Monopolio

59
  Ojejpjigj  Ojejpjigj

description

MonopolioObjetivos de aprendizaje• Explicar cómo surge el monopolio y distinguirentre el monopolio de precio único y el monopolio discriminador de precios• Explicar cómo un monopolio de precio únicodetermina la producción y el precio• Comparar el desempeño y la eficiencia delmonopolio de precio único y la competencia perfectaObjetivos de aprendizaje (cont.)• Definir la búsqueda de rentas y explicar por quése presenta• Explicar cómo la discriminación de preciosaumenta los benef

Transcript of Monopolio

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 Klflxlgel Klflxlgel

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Ln`mreyls bm dx~mfbepd`m

• Mzxgecd~ cókl s}~om mg klflxlgel u besrefo}e~

mfr~m mg klflxlgel bm x~mcel ðfecl u mg klflxlgel

besc~ekefdbl~ bm x~mcels

• Mzxgecd~ cókl }f klflxlgel bm x~mcel ðfeclbmrm~kefd gd x~lb}cceóf u mg x~mcel

• Clkxd~d~ mg bmsmkxmôl u gd miecemfced bmg

klflxlgel bm x~mcel ðfecl u gd clkxmrmfced

xm~imcrd

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Ln`mreyls bm dx~mfbepd`m *clfr&%

• Bmiefe~ gd nðst}mbd bm ~mfrds u mzxgecd~ xl~ t}åsm x~msmfrd

•  

d}kmfrd gls nmfmiecels

• Mzxgecd~ cókl gd ~mo}gdceóf bmg klflxlgel

efig}um sln~m gd x~lb}cceóf' mg x~mcel' glsnmfmiecels mclfókecls u gd miecemfced

 

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Cókl s}~om mg klflxlgel

]f klflxlgel ms }fd efb}sr~ed t}m x~lb}cm}f nemf l sm~yecel xd~d mg c}dg fl mzesrm

s}srer}rl mf mg }m jd }f ~lymmbl~ }m

msrä x~lrmoebl bm gd clkxmrmfced xl~nd~~m~ds t}m myerdf gd mfr~dbd bm f}myds

mkx~msds d gd efb}sr~ed&

 

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Cókl s}~om mg klflxlgel

Fl jdu s}srer}rls cm~cdflsSe }f nemf remfm s}srer}rls cm~cdfls' sm mfi~mfrd d gd

clkxmrmfced bmg x~lb}crl~ bmg s}srer}rl&

Nd~~m~ds d gd mfr~dbd

Gds nd~~m~ds d gd mfr~dbd slf ~msr~eccelfms gmodgms l

fdr}~dgms t}m x~lrmomf d }fd mkx~msd bm clkxmrebl~msxlrmfcedgms&

 

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Cókl s}~om mg klflxlgel

Nd~~m~ds gmodgms d gd mfr~dbd

Mf }f klflxlgel gmodg gd clkxmrmfced u gd

mf ~d d ms f ~ms ~ fo ds xl~ d clfcms f m}fd i~dft}eced xðngecd' gecmfced o}nm~fdkmfrdg'

xdrmfrm l bm~mcjls bm d}rl~&

 

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Cókl s}~om mg klflxlgel

Nd~~m~ds fdr}~dgms d gd mfr~dbd

]f klflxlgel fdr}~dg ms }fd efb}sr~ed mf gd t}m

}fd mkx~msd x}m m d ds mcm~ l l m km~cd l d}f x~mcel efim~el~ dg t}m x}mbmf jdcm~gl bls l

käs mkx~msds&

M`mkxgl0 gd besr~en}ceóf bm mfm~oëd mgåcr~ecd

 

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4=

Klflxlgel fdr}~dg

 

   r  d  y  l  s  x  l  ~   a   e   g  l  y  d   r   e  l  +   j  l  ~  d   %

CX

Cdfrebdb *kegms bm aeglydrels+jl~d%

=

8 4 > 3 2

B

   X  ~  m  c   e  l   *  c  m

 

 

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Msr~drmoeds bm ie`dceóf bm x~mcelsbm }f klflxlgel

Besc~ekefdceóf bm x~mcels ms gd x~äcrecd bmymfbm~ beim~mfrms }febdbms bm }f nemf lsm~yecel d x~mcels beim~mfrms *clkl gls

x~mc ls m ds x ppds l ls m ds dm~l fmds &

]f klflxlgel bm x~mcel ðfecl ms }fdmkx~msd t}m bmnm ymfbm~ cdbd }febdb bm s}x~lb}cceóf dg keskl x~mcel d rlbls s}scgemfrms *clkl mg cdsl bm BmNmm~s%&

 

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Klflxlgel bm x~mcel ðfecl

Gd c}~yd bm bmkdfbd bm gd mkx~msd ms gdc}~yd bm bmkdfbd bmg km~cdbl&

 Mg efo~msl kd~oefdg fl ms gl keskl t}m mgx~mcel bm km~cdbl&

 

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Klflxlgel bm x~mcel ðfecl

Gd Xmg}t}m~ëd bm ^lnm~rd' ms gd ðfecd x~lymmbl~dbm cl~rms bm cdnmggl mf }fd xmt}môd glcdgebdb&

Dfdgecmkls mg km~cdbl bm cl~rms bm cdnmgl mf msdglcdgebdb&

 

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Bmkdfbd m efo~msl kd~oefdg

Cdfrebdb Efo~msl Efo~mslX~mcel bmkdfbdbd rlrdg kd~oefdg

*X% *T% * ER;X ß  T% * EK ; ∉ ER , ∉T%*" xl~ *" cl~rms *"% *" xl~cl~rm% xl~ jl~d% cl~rm dbecelfdg%

d >8 8

n 4: 4

c 49 >

b 42 3m 4> 2

i 48 =

 

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Cdfrebdb Efo~msl Efo~mslX~mcel bmkdfbdbd rlrdg kd~oefdg

*X% *T% * ER;X ß  T% * EK ; ∉ ER , ∉T%*" xl~ *" cl~rms *"% *" xl~cl~rm% xl~ jl~d% cl~rm dbecelfdg%

Bmkdfbd m efo~msl kd~oefdg

d >8 8 8

n 4: 4 4:

c 49 > 3>

b 42 3 2>m 4> 2 2:

i 48 = =8

 

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Cdfrebdb Efo~msl Efo~mslX~mcel bmkdfbdbd rlrdg kd~oefdg

*X% *T% * ER;X ß  T% * EK ; ∉ ER , ∉T%*" xl~ *" cl~rms *"% *" xl~cl~rm% xl~ jl~d% cl~rm dbecelfdg%

Bmkdfbd m efo~msl kd~oefdg

d >8 8 8

n 4: 4 4:

c 49 > 3>

b 42 3 2>m 4> 2 2:

i 48 = =8

4:

42

48

9

>

 

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Bmkdfbd m efo~msl kd~oefdg>8

49

42

 c

 b 

Xå~bebd bm efo~msl rlrdg "2

Odfdfced bm efo~msl rlrdg "42   m   e  f  o  ~  m  s  l  k

  d  ~  o   e  f  d   g

   l  ~  c  l  ~   r  m   b  m  c  d   n  m   g   g  l   %

48

BEK

Efo~msl kd~oefdg "48

> 3Cdfrebdb *cl~rms bm cdnmggl xl~ jl~d%

   X  ~  m  c

   e 

   *   "

  x

 

 

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Efo~msl kd~oefdg u mgdsrecebdb

Mg efo~msl kd~oefdg bm }f klflxlgel bmx~mcel ðfecl msrä ~mgdcelfdbl clf gd

mgdsrecebdb bm gd bmkdfbd l~ s} nemf& 

 

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Efo~msl kd~oefdg u mgdsrecebdb

48

>8 Mgäsrecd

Mgdsrecebdb }ferd~ed

Efmgäsrecd

C}~yds bm bmkdfbd u bmg efo~msl kd~oefdg

b

i   m   e  f  o  ~  m  s  l  k

  d  ~  o   e  f  d   g

   l  ~  c  l  ~   r  m   b  m

  c  d   n  m   g   g  l   %

8= 48

B

EK

Efo~msl rlrdgkäzekl

Cdfrebdb

*cl~rms bm

cdnmggl

xl~ jl~d%

   X  ~  m  c

   e 

   *   "

 

–48

– >8

 

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Efo~msl kd~oefdg u mgdsrecebdb

28

=8

C}~yd bmg efo~msl rlrdg

 

   g   *   "  x  l  ~   j  l  ~  d   %

Efo~msl

kd~oefdg

cm~l

8 48

48

>8

ERCdfrebdb

*cl~rms

xl~ jl~d%=

   E  f  o  ~  m  s  l   r  l

   r 

 

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Efo~msl kd~oefdg u mgdsrecebdb

Gls klflxlgels kdzekepdbl~ms bmgnmfmiecel f}fcd x~lb}ce~äf mf mg ~dfol

efmgäsrecl bm s} c}~yd bm bmkdfbd& 

Se gl jecem~df' xlb~ëd cln~d~ }f x~mcel käs dgrl'

x~lb}ce~ }fd cdfrebdb kmfl~ u lnrmfm~ }f

nmfmiecel käs o~dfbm&

 

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Ln`mreyls bm dx~mfbepd`m

• Mzxgecd~ cókl }f klflxlgel bm x~mcel ðfeclbmrm~kefd gd x~lb}cceóf u mg x~mcel

 

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Bmceseóf bm x~lb}cceóf u x~mcel

bm }f klflxlgel

Efo~msl Clsrl

X~mcel Cdfrebdb Efo~msl kd~oefdg Clsrl kd~oefdg*X% bmkdfbd rlrdg * EK ; ∉∉∉∉ ER, ∉∉∉∉T% rlrdg *CK ; ∉∉∉∉CR, ∉∉∉∉T% Nmfmiecel

*" xl~ *T% *ER ; X ßßßß T% *" xl~ cl~rm *CR% *" xl~ cl~rm *ER – CR%cl~rm% *cl~rms xl~ jl~d% *"% dbecelfdg% *"% dbecelfdg% *"%

>8 8

4: 4

49 >

42 3

4> 2

48 =

 

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Bmceseóf bm x~lb}cceóf u x~mcel

bm }f klflxlgel

Efo~msl Clsrl

X~mcel Cdfrebdb Efo~msl kd~oefdg Clsrl kd~oefdg*X% bmkdfbd rlrdg * EK ; ∉∉∉∉ ER, ∉∉∉∉T% rlrdg *CK ; ∉∉∉∉CR, ∉∉∉∉T% Nmfmiecel

*" xl~ *T% *ER ; X ßßßß T% *" xl~ cl~rm *CR% *" xl~ cl~rm *ER – CR%cl~rm% *cl~rms xl~ jl~d% *"% dbecelfdg% *"% dbecelfdg% *"%

>8 8 8

4: 4 4:

49 > 3>

42 3 2>

4> 2 2:

48 = =8

 

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Bmceseóf bm x~lb}cceóf u x~mcel

bm }f klflxlgel

Efo~msl Clsrl

X~mcel Cdfrebdb Efo~msl kd~oefdg Clsrl kd~oefdg*X% bmkdfbd rlrdg * EK ; ∉∉∉∉ ER, ∉∉∉∉T% rlrdg *CK ; ∉∉∉∉CR, ∉∉∉∉T% Nmfmiecel

*" xl~ *T% *ER ; X ßßßß T% *" xl~ cl~rm *CR% *" xl~ cl~rm *ER – CR%cl~rm% *cl~rms xl~ jl~d% *"% dbecelfdg% *"% dbecelfdg% *"%

>8 8 8

4: 4 4:

49 > 3>

42 3 2>

4> 2 2:

48 = =8

4:

42

489

>

 

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Bmceseóf bm x~lb}cceóf u x~mcel

bm }f klflxlgel

Efo~msl Clsrl

X~mcel Cdfrebdb Efo~msl kd~oefdg Clsrl kd~oefdg*X% bmkdfbd rlrdg * EK ; ∉∉∉∉ ER, ∉∉∉∉T% rlrdg *CK ; ∉∉∉∉CR, ∉∉∉∉T% Nmfmiecel

*" xl~ *T% *ER ; X ßßßß T% *" xl~ cl~rm *CR% *" xl~ cl~rm *ER – CR%cl~rm% *cl~rms xl~ jl~d% *"% dbecelfdg% *"% dbecelfdg% *"%

>8 8 8 >8

4: 4 4: >4

49 > 3> >2

42 3 2> 38

4> 2 2: 28

48 = =8 ==

4:

42

489

>

 

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Bmceseóf bm x~lb}cceóf u x~mcel

bm }f klflxlgel

Efo~msl Clsrl

X~mcel Cdfrebdb Efo~msl kd~oefdg Clsrl kd~oefdg*X% bmkdfbd rlrdg * EK ; ∉∉∉∉ ER, ∉∉∉∉T% rlrdg *CK ; ∉∉∉∉CR, ∉∉∉∉T% Nmfmiecel

*" xl~ *T% *ER ; X ßßßß T% *" xl~ cl~rm *CR% *" xl~ cl~rm *ER – CR%cl~rm% *cl~rms xl~ jl~d% *"% dbecelfdg% *"% dbecelfdg% *"%

>8 8 8 >8

4: 4 4: >4

49 > 3> >2

42 3 2> 38

4> 2 2: 28

48 = =8 ==

4

3

948

4=

4:

42

489

>

 

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Bmceseóf bm x~lb}cceóf u x~mcel

bm }f klflxlgel

Efo~msl Clsrl

X~mcel Cdfrebdb Efo~msl kd~oefdg Clsrl kd~oefdg*X% bmkdfbd rlrdg * EK ; ∉∉∉∉ ER, ∉∉∉∉T% rlrdg *CK ; ∉∉∉∉CR, ∉∉∉∉T% Nmfmiecel

*" xl~ *T% *ER ; X ßßßß T% *" xl~ cl~rm *CR% *" xl~ cl~rm *ER – CR%cl~rm% *cl~rms xl~ jl~d% *"% dbecelfdg% *"% dbecelfdg% *"%

>8 8 8 >8 +>8

4: 4 4: >4 +3

49 > 3> >2 !:

42 3 2> 38 !4>

4> 2 2: 28 !:

48 = =8 == +=

4

3

948

4=

4:

42

489

>

 

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CR

=8

  l   r  l   r  d   g  u  c  l

  s   r  l   r  l   r  d   g

   *   "  x

  l  ~   j  l  ~  d   %

X~lb}cceóf u x~mcel bm }f

klflxlgelNmfmiecel

mclfókecl ; "4>

2>

ER

8 4 > 3 2 =

48

>8

38   E  f  o  ~  m

 

Cdfrebdb *cl~rms xl~ jl~d%

 

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CK

X~lb}cceóf u x~mcel bm }f

klflxlgel

42

>8

 

   *   "  x  l  ~   j  l  ~

  d   %

Nmfmiecel ; "4>*"2 z 3 }febdbms%

Nmfmiecelmclfókecl "4>

EK

8 4 > 3 2 =

48

Cdfrebdb *cl~rms xl~ jl~d%

   X  ~  m  c   e  l  u  c  l

  s   r 

B

CX

 

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Ln`mreyls bm dx~mfbepd`m

• Clkxd~d~ mg bmsmkxmôl u gd miecemfced bmgklflxlgel bm x~mcel ðfecl u gd clkxmrmfced

xm~imcrd

 

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Clkxd~dceóf mfr~m mg klflxlgel bm

x~mcel ðfecl u gd clkxmrmfced xm~imcrd

Clkxmrmfced xm~imcrd• Rlkdbl~ bm x~mcels

 

Klflxlgel• Mg klflxlgel remfm

efig}mfced sln~m mg x~mcel

• Sm bd c}dfbl EK ; CK

• X ; EK ; CK

• Fl jdu nd~~m~ds d gd

mfr~dbd

• Sm bd c}dfbl EK ; CK

• X 6 EK1 X 6 CK

• Jdu nd~~m~ds d gd mfr~dbd• ^msr~efom gd x~lb}cceóf u

mgmyd mg x~mcel

  

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   X

  ~  m  c   e  l

X

Klflxlgel bm

x~mcel ðfecl0

kmfl~ x~lb}cceófu kdul~ x~mcel

Clkxd~dceóf mfr~m mg klflxlgel bm

x~mcel ðfecl u gd clkxmrmfced xm~imcrd

EK

Cdfrebdb

B

XC

TK TC

Clkxmrmfcedxm~imcrd

 

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Efmiecemfced bmg klflxlgel

   X

  ~  m  c   e  l

CK

Clkxmrmfced xm~imcrd

Mzcmbmfrm bmg

clfs}kebl~

Cdfrebdb8

B

TC

XC

Mzcmbmfrm

bmg x~lb}crl~

Cdfrebdb

miecemfrm

 

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Efmiecemfced bmg klflxlgel

   X

  ~  m  c   e  l

XD

Klflxlgel

Mzcmbmfrm bmg

clfs}kebl~

CK

Cdfrebdb

K

8

BEK

TK TC

XC

Xå~bebde~~mc}xm~dngm

Mzcmbmfrm

bmg x~lb}crl~

Odfdfced bmg

klflxlgel

 

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Ln`mreyls bm dx~mfbepd`m

• Bmiefe~ gd nðst}mbd bm ~mfrds u mzxgecd~ xl~t}å sm x~msmfrd

  

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Nðst}mbd bm ~mfrds

Gd dcreyebdb t}m clfsesrm mf efrmfrd~cdxr}~d~ gls nmfmiecels mclfókecls bm }f

klfl lgel' sm ggdkd nðs }mbd bm ~mfrds& 

Ms }f efrmfrl xl~ cdxr}~d~ }fd xd~rm bmg

mzcmbmfrm bmg clfs}kebl~' bmg mzcmbmfrm

bmg x~lb}crl~ l bm gls nmfmiecelsmclfókecls&

  

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Nðst}mbd bm ~mfrds

T}emfms n}scdf lnrmfm~ ~mfrds' gl efrmfrdf bm blsil~kds x~efcexdgms0

Clk ~d bm }f klfl lgel m mk gl' mg efrm~cdknel

bm gecmfceds xd~d rdzes%• Fl od~dfrepd }f nmfmiecel mclfókecl&

C~mdceóf bm }f klflxlgel *m`mkxgl' gds

~msr~eccelfms d dgo}fds ekxl~rdcelfms%

• K}u clsrlsd&

 

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CX

Mt}egen~el mf gd nðst}mbd bm ~mfrds

   X  ~  m  c   e  l

Klflxlgel

Mzcmbmfrm bmg

clfs}kebl~

CK

Cdfrebdb

K

8

BEK

TK

Gls clsrls bm gd nðst}mbd

bm ~mfrds clfs}kmf mg

mzcmbmfrm bmg x~lb}crl~

Xå~bebde~~mc}xm~dngm

 

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Ln`mreyls bm dx~mfbepd`m

• Mzxgecd~ cókl gd besc~ekefdceóf bm x~mcelsd}kmfrd gls nmfmiecels

 

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Besc~ekefdceóf bm x~mcels

Besc~ekefdceóf bm x~mcels0 gd ymfrd bm }f nemf lsm~yecel d beim~mfrms x~mcels&

'

bmnm0

4& Ebmfreiecd~ u smxd~d~ d beim~mfrms rexls bm clkx~dbl~ms

>& Ymfbm~ }f x~lb}crl t}m fl sm x}mbd ~mymfbm~&

¼Cókl lnremfmf }f nmfmiecel msrds mkx~msds<

 

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Besc~ekefdceóf bm x~mcels

Mzcmbmfrm bmg clfs}kebl~

Gd besc~ekefdceóf bm x~mcels ms }f efrmfrl xl~

xd~ m m klflxl l m cdx }~d~ m mzcm mf m

bmg clfs}kebl~&

 

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Besc~ekefdceóf bm x~mcels

Besc~ekefdceóf mfr~m }febdbms bm }f nemfCln~d~ d cdbd clkx~dbl~ }f x~mcel beim~mfrm xl~ cdbd

nemf clkx~dbl *m`mkxgl' gls bmsc}mfrls xl~ clkx~ds

mf o~dfbms ylgðkmfms%

Besc~ekefdceóf mfr~m o~}xls bm clkx~dbl~ms

Dgo}fls o~}xls remfmf }fd besxlseceóf besrefrd d xdod~

xl~ mg nemf l sm~yecel *m`mkxgl' gls x~mcels t}m ie`df gdsdm~lgëfmds xd~d gls besrefrls rexls bm yed`m~ls%

 

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Besc~ekefdceóf bm x~mcels

Ymdkls cókl gd besc~ekefdceóf bm x~mcels'c}dfbl gd ~mdgepd }f klflxlgel' clfb}cm d

&

 

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]f x~mcel ðfecl bm gls yed`ms då~mls

  ~  m  c   e  l   *   "  x  l

  ~  y   e  d   `  m   %

4=88

4:88

>488

CKMscmbmfrm bmg

clfs}kebl~

Nmfmiecel

mclfókeclCX

"2&:kegglfms

EK

988

Xdsd`m~ls *kegms xl~ dôl%

 

B

8 = : 48 4= >8

388

588

4>88

 

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Besc~ekefdceóf bm x~mcels

  m  c   e  l   *   "  x  l  ~

  y   e  d   `  m   %

4288

4:88

>488

CX

CKKdul~ nmfmiecel

mclfókecl bmnebl

d gd besc~ekefdceóf

bm x~mcels

4988

EK

988

Xdsd`m~ls *kegms xl~ dôl%

   X

 

B

8 9 : 48 4= >8

388

588

4>88

2>

 

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Besc~ekefdceóf bm x~mcels xm~imcrd

Oglndg mzr~dm gd rlrdgebdb bmg mzcmbmfrm bmgclfs}kebl~&

 

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Besc~ekefdceóf bm x~mcels xm~imcrd

  m  c   e  l   *   "  x  l

  ~  y   e  d   `  m   %

4288

4:88

>488

CX

CK

4988

D}kmfrl mf gls

nmfmiecels clfókecls

bmnebl d gd besc~ekefdceóf

bm x~mcels xm~imcrd

988

Xdsd`m~ls *kegms xl~ dôl%

   X

 

B ; EK

8 9 : 44 4= >8

388

588

4>88

2>

D}kmfrl mfgd x~lb}cceóf

  

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Miecemfced u nðst}mbd bm ~mfrds

clf besc~ekefdceóf bm x~mcels

Clf besc~ekefdceóf bm x~mcels xm~imcrd' gdx~lb}cceóf d}kmfrd jdsrd mg x}frl mf t}m mg

~mcel ms e }dg dg clsrl kd~ efdg1 blfbm gd

c}~yd bmg clsrl kd~oefdg efrm~smcd gd c}~ydbm gd bmkdfbd&

Msrd x~lb}cceóf ms ebåfrecd d gd bm gdclkxmrmfced xm~imcrd&

 

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Miecemfced u nðst}mbd bm ~mfrds

clf besc~ekefdceóf bm x~mcels

Gd besc~ekefdceóf bm x~mcels xm~imcrd ggmyd

dg mzcmbmfrm bmg clfs}kebl~ jdsrd cm~l'

xm~l d}kmfrd mg mzcmbmfrm bmg x~lb}crl~

jdsrd eo}dgd~ gd s}kd bmg mzcmbmfrm bmgclfs}kebl~ u mg mzcmbmfrm bmg x~lb}crl~ mf

clkxmrmfced xm~imcrd&

 

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Miecemfced u nðst}mbd bm ~mfrds

clf besc~ekefdceóf bm x~mcels

Gd xå~bebd e~~mc}xm~dngm ms cm~l&

Gd besc~ekefdceóf bm x~mcels xm~imcrd glo~d

gd miecemfced&

 

Nmfmiecels bm gd mzesrmfced bm gls

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Nmfmiecels bm gd mzesrmfced bm gls

klflxlgels

Mclflkëds bm mscdgd u bm dgcdfcm^mb}cm mg clsrl rlrdg x~lkmbel u sm x~lb}cm }f

d}kmf l mf m ~dfol m mfms x~l }c ls&

Efcmfreyls xd~d gd efflydceóf

Mg efrmfrl bm dxgecd~ f}myls clflcekemfrls mfmg x~lcmsl bm x~lb}cceóf u lnrmfm~ }fd xdrmfrm&

 

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Ln`mreyls bm dx~mfbepd`m

• Mzxgecd~ cókl gd ~mo}gdceóf bmg klflxlgelefig}um sln~m gd x~lb}cceóf' mg x~mcel' glsnmfmiecels mclfókecls u gd miecemfced

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

Kdzekepdceóf bmg nmfmiecel

Gd ~mo}gdceóf miecemfrm

 

kd~oefdg

Ie`dceóf bm x~mcels smoðf mg clsrlx~lkmbel

• ^mogd bm ie`dceóf bm x~mcels smoðf mg clsrlx~lkmbel

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

Kdzekepdceóf bmg nmfmiecelS}xlfod t}m gd clkxdôëd bm ods fdr}~dg fl msrä

~mo} d d u t}m kdz k pd s} mfm c l&

Msrm ~ms}grdbl ms sdresidcrl~el xd~d gd clkxdôëd

bm ods' xm~l ms efmiecemfrm&

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

Gd ~mo}gdceóf miecemfrm

Se mg ~mo}gdbl~ bmg klflxlgel t}em~m glo~d~ }f}sl miecemfrm bm gls ~mc}~sls' bmnm mzeoe~ dgklflxlgel bmg ods t}m x~lb}pcd gd cdfrebdb bmods d gd t}m mg nmfmiecel kd~oefdg eo}dgd dgclsrl kd~oefdg&

]fd ~mogd bm ie`dceóf bm x~mcels smoðf mg clsrlkd~oefdg bmrm~kefd }f x~mcel eo}dg dg clsrlkd~oefdg&

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

Gd ~mo}gdceóf miecemfrmGd ~mogd bm ie`dceóf bm x~mcels smoðf mg clsrl

kd~o fd kdz k pd m mzcm mf m l d mf d

efb}sr~ed ~mo}gdbd&

Gd ~mogd bm ie`dceóf bm x~mcels smoðf mg clsrl

kd~oefdg ms miecemfrm' xm~l jdcm t}m mg

klflxlgel fdr}~dg efc}~~e~ mf }fd xå~bebd

mclfókecd&

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

  d  y  l  s  x  l  ~  x   e  m  c   ð   n   e  c  l   %

>8

38

Kdzekepdceófbmg nmfmiecel

 

EK

4=

Cdfrebdb *kegglfms bm xems cðnecls xl~ bëd%

   X  ~  m  c   e  l  u  c  l  s   r  l   *  c  m  f

 

8 3 2

48

4:

CX

>4

CK

Ie`dceóf bm x~mcels

smoðf mg clsrl x~lkmbel

Ie`dceóf bm x~mcels

smoðf mg clsrl kd~oefdg

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

Ie`dceóf bm x~mcel smoðf mg clsrl x~lkmbelGls ~mo}gdbl~ms cdse f}fcd ekxlfmf gd ie`dceóf

m x~mc ls m c mf m' m l d ds clfsmc}mfc ds

xd~d gls nmfmiecels bm gd mkx~msd&

Mf g}od~ bm mggl' s}mgmf ggmod~ d }f dc}m~bl mf

mg t}m sm xm~kerm d gd mkx~msd c}n~e~ rlbls s}s

clsrls u lnrmfm~ }f nmfmiecel fl~kdg&

 

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^mo}gdceóf bmg klflxlgel fdr}~dg

Ie`dceóf bm x~mcel smoðf mg clsrl x~lkmbel

Gd ie`dceóf bm x~mcels t}m x~mrmfbm c}n~e~ gls clsrls bm

~lb}cceóf }f nmfmiecel fl~kdg' ek gecd bmrm~kefd~

mg x~mcel eo}dg dg clsrl x~lkmbel1 msrd ~mogd rdkneåf sm

clflcm clkl ~mogd bm ie`dceóf bm x~mcels smoðf mg clsrl

x~lkmbel&

Gd mkx~msd lnremfm }f nmfmiecel fl~kdg&

Mg ~ms}grdbl ms efmiecemfrm' xm~l fl rdfrl clkl mg t}m sm

lnrmfb~ëd se fl j}nem~d fefoðf rexl bm ~mo}gdceóf&

 

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Ief