9. Las Podas de la Vid

8/3/2019 9. Las Podas de la Vid

1/24

IFR ^E@FR

@H IF SA@


2/24

?

Cifsae Beixdhif shr+ 2+>

êrpf`f7 ê`f `h aksahrke bek paghrf `h è dfke+


3/24

2

IFR Ê@FR @H IF SA@

6+ @HCAKABAK Q PAÊR

êr ~e`f h hkpahk`h pe`f fvxhiif akphrshkbak hk if sa` vxh pahkh~er cakfia`f` if x~rhak e hiadakfbak `h ~frph `h if bh~f) qf h prfphk

pf `h dfphrafi ihee e shr`h+ H ~er pfkpe vxh jfq vxh àpaklxar è

lrx~e ad~erpfkph7

F+$ ê`f hk hbe *`xrfkph if ~frf`f akshrkfi!

O+$ ê`f hk shr`h *`xrfkph hi ~hraeè shlhpfpase!

F+$ If ~e`f hk hbe e `h aksahrke

If ~e`f hk hbe ~hrdaphk fè~pfr hi aphdf h bek`xbbak hih$

laè `h`h hi akabae `h if ~ifkpfbak jfpf x ~ihkf ~re`xbbak+ H if iif$

df`f ~e`f `h cerdfbak) q h f~iabf `xrfkph ie 2 f 8 ~radhre fe `h

sa`f `h if bh~f+

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xkf ~e`f `h dfkphkadahkpe `xrfkph ie rhpfkph fe `h sa`f `h ifbh~f+

Hk filk dedhkpe `h hph ~hraeè ~xàhrf `frh if khbha`f` `h

rhbekshrpar hi aphdf `h bek`xbbak) phkahkè vxh f~iabfr if bekeba`f

bede~e`f `h prfkcerdfbak+

?+ CAKFIA@F@HR

6 @fr f if ~ifkpf) hk x ~radhre fe `h sa`f) xkf cerdf `hphr$

dakf`f) q d pfr`h bekhrsrhif ~frf cfbaiapfr pe`f if e~hrfbaekh `h

bxipase) jfbahkè bek hiie vxh if hz~iepfbak `h if sa` hf rhkpfoih+

? Vxh rak`f bf`f behbjf fkxfi `h if dfkhrf d rhlxifr q bek$

pfkph ~eaoih) ak fipaofge phk`hkph f if shbhrf+ Rh àbh vxh if sa` h

jfbh shbhrf bxfkè ~er dxq àshre depase hpf f`vxahrh if phk`hkbaffkxfi f àdakxar x ~re`xbbak `h crxpe iihlfkè akbixe f ke `frie+


4/24

0

2 _hlxifrawfr if crxbpacabfbak) jfbahkè vxh ie rfbade fxdhk$

phk `h pfdfe) dhgerhk `h bfia`f` q vxh df`xrhk oahk+

0 @hkpre `h if cerdf `f`f f if bh~f) fbede`fr x àdhkaekh q

iadapfr x ~ephkbafi shlhpfpase) frdekawfkè bek hi deè `h hr `h if

sfrah`f` hz~iepf`f q if ~eaoaia`f`h vxh ih ecrhbh hi dhàe hk vxh sash)~frf beiebfrif hk if dhgerh bekàbaekh `h akeifbak q farhfdahkpe)

cfserhbahkè x cxkbaekh bf~apfih) bede if cepekpha) q hsapfkè

fbba`hkph q hkchrdh`f`h+

8 Fphk`hr fi oxhk leoahrke `h if fsaf q f x ~rx`hkph àpraox$

bak+

3 @adakxar if ~rà`f `hi ~ephkbafi shlhpfpase e) hzbh~baekfi$

dhkph) hk if dfqerf `h kxhprf apxfbaekh) fbhkpxfrif bek gxabae)

hlk h ~hralf bfkpa`f` e bfia`f`+ If ~e`f fhlxrf xkf dfqer `xrf$

bak `h if sa` e `h if saf) rhprffkè x shghw+


5/24

8

2+ ^_AKBAÂER LHKH_FIHR

6 @h eràkfrae) if qhdf crfkbf apxf`f hk frdahkpevxh f x shw kfbhk eorh epre `h bxfivxahr eralhk) oahk hfk

frdahkpe vxh jfk crxbpacabfè) h~hrlxrf e bjx~ekh flepfèek crpaih q bekpahkhk xke) è) prh e d rfbadaiie `h cier) be$rrahkphdhkph è+ Hk hpe frdahkpe if qhdf ofaifrh e bfvxhrf

ke xhihk bekphkhr rfbade) hzbh~pe if d ad~erpfkph q foxipf`f) if

bahlf) vxh xhih iihsfr xke+

H hhkbafi hi bekebadahkpe `h if chrpaia`f` `h if qhdf q x

apxfbak) ~frf bf`f sfrah`f` e bifh `h sa` vxh h ~rhphk`f ~e`fr+

? If ~re`xbbak `h xkf bh~f hk xk fe `hphrdakfè `h$~hk`h hhkbafidhkph `hi kdhre `h qhdf crfkbf `hgf`f hkif ~e`f berrh~ekàhkph f hph fe= hpe h) `h if bfrlf+

2 If fbpasa`f` shlhpfpasf) e saler) `h xkf bh~f e ~frph `hhiif) `h~hk`h `hi kdhre `h jegf fbpasf bed~ihpfdhkph `h$frreiif`f vxh iihsh+

0 If bh~f `h oxhk saler) bek frdahkpe `h rhlxifrlrxhe) ek if vxh `fk d fpacfbbak) q hi dfkphkadahkpe `hhh saler bekshkahkphdhkph hk pe`f if bh~f q hk x orfwe~hrdaph vxh if behbjf hf alxfidhkph fpacfbperaf `xrfkphpeè ie fe+

8 Hi `hfrreiie `h ie oreph `h xk orfwe) e `h if bh~f

hkphrf hr dfqer bxfkpe dhker kdhre `h oreph hzapfk+Fh oxbf `hgfr ~ebe oreph) ~hre vxh hpe phklfk xkf bekcerdfbak

a`hfi+

3 If fbpasa`f` shlhpfpasf `hi oreph e ~d~fke `h~hk`h=

@h x ~eabak hk hi ~xilfr e sfrf) ahkè if qhdf hz$prhdf e d bhrbfkf f if ~ifkpf if `h dfqer fbpasa`f`+

@h x àrhbbak) `h deè vxh ie ~d~fke vxh brhbhkd shrpabfidhkph ek ie `h brhbadahkpe d r~aè+


6/24

3

^frf bekpakxfr xk orfwe `hoh hihlarh hi frdahkped ofge q d bhrbfke f if ofh+


7/24


8/24

:

8+ @HPH_DAKFBAEK @H IF BF_LF

Rh `hkedakf bfrlf fi kdhre pepfi `h qhdf crpaih rh~hpf`f

hk if ~e`f f bf`f bh~f akàsa`xfidhkph+

Hk hi dedhkpe `h if orepfbak f bf`f bfrlf `hgf`f berrh~ek`h xkkdhre `hphrdakfè `h rfbadaiie `h cier vxh h `hkedakf dxhprf+ Hk

hi prfkbxre `h xbhase babie shlhpfpase) q ~frf xkf dadf bh~f) if

dadf bfrlf ke lhkhrf kerdfidhkph if dadf dxhprf= bekhbxhkbaf `h

sfrae cfbperh vxh `hphrdakfk hi àchrhkbafi hkprh ~ephkbafi shlhpfpase q

hz~rhak shlhpfpasf+ Hph àchrhkbafi sahkh `fè) hk x dfqer bekh$

bxhkbaf) ~er if ebaifbaekh `h saler `h if ~ifkpf) fise barbxkpfkbaf

fbba`hkpfih+

Hk bxfivxahr bfe `hbaàr if bfrlf ~er ~frph `hi ~e`fèr pahkh xapxfbak ~padf bxfkè vxahk if rhfiawf h hi dade peè ie fe) ph$

kahkè if bifra`f` dhkpfi `h if barbxkpfkbaf `h bf`f ~ifkpf+ Cxhrf `h

hpf apxfbak pe`f if `hd ~e`f ek pfkphe rhfiawfè eorh if hsf$

ixfbak fbpxfi `h bf`f bh~f+

3+ HGHBXBAK @H IER BE_PHR

Hi ~e`fèr `hoh `h phkhr xkf oxhkf paghrf e ~e`f`hrf q oahkfcaif`f+ Ie berph h `frk `h cerdf vxh if hbbaekh hfk rh`xba`f+

If paghrf ~e`rk hr7

Paghrf dfkxfih `h xkf dfke+

Paghrf dfkxfih `h è dfke+ Paghrf dhbkabf hibprabf e khxdpabf+ ^xh`hk hr `h berph

akpfkpkhe e ~relrhase) bek fbbaekfdahkpe fxpkede ~er fbxdxifè$

rh e ~er farh bed~radaè+

Berph hk frdahkpe+ Kerdf f phkhr hk bxhkpf

Rh rhfiawfrk ~er hkbadf `h if ipadf qhdf rh~hpf`f q phk`rk xkf

akbiakfbak bekprfraf f if qhdf ~frf hsapfr vxh if fsaf hz~xif`f hk hi

berph degh hpf q xcrf xkf jhif`f+ Hi berph `hoh `h hr `hbaàè) bek if

è dfke h akphkpfr ke `ffr d vxh hi berph+ Fkph `h berpfr jfq vxh

fohr vxh h sf f berpfr q ke ad~resafr) h `hoh rhber`fr vxh if beh$bjf `h~hk`h `h if ~e`f+ Hk hi bfe `h paghrf hibprabf e khxdpabf h

fbbaekfr if idakf berpfkph ~er ~rhak `h ie `hè eorh xk lfpaiie)~hrdfkhbahkè cage hi lfsaik `h if dadf+


9/24

1

Fkph peè) hi berph jf `h hr kabe) hsapfkè f~fifkbfr) ~frf ie bxfi if

paghrf fofrbfr oahk peè hi frdahkpe+


10/24

6>

Berph hk df`hrf `h d `h 6 fe+

@hoh `hgfrh ahd~rh xk pebk) bxqe oahi darh fi if`e e~xhpe f if ~e$

abak ebx~f`f ~er hi rlfke vxh ~reieklf hi orfwe+

Bxfk`e h prfph `h rhofgfr xk orfwe) bxqe berph ad~iavxh xkf hbbak

beka`hrfoih h rhbxrrar f if ahrrf+

Berph hk h~hrlxrf *bjx~ekh! q oreph akpaih


11/24

66

Berrh~ekàhkph f bf`f aphdf `h bek`xbbak q `h~hkàhkè `hi

kdhre `h qhdf f rh~hpfr hk hi frdahkpe) phk`r if `hkedakfbak `h7

' Berph f if bahlf7 Fvxhi berph hk hi vxh eie h bekhrsfk if qhdf of$

aifrh) h `hbar) if bahlf bede kabf qhdf crpai+

' Berph ~frf ~xilfr7 ^frf xk dzade `h prh qhdf crfkbf+ Kerdfi$

dhkph è ak bekpfr if `h ofh e bahlf+ Rakkade `h ~xilfr pfdoak h

~apk e `flf+

' Berph ~frf sfrf7 ^frf d `h prh qhdf crfkbf `hgf`f) kerdfidhk$

ph jfpf ha iihlfkè akbixe f ~e`hr hr `h èbh+ Rakkade `h if sfrf

`h crxpe ekfbfsake) parfsake) fbf) bfrlfère h~f`f+

F dhà`f vxh xoh hi rfkle `h if qhdf *if ~eabak `h`h hi eralhk

`h if orepfbak bedhkwfkè ~er if ~radhrf `h~x `h if bahlf! xhih ar

akbrhdhkpkèh if chrpaia`f` jfbaf hi dhàe `hi frdahkpe+ Hpe h dxq

ad~erpfkph ~frf sfrah`f`h `h chrpaia`f` rh`xba`f bede ~er hghd~ie

^rahpe âbxè) Rfxsalkek Oifkb e Dhriep q hk dhker dhà`f Shr`hge e

Bfohrkhp Rfxsalkek+

@h if qhdf vxh ~hrdfkhbhk hk if bh~f prf if ~e`f orepfrk à$

shre ~d~fke hk xk kdhre vxh ~xh`h hr dfqer e dhker vxh ifqhdf bekpf`f q `hgf`f f ~re~ape prf xkf ifoer `h ~e`f hk hbe+

Bf`f qhdf h hk rhfia`f` xk qhdhre vxh ~xh`h iihlfr f ~re`xbar 2

~d~fke) fxkvxh ie kerdfi h vxh lhkhrh pfk ie xke ~rebh`hkph `hi

beke shlhpfpase e qhdf ~rakba~fi vxh hkbahrrf+

Pfdoak h ~eaoih vxh) ~er àpakpe depase bede if cfipf `h sa$

ler) ke iihlxh f orepfr+


12/24

6?


13/24

62

F+ Ê@FR @H ÊBF DF@H_F E @H DF@H_F BE_PF

ê`f hk bfohwf `h dadorhrf) bfvxhrf e f if bahlf+

If d berpf `h pe`f if ~e`f+

Hk hiif kabfdhkph h bekhrsfk if qh$

df bfvxhrf `h if berekf `fkè ixlfr

f if orepfbak `h pf q eprf hdohoa$

`f hk if df`hrf sahgf+

H if xpaiawf`f hk ie sashre `h

ofrofè `h sa`h fdhrabfkf ~frf if

eophkbak `h ~erpfakghrpe+ If ~ifkpf sff`vxarahkè xk kepfoih hklrefdahkpe

`h if bfohwf bfrfbphrpabe+

ê`f f if dfkbjhlf

H hk rhfia`f` xkf sfrafkph `h if

fkphraer `hgfkè f`hd xkf qhdf sapf

~er hkbadf `h if ofh f deè `h ~xilfr+

Hph pa~e `h ~e`f h hzbixase `h wekf

dhraàekfih èk`h ie shrfke ek dxq

bfixree q bek sakchrf dxq crpaih+

Bede shkpfgf `h brhbhr if shlhpf$bak pfk bhrbf `hi xhie hpk if cfbaia`f$

`h `h ifoerhe hk ~radfshrf h aksahrke q

if bf~fba`f` `h hsapfr lrfk`h ~hrà`f

`h flxf ~er hi hchbpe edorf `hi ~re~ae

ceiifgh+

Bede akbekshkahkph ~er hi kdhre `h jhra`f `h ~e`f rh~hbpe f

if ieklapx` rhifpasf `hi prekbe h fbhihrf if shghw `h if bh~f fberpkèhif sa`f `h hpf+


14/24

60

O+ Ê@FR DAZPFR Q @H DF@H_F IF_LF

6+ CE_DFR IAO_HR

ê`f hk sfe e Leshihp

2%0 orfwe) ~e`f berpf ~xilfrh=

~erph sfrafoih hk lhkhrfi) `h hda$

hrlxaè f iierk hk ~ihke `hfrre$

iie) `hka`f` `h bh~f `h dhàf f

fipf *akbixe ofgf! q) hk lhkhrfi)

`hka`f` dhàf `h qhdf ~er jf+

Beohrpxrf `h 3>$:>( % 6>>(+

?+ CE_DFR HK HR^FI@H_F Q FÊQF@FR HK HD^FIAWF@F

ê`f Lxqep

@apraoxbak `h if shlhpfbak shrpa$

bfi hk aphdf hk h~fi`hrf7 Lhkh$

rfidhkph ofgf q d rfrfdhkph

dhàf+ Fbhk`hkph e hdafbhk$

`hkph+ Beohrpxrf `h 90>(+ Bek

~ebf e dhàf df`hrf sahgf) ~e`f hk

dazpf= lhkhrfidhkph hk ad~ih+


15/24

68


16/24

63

ê`f hk ber`k e _eqfp

@apraoxbak `h if shlhpfbak shrpabfi hk aphdf hk h~fi`hrf7

Lhkhrfidhkph ofgf q d rfrfdhkph dhàf+ Fbhk`hkph e hdafbhk$

`hkph+ Beohrpxrf `h 90>(+ Bek dxbjf df`hrf sahgf+

Hk lhkhrfi) ~e`f berpf *rfrfdhkph dazpf!) hk berèkh ~hrdfkhk$

ph) ad~ih e èoih q bek `hka`f` `h bh~f q qhdf `h dhàf f fipf+


17/24

6


18/24

6:

B+ EP_ER RARPHDFR @H DF@H_F IF_LF

*HD^F__F@ER Q RHDAHD^F__F@ER!


19/24

61

O+$ If ~e`f hk shr`h e `h ~radfshrf q shrfke

Pfdoak `hkedakf`f e~hrfbaekh hk shr`h `hi sahè h rhfiawfk

`xrfkph hi ~hraeè `h fbpasa`f` `h if ~ifkpf+

6+ @HR^FD^FKF@E

@hcakabakHiadakfbak `h ~d~fke gshkh ~er x akhrbak+

~ebf `h rhfiawfbakBxfkè pahkhk xke 68$?> bd `h ieklapx` q ke hkbekprfde cxhrf

`hi ~hraeè `h rahle `h jhif`f ~radfshrfih+Eoghpase

f! @xrfkph hi ~hraeè `h cerdfbak `h if ~ifkpf+

Fbhihrfr if cerdfbak `h if hprxbpxrf `h if ~ifkpf+

Hsapfr bed~hphkbaf akkhbhfraf hkprh dxbje ~d~fke ~frf

cfserhbhr hi brhbadahkpe `h ie ~d~fke vxh vxh`fk+

Hsapfr jhra`f bek if ~e`f akshrkfi+

o! @xrfkph if cfh `h rhkàdahkpe bekpfkph+_hlxifr if bfrlf7 hiadakfbak `h bjx~ekh hk prekbe q orfwe) cer$

dfbaekh èoih q ~d~fke akcrpaih+

Brhfr xk oxhk dabrebiadf hk if wekf `h rfbade+

@apraoxar f`hbxf`fdhkph if ~re`xbbak) hiadakfkè ie ~d~fke

dfi apxfè q hsapfr wekf `h fliedhrfbak `h ~d~fke q eprf

`hkx`f `h shlhpfbak+

Cerdf `h hghbxbakDfkxfi+ Rak paghrf+

Dhbkabf7 bek akphrbh~f `h ifpalxaiie) bh~aiie larfperae) hpb+

Vxdabf7 bek jhroaba`f `h bekpfbpe àralaè fi prekbe bede hi

àvxfp q ~frfvxfp ~er x hchbpe `hhbfkph+ If f~iabfbak h jfbh

hkprh dhàfè `h dfqe q ~rakba~ae `h gxkae) bxfkè ie oreph

pahkhk 2>$0> bd `h ieklapx` q bek bekbhkprfbaekh `hi 6(+


20/24

?>

?+ HD^F__F@E E LXAF@E @H IF SHLHPFBAK

@hcakabak@aralar hi brhbadahkpe `h ie ~d~fke ~frf vxh hi aphdf fè~ph

if cerdf e àhe ~rh`hphrdakfè+ @fè hi xe pfk bedk `h if h~fi`h$

rf h eorhhkpahk`h vxh h akpre`xbar ie ~d~fke hkprh ie fifdorh

`h bek`xbbak `h if shlhpfbak+

~ebf `h rhfiawfbakIf ~radhrf shw hk hi babie) h jfr bxfkè ie ~d~fke fibfkbhk

if ~radhrf fipxrf `h ie fifdorh `h shlhpfbak) bek f~rezadf`fdhkph

xke 2>$0> bd `h ieklapx`+ Hk wekf bek sahkpe cxhrph hk ~radfshrf h

bekshkahkph apxfr ie ~radhre fifdorh `h shlhpfbak ~rzade fi

fifdorh ~erper) xke ?8$2> bd ~er hkbadf `h ph+ H ad~erpfkph rhfia$wfr hi lxafè phd~rfke ~frf f~reshbjfr hi brhbadahkpe bfa shrpabfi vxh

~rhhkpfk ie ~d~fke jfpf if cierfbak+ Ra h jfbh prf cierfbak) ie

~d~fke jfk ~hràè if shrpabfia`f` q if e~hrfbak hr d àcbai q

ihkpf+ Rh jfrk ie hd~frrfè khbhfrae ~frf bekhlxar xk lxafè shr$

pabfi) kerdfidhkph è ek xcabahkph+

Eoghpase

f! @xrfkph if hpf~f `h cerdfbak

Hihlar q fhlxrfr dhàfkph fpfè ie ~d~fke vxh sfk f bekcerdfr if

hprxbpxrf `h if bh~f+

o! @xrfkph if cfh `h rhkàdahkpe bekpfkph

Cfserhbhr xkf oxhkf aixdakfbak `h if jegf f`xipf+

Cfserhbhr hi ~fh `h dfvxakfraf+

Dhgerfr if hcabahkbaf `h ie ~re`xbpe capefkapfrae+

Dhgerfr if aixdakfbak q if shkpaifbak `hi bfke~q+ H ad~erpfkph vxh ie

~d~fke h lxhk hk ie aphdf shrpabfih *SR^! ie d shrpabfih ~e$aoih) qf vxh if ~rà`f `h shrpabfia`f` cfserhbh hi fdekpekfdahkpe `h

ie rfbade `h ie àchrhkph ~d~fke+

Cerdf `h rhfiawfbak

Dfkxfi+

Dhbkabf7 hd~frrfèrf `h akck vxh parfk adxipkhfdhkph hi jaie ~f$

rf xghpfr if shlhpfbak q hd~frrfèrf `h àbe vxh h~frfk ie fifd$orh `h shlhpfbak) akpre`xbhk ie ~d~fke hkprh ie fifdorh q ie

hihsfk+


21/24


22/24

??

0+ FBIF_HE @H _FBADER

@hcakabak

Hiadakfbak `h rfbade hkphre) `h lrfke *bakbhifè! e `h ~frph

`hi rfbade+

Eoghpase

_hlxifr if bfrlf7 H xkf pbkabf vxh h ~re~ekh ~frf hvxaiaorfr if

~re`xbbak `h xsf q dhgerfr x df`xrfbak hk bfd~ff q bekàbaekh

biadpabf q bxipxrfih ~ebe cfserfoih f bede ~frf berrhlar ie hzbh$

e `h ~re`xbbak vxh h ~xh`hk `fr hk fe `hphrdakfè) ~er hghd$

~ie) hk wekf xghpf f kerdfpasf vxh iadapfk ie rhkàdahkpe cakfih+

@apraoxar f`hbxf`fdhkph ie rfbade hk xk aphdf hk h~fi`hrf

Cfserhbhr if df`xrfbak `h ie rfbade

~ebf `h rhfiawfbak

If ~ebf `h rhfiawfbak `hi fbifrhe hp bekàbaekf`f ~er ie eogh$

pase ~hrhlxaè+ Ra h ~rhphk`h xkf rhlxifbak `h if bfrlf) h jf `h

jfbhr ie fkph ~eaoih) jfbaf if cierfbak+ Hi fbifrhe h xkf ~rbpabf vxh

pahk`h f fxdhkpfr hi ~he `h if ofqf a h jfbh ~rekpe) `xrfkph if cfh A)~hrdapahkè àdakxbaekh ofgf hk hi rhkàdahkpe+ @h~x `hi hkshre)

hi fbifrhe ke fchbpf fi pfdfe `h if ofqf+

Ra h ~rhphk`h dhgerfr if df`xrfbak `h ie rfbade xk fe fker$

dfidhkph dfie) hkpekbh) h `hoh jfbhr hk hkshre) jfbaf hi cakfi `h if

beierfbak `h pe`f if ofqf `hi rfbade+

Deè `h rhfiawfbak

Dfkxfi+

Vxdabe7 Hph~jek *hpaihke! hkprh bxfgfè q bahrrh `h rfbade) bek èa

`h firh`hèr `h 0>> l `h dfphraf fbpasf ~er jhbprhf+


23/24

?2

8+ @HRJEGF@E

@hcakabak

Hiadakfbak `h jegf `h if wekf `h rfbade) `h cerdf ~frbafi e pepfi

*hkprhfbfè q `hjegfè!) `h if bfrf hz~xhpf fi ei `h if dffkf e `hfdof bfrf *xkaifphrfi e oaifphrfi!+

Eoghpase

Cfserhbhr if fka`f` `h ie rfbade+ Hk kxhprf wekf sapbeif h

prf`xbh hk hsapfr ~e`rh`xdorh `hi rfbade hk chbjf ~rzadf f

shkàdaf+

Fxdhkpfr if akeifbak) if phd~hrfpxrf q if farhfbak `h if wekf `h

rfbade+Dhgerfr if beierfbak q if df`xrfbak `h if ofqf+

_h`xbar hi pahd~e `h if shkàdaf dfkxfi *hk if shkàdaf dhbkabf

ke h akphrhfkph!+

~ebf `h rhfiawfbak

@xrfkph if cfh `h df`xrfbak `hi rfbade) if jegf `hi ~d~fke

~rakba~fi pahkhk xkf ad~erpfkbaf iadapf`f+ Dxq ~reofoihdhkph) if jegf

`h ie kahpe fxdhk hph ~f~hi ~rakba~fi+ Rh rhbedahk`f ~e~ekhr hi`hjegfè jfpf 0 hdfkf prf if cierfbak ~xh ~rfbpabfè `xrfkph ie

~radhre hpfè `h `hfrreiie `h if ofqf ~xh`h ebfaekfr xkf àdakx$

bak `hi rhkàdahkpe ~er fobaak `h cierh e ofqf+ Jfbaf cierfbak) hk

bekàbaekh `h ke hpr) bhf if prfiebfbak `h xpfkbaf `h rhhrsf+

If jegf offih ek if ~rakba~fih hz~erpfèrf `h bfroeja`rfpe+ Hi

hiadakfr jegf f`xipf hk cierfbak hvxasfih f hiadakfr xkf ad~erpfkph

cxhkph `h cepefadaifè) dahkprf vxh 0 hdfkf d pfr`h hi ~d~fke

pahkh d jegf f`xipf q hi hpr h dhker+ Epre hchbpe eohrsfè h

xkf àdakxbak `h if chrpaia`f` bxfkè hi `hjegfè h hchbpxf ? hdf$

kf prf cierfbak+

Cerdf `h hghbxbak

Dfkxfi+

Dhbkabf7 bek shkpaifèrh `h farh q f~arfèrh bek bxbjaiie akphraerh

apxfè fi kashi `h if wekf `h rfbade+ Pfdoak h ~xh`h rhfiawfr `h cer$

df prdabf) fbhrbfkè xkf cxhkph bfiercabf f if jegf ~re`xbahkè x

`hhbfbak+

Vxdabf7 bek hpaihke+


24/24

3+ @HRKAHPH

@hcakabakHiadakfbak `h kahpe `h if wekf `h rfbade+

EoghpaseHiadakfr shlhpfbak vxh bed~aph bek hi brhbadahkpe `h if akcierh$

bhkbaf e bek if df`xrfbak `h if ofqf+ Hk rhbahkph hkfqe h eopxsah$

rek xk dhger bxfgfè hk ~ifkpf `hkahpf`f) hdfkfidhkph) `h`h ~ih$

kf cierfbak= ak hdofrle) ka hi ~he `h if ofqf ka if chrpaia`f` h sahrek

fchbpfè *rfbade%~d~fke! q ie rhxipfè cxhrek dxq `h~hkàhkph

`hi hchbpe fe+

Dhgerfr hi dabrebiadf `h if wekf `h rfbade ~frf xkf dhger df`x$

rfbak `hi crxpe+Cfserhbhr if fka`f` `hi rfbade+

~ebf `h rhfiawfbak

Bxfkè hi eoghpase h hiadakfr bed~hphkbaf bek if akcierhbhkbaf)

h jf `h rhfiawfr bxfkè ie kahpe pahkhk xke 68$?> bd `h ieklapx`) vxh

sahkh f beakbaàr bek xke 6>$68 `f prf if cierfbak) ~er prdake dh$

àe+ Bxfkè hi eoghpase h cfserhbhr hi dabrebiadf `h rfbade) h `hoh

rhfiawfr) ~rhchraoihdhkph) hk if dadf ~ebf vxh ~frf hi eoghpase fkph$raer) `xrfkph cierfbak$bxfgfè) e oahk) a ke h jf ~rhsape bek pahd~e

xcabahkph) h rhfiawfrf `xrfkph if cfh AAA `h brhbadahkpe `hi crxpe) fxk$

vxh ie `hhfoih hrf ke phkhr vxh hiadakfr kahpe `xrfkph hpf hpf~f)

~xh if jegf `h ie kahpe ek f`xipf q ~frpaba~fk pfkpe hk bed~ihpfr

if df`xrfbak `hi rfbade bede hk cfserhbhr xk oxhk flepfdahkpe+ Rh

eopxse) hk hpxàe rhfiawfè) xkf rhifbak ~re~erbaekfi hkprh hi bekph$

kaè hk iaè eixoih pepfih q if ieklapx` `h ie kahpe) ie vxh h hz~ia$

bf beka`hrfkè vxh h prfpfofk `h jegf f`xipf bek pff `h cepekph$a fipf `xrfkph if cfh `h df`xrfbak `hi rfbade) ~re~erbaekfkè) f)

xkf dfqer bf~fba`f` cepeakppabf lieofi f if bh~f crhkph f if `hkah$

pf`f e bek ie kahpe bek dhke jegf+ Hi `hkahph rhxip hk hi dfkphka$

dahkpe `h pff fipf `h cepekpha hk if jegf vxh ~hrdfkhbahrek+

Cerdf `h hghbxbak

Dfkxfi) bek paghrf `h xkf dfke+

Vxdabf) bek rhpfr`fkph `hi brhbadahkpe *^^222!

9. Las Podas de la Vid

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