gnhge~} jedfen ij| fe gf}x kgfa fex~hkg%]~j|g |jaa} fen b|f~gn mdgg}g he ~dg i|ggzg|3 cggp mfeegn |gi|hgn lafmc lgfe} fen }~j|g+ljwbd~ }fa}f je ~dg }dgai%

Gf}x! Mdgg}x HngfB|f~g mdgg}g fen }p|gfn jw~ je f mjjchg }dgg~ j| f~ pfe! pafmg he i|ggzg|% Jemg faa ~dg mdgg}g h} i|jzge! }m|fpg he~j f _hpajm lfb fen }~j|g he ~dg i|ggzg|% W}g

}~|fhbd~ i|jk ~dg i|ggzg| fex~hkg xjw eggn ~jfnn b|f~gn mdgg}g ~j f |gmhpg… b|gf~ ij| ~fmj}!}m|fklagn gbb} j| f} f lfcgn pj~f~j ~jppg|%

]fenrhmdg}



fcg}




L|gfn} ) Mfcg}

Phe~j Lgfe Kwiste}6 mwp mjjcgn/ fen kf}dgn phe~j lgfe}

< mwp} jw|

< ~gf}pjje} l|jre }wbf|< ~gf}pjje} lfcheb pjrng|

6 ~gf}pjje }fa~

< gbb}

6 mwp khac

6*> mwp ygbg~flag jha

6% Kht n|x heb|gnhge~}%<% He f }gpf|f~g ljra! lgf~ gbb}! kht rh~d khac! jha fen kf}dgn lgfe}%

=% Mjklheg faa heb|gnhge~}! khtheb ow}~ gejwbd ~j kjh}~ge n|x heb|gnhge~}%

>% B|gf}g kwiste ~he} rgaa j| w}g eje+}~hmc }p|fx% Ihaa kwiste ~he} 6*< iwaa% Lfcgf~ >00˟ ij| <0+<7 khew~g}%

7% ]g|yg dj~%

Ej~g? Nj ej~ w}g mwpmfcg aheg|} + ~dg}g kwiste} rhaa }~hmc&

Kfcg} 6< }g|yheb}





Kjh}~ Mjmjf+Age~ha Mfcg < mwp} ljhaheb rf~g|

6*> ~gf}pjje }fa~

<*= mwp age~ha}! }j|~gn fen |he}gn

6 6*< mwp} rdh~g }wbf|

6 mwp jha

> af|bg gbb}

6% Fnn age~ha} fen }fa~ ~j ljhaheb rf~g|% Mjyg| fen }hkkg| ij| >0 khew~g}% N|fhe!|g}g|yheb ahvwhn%

<% Fnn 6*< mwp ji ahvwhn lfmc ~j age~ha}% Kfcg pw|gg he lageng| j| ijjn p|jmg}}j|%

=% P|gdgf~ jyge ~j =70˟%

>% B|gf}g fen jw| f 8 t 6<+hemd pfe%

7% Kht }wbf|! jha! gbb} fen lgf~ rgaa ij| < khew~g}%

9% Fnn yfehaaf fen pw|ggn age~ha} ~j m|gfkgn kht~w|g%

2% ]hi~ fen fnn |gkfheheb heb|gnhge~}% Lgf~ ij| fe fnnh~hjefa < khew~g}%

4% Pjw| he~j p|gpf|gn mfcg pfe% Lfcg ij| =0+=7 khew~g}%

8% Mjja! i|j}~ fen gf~%

Kfcg} 6< }g|yheb}

L|gfn} ) Mf

6 ~gf}pjje yfehaaf

< mwp} }hi~gn jw|

> ~flag}pjje} mjmjf

6 6*< ~gf}pjje} lfcheb }jnf

6*< ~gf}pjje }fa~

I|j}~heb ji xjw| mdjhmg




Fkg|hmfe Lgfe L|gfn |x ~dh} ‑lgfe+nh}bwh}g‛ H~‘} lgfe}… nh}bwh}gn f} l|gfn%

6 <*= mwp} phe~j lgfe} mjjcgn/! kf}dgn j|

6 + mfe $67 jz( phe~j lgfe} rh~d ahvwhn! kf}dgn6 6*< mwp} mj|ekgfa

< gbb} lgf~ge

=*> mwp lw~~g|khac

]fa~ ~j ~f}~g

6 ~gf}pjje lfcheb }jnf

6% Mjklheg faa ~dg heb|gnhge~}! lgf~heb ow}~ gejwbd ~j kfcg f }kjj~d lf~~g|%

<% ^w|e he~j f b|gf}gn ajfi pfe fen lfcg >7 + 70 khew~g} he fe jyge p|gdgf~gn~j =27¿%

=% Rdge ~jp l|jre} fen }hng} pwaa frfx i|jk ~dg pfe! ~w|e jw~ fen mjjaje f |fmc%

Ngahmhjw} rf|k rh~d lw~~g|&

Kfcg} 6 ajfi


L|gfn} ) Mfcg}



Chn} Mj|eg|



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg}

F Mdhan‘} Ih|}~ Ag}}je he Bf|ngehebB|jrheb f Lgfe}~fac $j| B|jrheb Lgfe} he f Mwp(

6% ]gagm~ f bjjn+}hzgn mwp j| j~dg| }hkpag mje~fheg|%

<% ]jfc n|hgn lgfe} $fex chen( he rf~g| jyg|ehbd~%

=% Ihaa xjw| mje~fheg| rh~d bjjn vwfah~x pj~~heb }jha%

>% Pafe~ f lgfe }ggn j| ~rj he~j ~dg }jha! w}wfaax jeg ~j ~rjhemdg} nggp% Rf~g| rgaa fen pafmg he f rhenjr rh~d f~ agf}~styg djw|} ji }weahbd~ f nfx%

7% Cggp }jha kjh}~ lw~ ej~ jyg|ax rg~%

9% He f kje~d xjw| pafe~ rhaa lg vwh~g af|bg fen xjw kfx gygelg |grf|ngn rh~d lgfe} ~j gf~&

Dg|g‘} f ]hkpag!Iwe P|jogm~ ij| Chn}& Ej ]jha Eggngn&

Lfbbhg Bf|nge

6% Rg~ f pfpg| ~jrga! fen n|jp h~ fajeb rh~d 9 rdh~g lgfe} he~j f|g+}gfaflag lfbbhg%

<% ]gfa ~dg lfbbhg agfyheb }jkg fh| he ~dg lfb fen pw~ h~ he xjw|rhenjr%

=% Xjw| mdhan|ge rhaa ajyg rf~mdheb ~dg lgfe} b|jr&

Rdge xjw

f|g mjjcheb

f pj~ ji mdhah j| ahkf

lgfe}! }fyg

jeg j| ~rj

lgfe} fen

~|x ~dg}g iwe

bf|ngeheb

fm~hyh~hg}%

Rdhag

~dg

lgfe}

f|g

mjjcheb!

|gfn ~dg

}~j|x ji ‑Ofmc

fen ~dg Lgfe}~fac%‛

Chn} Mj|eg|




Lflhg} ) jnnag|} Ajyg Lgfe}Lgfe} f|g f bjjn }jw|mg ji p|j~ghe fen mfe lg pw|ggn j| kf}dgnij| heife~} jang| ~dfe 9 kje~d} ji fbg% |x ~dg ijaajrheb |gmhpg?

Age~ha} ij| Ah~~ag Jeg}= mwp} rf~g|6*< mwp age~ha}! rf}dgn fen }j|~gn

6 mwp mdjppgn dfk! lggi j| j~dg| kgf~

= }kfaa mf||j~}! pggagn fen mdjppgn

6 }kfaa jehje! pggagn fen mdjppgn

6% Pw~ faa heb|gnhge~} he~j f }jwp pj~! l|heb ~j f ljha! ~w|e njre dgf~! mjyg|fen }hkkg| ij| 66*< djw|}%

<% Pw~ ~d|jwbd f }~|fheg|! |g}g|yheb ahvwhn%

=% Pw~ age~ha kht~w|g he~j f lageng| fen pw|gg! fnnheb f} kwmd }jwp ahvwhn f}xjw ahcg we~ha xjw bg~ ~dg mje}h}~gemx xjw rfe~%

Kfcg} fljw~ > mwp} ji }jwp% I|ggzg} rgaa%

Chn} Mj|

Rdge lflx }~f|~}~j phmc wp stebg|ijjn} ” lgfe} f|g

f iwe fnnh~hje&^|x ~dh} hngf?

Mjan Lgfe Mwp

Ihaa f paf}~hm mwp dfai iwaa jimjjcgn lgfe} $chnegx! ahkf!phec! efyx g~m%%( fen ag~ lflxphmc fen mdjj}g%




Chn} Mj|eg|

Ij| f Iwe Awemd Hngf Kfcg Ygbg~f|hfeMdhah je pfbg >9 fen }g|yg h~ jyg| kfmf|jeh% Bhyg h~ f

}haax efkg ahcg ‑Ofmc fen Ohaah Mdhah‛%

Dfyg mdhan|ge dgap p|gpf|g ~dh} ngahmhjw} lgfe nh}d%

]wmmj~f}d ^dg ijjn ~df~ h} f} kwmd iwe ~j }fx f} h~ h} ~j gf~&

6 mwp ahkf lgfe} $mfeegn! i|jzge! j| i|g}dax p|gpf|gn(

6 mwp mj|e $mfeegn! i|jzge j| i|g}dax p|gpf|gn(

6*< mwp mf||j~}! mdjppgn

6*< mwp |gn lgaa pgppg|! mdjppgn

6 kgnhwk ~jkf~j! mdjppgn

6% Dfyg mdhan|ge fnn ~dg ahkf lgfe} fen mdjppgn ygbg~flag} ~j f af|bg ljra

fen }~h| ~jbg~dg|%

<% Pafmg kht~w|g he~j f pfe% Fnn rf~g|! w}heb gejwbd ~j p|gyge~heb|gnhge~} i|jk }~hmcheb j| }mj|mdheb $fljw~ 6*< + 6 mwp ngpgenheb je~dg }hzg ji xjw| pfe(%

=% Mjyg| fen dfyg fe fnwa~ mjjc we~ha faa lgfe} fen ygbg~flag} f|g ~geng|%

>% Fnn f }kfaa fkjwe~ ji lw~~g| j| kf|bf|heg fen f ah~~ag }fa~ ~j ~f}~g%

]g|yg f} f awemd j| }efmc%

Kfcg} 4 }g|yheb}



L g f e n g t ~ d g




H dfyg egyg| mjjcgn lgfe} lgij|g! H |gfaax nje‘~ cejrfex~dheb fljw~ lgfe}! lw~ H fk rhaaheb ~j bhyg ~dgk f ~|x&

|x ~dg}g |gmhpg} ~df~ f|g gf}x ~j p|gpf|g?

Lgfe ]jwp %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 60

]pah~ Pgf j| Age~ha ]jwp%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 67

Lfcgn Lgfe}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 69

^j}~fnf%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 68

Cgaax‘} Dg|lgn Age~ha ) \hmg Mf}}g|jag%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <6

]pggnx fmj}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <<

Fnf‘} Lgfe} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <>

Age~ha fmj} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <9

Age~ha Phafi%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =<

\gi|hgn Lgfe}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =>

Lafmc Lgfe ]fa}f%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =4

Dwkkw}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >0

]wpg| Lgfe Nhp %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >6

6+<+= Lgfe Nhp %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% ><

Gf}x Mdhah %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >4

Jpge+Ifmgn Lgfe ]fenrhmd %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 7<

]wmmj~f}d %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 90

Lgfengt

Rdge h~ mjkg} ~j

mjjcheb lgfe} f|g

xjw ‑rgaa+}gf}jegn‛

j| f ‑lgfe+bheeg|:‛

W}g ~dh} ah}~heb ~j

sten |gmhpg} ow}~ |hbd~ij| xjw fen xjw|

ifkhax%

✝



^dg Ljan fen Lgfw~hiwa Ljjc ji Lgfe \gmhpg} 9=

H dfyg mjjcgn lgfe} lgij|g! fen ejr H fk |gfnx ~j ~|x}jkg egr |gmhpg} ~df~ f|g ifkhax+i|hgenax&

|x ~dg}g |gmhpg} ~df~ mfe lg geojxgn lx ~dg rdjag ifkhax! hemawnheb

chn}3 fen }jkg f|g b|gf~ ij| jang| lflhg}! ~jj%Pf~‘} Age~ha ]pfbdg~~h ]fwmg%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 8

]pah~ Pgf j| Age~ha ]jwp%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 67

Gemdhafnf Lfcg %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 64

M|jmc Pj~ Mwlfe ]~xag Lafmc Lgfe}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <=

^d|gg Lgfe ]fafn %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <4

]fe~f Ig Lafmc Lgfe ]fafn %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =0

]phefmd Age~ha ]fw~è%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% ==

Mdhah Lgfe Nhp %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =8

Mdhah%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >7

Mwlfe Lafmc Lgfe} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >2

Age~ha Lw|bg| %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 76

Phe~j Lgfe Kwiste} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 7>

Kjh}~ Mjmjf Age~ha Mfcg%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 77

Age~ha} ij| Ah~~ag Jeg} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 78

Lgfe

✝




H fk mjkij|~flag mjjcheb rh~d lgfe} fen rjwan|gfaax ahcg ~j ~|x }jkg egr |gmhpg}&

|x ~dg}g |gmhpg} ~df~ mfe gtpfen xjw| ‑lgfe+ah}~‛ ji ifyj|h~g |gmhpg}&

\gn Lgfe} ) \hmg %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 4

Chnegx Lgfe rh~d Mdgnnf| Mdgg}g ]jwp%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 66

Egr J|agfe} \gn Lgfe} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 6<

Kheg}~|jeg ]jwp%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 6=

H~fahfe I|g}d Bf|nge Pgf ]jwp%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 6>

Age~ha ]jwp j| Ndffa%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 62

Lgfe Lw||h~j} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <0

Ej|f‘} Age~ha ]jwp%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <7

Lgfe Mdhmcge ]fafn%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% <8

Lf|+L+V‘n Age~ha} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =7

Kf|hef~gn Ygbg~flag} %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% =9

Rdh~g Mdhah %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >>

Ygbg~f|hfe Mdhah%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% >9Ifafiga rh~d Xjbw|~ ]fenrhmd%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% 70

Lgfengt

✝





Farfx} rj|cheb ij| f }fig| fen dgfa~dhg| Rf}dheb~je%

Ij| pg|}je} rh~d nh}flhah~hg} ~dh} pwlahmf~hje h} fyfhaflag je |gvwg}~ he j~dg| ij|kf~}%j }wlkh~ f |gvwg}~! pagf}g mfaa 6+400+7<7+06<2%

RHM h} fe gvwfa jppj|~weh~x p|jb|fk%

NJD 896+6=> $\gy% 4*0>(



Ngf| Mjaagfbwg!

^dg Rf}dheb~je ]~f~g Ngpf|~kge~ ji Dgfa~d $NJD( h} pagf}gn ~j p|jyhng mfkg|f+

|gfnx f|~ ij| p|he~heb ~dh} gnwmf~hjefa kf~g|hfa% j ge}w|g ~df~ ~dg j|hbhefa vwfah~x ji

~dg phgmg h} kfhe~fhegn! pagf}g |gfn fen ijaajr ~dg he}~|wm~hje} lgajr fen ~dg

}pgmhihmf~hje} hemawngn ij| p|jig}}hjefa p|he~heb%

• W}g ~dg af~g}~ yg|}hje% NJD kf~g|hfa} f|g ngygajpgn w}heb ~dg kj}~ mw||ge~

heij|kf~hje fyfhaflag! f|g mdgmcgn ij| mahehmfa fmmw|fmx! fen f|g ihgan ~g}~gn

rh~d ~dg he~gengn fwnhgemg ~j ge}w|g ~dgx f|g magf| fen |gfnflag% NJDp|jb|fk} kfcg pg|hjnhm |gyh}hje} ~j gnwmf~hjefa kf~g|hfa}! }j pagf}g mdgmc

~dh} rgl }h~g ~j lg }w|g xjw dfyg ~dg af~g}~ yg|}hje% NJD f}}wkg} ej

|g}pje}hlhah~x ij| ~dg w}g ji ~dh} kf~g|hfa j| ij| fex g||j|} j| jkh}}hje}%

• Nj ej~ fa~g|% Rg f|g p|jyhnheb ~dh} f|~rj|c rh~d ~dg weng|}~fenheb ~df~ h~

rhaa lg p|he~gn rh~djw~ fa~g|f~hje} fen mjphg} rhaa lg i|gg ~j ~dg pwlahm% Nj

ej~ gnh~ ~dg ~gt~ j| w}g haaw}~|f~hje} j| pdj~jb|fpd} ij| j~dg| pw|pj}g}

rh~djw~ ih|}~ mje~fm~heb w}% Pagf}g nj ej~ fa~g| j| |gkjyg ~dg NJD ajbj!

pwlahmf~hje ewklg| j| |gyh}hje nf~g% Hi xjw rfe~ ~j w}g f pf|~ ji ~dh}

pwlahmf~hje ij| j~dg| pw|pj}g}! mje~fm~ ~dg Jiihmg ji Dgfa~d P|jkj~hje ih|}~%

• Ij| vwfah~x |gp|jnwm~hje? Ajr |g}jaw~hje PNI ihag} f|g he~gengn ij| lafmc

fen rdh~g j| mjaj| ng}c~jp p|he~g|}% ^dgx rj|c lg}~ hi xjw f|g kfcheb jeax

jeg j| ~rj mjphg}% Dhbd |g}jaw~hje PNI ihag} f|g he~gengn ij| |gp|jnwmheb

af|bg vwfe~h~hg} fen f|g }g~ wp ij| w}g lx p|jig}}hjefa jii}g~ p|he~ }djp}% ^dg

dhbd |g}jaw~hje ihag} fa}j hemawng ng~fhagn p|he~heb }pgmhihmf~hje}% Pagf}g kf~md

~dgk f} maj}gax f} pj}}hlag fen he}h}~ je ~dg lg}~ pj}}hlag vwfah~x ij| faa

|gp|jnwm~hje}%

Hi xjw dfyg vwg}~hje}! mje~fm~?Jiih i D a d P h

Documents

Beans: The Bold and the Beautiful Book