how to build bridge programs that fit into career pathway: step-by-step guide- estrada (instituto...

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7/30/2019 How To Build Bridge Programs That Fit Into Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso L… http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 1/56 Od{ vd Humaf Hmfke \dkbnp vobv Jmv mivd b @bee \bvo{b} B Pve|.h}.Pve| Kumfe Hbpef di voe @bxxexbp ei Pbauf \xdkxbn mi @om`bkd Fx) xM@BxFd B) EpvxBFB Zm`e \xepmfeiv jdx Efu`bvmdi bif \xdkxbnp {mvo `divxmhuvmdip h} vn FHm Fmxe`vdx dj Ie{ Mimvmbvmzep

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Page 1: How To Build Bridge Programs That Fit Into  Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso Latino)

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Od{ vd Humaf Hmfke \dkbnpvobv Jmv mivd b @bee \bvo{b} 

B Pve|.h}.Pve| Kumfe Hbpef di voe@bxxexbp ei Pbauf \xdkxbn mi @om`bkd

Fx) xM@BxFd B) EpvxBFB Zm`e \xepmfeiv jdx Efu`bvmdibif \xdkxbnp

{mvo `divxmhuvmdip h} 

vn FHmFmxe`vdx dj Ie{ Mimvmbvmzep

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Febx Xebfex7

@dikxbvuabvmdip dx |m`cmik u| vomp kumfe" M }du obze `dne b`xdpp vomp xepdux`e! M bn kueppmik }du cid{ xpvobifbhduv voe eidxndup `obaaeikep bif d||dxvuimvmep dx |xe|bxmik bfuav {dxcexp dx hevvex gdhp)

Voexe bxe idv eiduko efu`bvef {dxcexp vd uea voe e`didn} vdfb} bif mivd voe uvuxe) Bif {omae mv nb} peen

amce b |bxbfd {oei uien|ad}neiv kuxep bxe pd omko! voexe bxe en|ad}exp {od `biidv aa gdhp xmkov id{he`bupe voe} fd idv obze rubamef b||am`bivp) Efu`bvmdi `divmiuep vd he voe kbve{b} dx mifmzmfubap vdbfzbi`e voemx e`didnm` pvbvup bif dx voe ibvmdi vd mn|xdze mvp e`didnm` `dn|evmvmzeiepp) ]ev voe `uxxeiv p}pvendx efu`bvmik bif |xe|bxmik ad{.pcmaa! ad{.mi`dne bfuav {dxcexp fdep idv neev voe nbgdxmv} d en|ad}ex bif{dxcex ieefp) Vdd dvei {dxcexp {od |uxpue pcmaa u|kxbfep kev pvu`c mi `duxpep vobv iezex aebf vd b `xefeivmba dxhevvex gdhp! bif vdd dvei en|ad}exp if vobv {dxcdx`e |xdkxbnp bxe idv bhae vd bfb|v rum`ca} eiduko vd voemx`obikmik pcmaa xerumxeneivp)

Mi 8<<:! pvb nenhexp bv Voe Gd}`e Jduifbvmdi bpcef dzex die ouifxef |xb`vmvmdiexp! xepebx`oexp! bfzd`bvep!bif |dam`}nbcexp mi voe Nmf{epv {obv |omabivoxd|} `duaf fd vd vb`cae vomp |xdhaen) [obv {e duif {bpmip|mxmik) Voexe mp baxebf} b vxeneifdup bnduiv d |xdkxbnnbvm` e|exmneivbvmdi uifex{b}) Efu`bvmdi bif

{dxcdx`e aebfexp bxe |bxviexmik mi ie{ {b}p {mvo en|ad}exp! dexmik b``eaexbvef efu`bvmdiba |bvo{b}p dx{dxcexp! bxvm`uabvef |xdkxbnp {mvo `xefmv dx |xmdx aebximik bif {dxc.hbpef aebximik! bif b`bfenm`p `ddxfmibvef{mvo mivexipom|p bif dvoex {dxc e|exmei`e mi voe xeaezbiv eaf d pvuf}) Jmibi`mba bmf mp hemik xevodukov bif|bxviexpom|p bxe hemik fezead|ef vd bffxepp voe b`bfenm` bif `bxeex `duipeamik ieefp d pvufeivp) Die d voendpv `uvvmik efke dxkbimwbvmdip mi dux xekmdi mp Mipvmvuvd fea \xdkxepd Abvmid bif voe {dxc hemik fdie vd hxmfkead{.mi`dne Abvmidp bif dvoexp mivd nbiub`vuxmik bif oebavo`bxe `bxeexp bif mivd gdhp {mvo kddf {bkep)

Bavoduko {e duif |mdieexp amce vodpe bv Mipvmvuvd! voemx |xdkxbnp bxe pexzmik xeabvmzea} pnbaa iunhexp d {dxcexp)[e heameze vobv pmkim`biv |dam`} bif mipvmvuvmdiba `obikep bxe xerumxef vd hxmik kddf |xb`vm`ep vd p`bae bifpu||dxv b `bxeex |bvo{b}p b||xdb`o vobv aebfp vd `xefeivmbap d zbaue vd en|ad}exp) [mvo vomp mi nmif! Voe Gd}`eJduifbvmdi abui`oef voe Pomvmik Kebxp Mimvmbvmze) Vomp nuavm.}ebx! nuavm.nmaamdi fdaabx |dam`} bif p}pvenp `obike

edxv mi pm pvbvep /Maamidmp! Mifmbib! Nm`omkbi! Nmiiepdvb! Domd! bif [mp`dipmi- mp miveifef vd pvxeikvoei pvbve|dpv.pe`difbx} bfuav hbpm` efu`bvmdi bif pcmaap.fezead|neiv p}pvenp pd vobv ndxe ad{.pcmaa {dxcexp kbmi voeefu`bvmdi! pcmaap! bif `xefeivmbap voe} ieef vd bfzbi`e bif pu``eef mi dux `obikmik e`didn})

Dzex voe |bpv voxee }ebxp! voe Maamidmp Pomvmik Kebxp edxv obp xepuavef mi voe `xebvmdi d iunexdup pvbve |dam`mepvobv bxe baxebf} eibhamik bfuav efu`bvmdi! {dxcdx`e! bif |dpv.pe`difbx} mipvmvuvmdip vd fezead| d``u|bvmdibaa}.d`upef hxmfke |xdkxbnp amce voe diep Mipvmvuvd bif mvp |bxviexp d|exbve) Id{ vobv voepe |dam`mep bxe mi |ab`e!pvbve aebfexp bxe vuximik vd{bxf mn|aeneivbvmdi) Voxduko aebximik `dnnuimvmep! xekmdiba dxunp! bif vomp ‑od{ vd„kumfe! Maamidmp od|ep vd pee hxmfke |xdkxbnp dexef mi ezex} Maamidmp `dnnuimv} {mvomi voe iev v{d }ebxp)

M }du {duaf amce vd daad{ voe |xdkxepp d voe edxvp mi Maamidmp dx bi} d voe dvoex pvbvep! zmpmv Pomvmik Kebxp bv{{{)pomvmik.kebxp)dxk) M {mpo }du kxebv pu``epp bp }du `dipmfex `xebvmik dx kxd{mik b hxmfke |xdkxbn mi

 }dux bxeb)

[omvie} Pnmvo\xdkxbn NbibkexVoe Gd}`e Jduifbvmdi

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bhae d @diveivp

Dzexzme{ ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 5 ‐ :@bxxexbp ei Pbauf bp b Ndfea ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ;

Od{ vd @di`emze d b @bxeex \bvo{b} ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ? ‐ =Od{ vd Mfeivm} bif Fezead| Pu``eppua \bxviexpom|p ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 2< ‐ 2:Od{ vd Fepmki b @bxeex \bvo{b} bif mvp Hxmfkep ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 2; ‐ 82Uifexpvbifmik voe Eppeivmba Eaeneivp d b Hxmfke \xdkxbn ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 88 ‐ 8:Od{ vd @divevubamwe b Hxmfke @uxxm`uaun ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 8; ‐ 8=Veb`omik \bxbfmkn bif Mipvxu`vdx Rubamvmep ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 0< ‐ 0:Od{ vd Fezead| Hxmfke \xdkxbn Adkmpvm`p ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 0; ‐ 6<Od{ vd Hufkev dx b Hxmfke \xdkxbn ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 62 ‐ 68Od{ vd Pupvbmi b Hxmfke \xdkxbn ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 60 ‐ 66Od{ vd E|bif voe Hxmfke \xdkxbn Ndfea ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 65

@ d i ` a u p m d i ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 6 :Eifidvep ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 58

JMkuxEp

Jmkuxe 27 @bxxexbp ei Pbauf 7 Idivxbfmvmdiba Pvufeiv @obxb`vexmpvm`p ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) =Jmkuxe 87 Xdae d Omkoex Efu`bvmdi \bxviexp ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 22Jmkuxe 07 Xdae d En|ad}exp ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 28Jmkuxe 67 Pbn|ae \bxviexp bif Xdaep ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 20Jmkuxe 57 Xdaep d @dnnuimv}.Hbpef Dxkbimwbvmdip ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 26

Jmkuxe :7 Oebavo`bxe @bxeex Abffex ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 2=Jmkuxe ;7 Oebavo`bxe B`bfenm` Abffex ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 2=Jmkuxe ?7 @bxxexbp ei Pbauf @bxeex \bvo{b} Ndfea ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 8<Jmkuxe =7 @bxxexbp ei Pbauf \xe.@IB Hxmfke Jad{ @obxv ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 80Jmkuxe 2<7 @bxxexbp ei Pbauf \xe.A\I Hxmfke Jad{ @obxv ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 86Jmkuxe 227 Mifupvx}.Xerumxef @IB Ve`oim`ba Pcmaap ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 8;Jmkuxe 287 \efbkdk} zp) Bifxbkdk} ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 0<Jmkuxe 207 Bfuav Efu`bvmdi @uxxm`uaun @divevubamwmik Ndfea ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 08Jmkuxe 267 Pbn|ae Aeppdi \abi ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 06Jmkuxe 257 Vxbfmvmdiba zp) Idivxbfmvmdiba Mipvxu`vdx ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 05

Jmkuxe 2:7 Ebn|ae d b Nuavm|ae @dpv @eivex Hufkev ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 68

 B\\EIFM@Ep

B7 Pbn|ae Nendxbifun d Uifexpvbifmik ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 6; ‐ 6?H7 Oebavo P`mei`e @bxeexp ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 6=@7 EPA Pcmaa Aezeap bif @dn|evei`mep ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) 5< ‐ 52

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 7/56B Pve|.h}.Pve| Kumfe Hbpef di voe

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Dzezme{

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V

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 8/56: Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

|xdkxbnp |xe|bxe bfuavp {mvo amnmvef b`bfenm` dxamnmvef Eikampo pcmaap vd eivex bif pu``eef mi `xefmv.hebxmik |dpv.pe`difbx} efu`bvmdi bif vxbmimikaebfmik vd `bxeex.|bvo en|ad}neiv mi omko.fenbif!nmffae. bif omko.pcmaa d``u|bvmdip) Voe kdba d hxmfke

|xdkxbnp mp vd perueivmbaa} hxmfke voe kb| hev{eeivoe mimvmba pcmaap d mifmzmfubap bif {obv voe} ieef

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\xdge`v mi Pebvvae! [bpomikvdi3 @b|mvba MFEB$B@@\bxviexpom| mi Bupvmi bif Xduif Xd`c! Vebp3 JamivOebavo`bxe En|ad}neiv D||dxvuimvmep \xdge`v miJamiv! Nm`omkbi3 Adkmpvm`p$Vxbip|dxvbvmdi B`bfen}

mi Adp Bikeaep! @bamdximb3 IDZB.IZJP VxbmimikJuvuxep ‑Pve|p vd Pu``epp„ Ndfea mi Jbmxb @duiv}!Zmxkmimb3 bif die mi |bxvm`uabx vobv mp odne kxd{i‖ @bxxexbp ei Pbauf ) Voepe |xdkxbnp fendipvxbvevobv voe `bxeex |bvo{b}$hxmfke ndfea mp b |bxvm`uabxa}

ee`vmze pvxbvek} vd mn|xdze voe en|ad}neiv |dveivmba

d ad{.pcmaa bfuavp); 

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d|exbvmik pmi`e B|xma 8<<5) Bp d punnex 8<<=!

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bif midxnbvmdi ieefef vd fezead| pu``eppua hxmfke

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bif mn|aeneivbvmdi d @bxxexbp ei Pbauf ) Vomp

nbiuba mp upeua vd bi}die mivexepvef mi voe `obaaeike

d vb||mik mivd voe xepexzdmx d vbaeiv xe|xepeivef h}

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d voe @bxxexbp ei Pbauf |xdkxbn e|exmei`e mi

dxfex vd bppmpv dvoexp vd bfd|v pmnmabx mimvmbvmzep) Ezex}

pmvubvmdi mp uimrue! huv biba}pmp bif aebximik xdn |xmdx

e|exmei`e mp eppeivmba dx uvuxe pu``eppep)

Page 9: How To Build Bridge Programs That Fit Into  Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso Latino)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 9/56B Pve|.h}.Pve| Kumfe Hbpef di voe

@bxxexbp ei Pbauf \xdkxbn mi @om`bkd ;

@bxxexbp ei Pbauf bp b Ndfea

H} voe hekmiimik d voe ie{ nmaaeiimb! mv {bp {eaa

epvbhampoef vobv d`upmik e`didnm` bif efu`bvmdiba

eiexk} di b `bxeuaa} peae`vef pev d mifupvxmep bif`dnnuimvmep mp b zbaubhae pvxbvek} dx e`didnm` bif

{dxcdx`e fezead|neiv) Pe`vdxp `odpei dx d`up

fendipvxbve pvxdik |xdge`vef kxd{vo mi voe xekmdi

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pupvbmimik mi`dne bif kddf heievp-! bif bxe b

kddf v {mvo voe `dnnuimv}”p bzbmabhae {dxcdx`e)

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vd Xekmpvexef Iuxpe) Voe Pvbve d Maamidmp {bp bapd mivoe |xd`epp d `difu`vmik b abhdx nbxcev biba}pmp

bif! fxb{mik di voe e|exmei`e d {dxcdx`e hdbxfp

bif `dnnuimv} `daaekep b`xdpp voe pvbve! abui`oef voe

@xmvm`ba Pcmaap Podxvbke Mimvmbvmze)

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bif kxd{mik ndneivun! {om`o aef voe Ibvmdiba

@dui`ma d Ab Xbwb /I@AX- vd mimvmbve b pe`vdx

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vxbmimik kb|p dx Abvmidp mi omko.kxd{vo pe`vdxp) Voe

|bxviexpom| vd fezead| bif dex voe @bxxexbp ei Pbauf  

|xdkxbn kxe{ duv d vomp edxv)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 10/56? Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

Od{ vd @di`emze d b @bee \bvo{b} 

Voe xpv pve| mi `di`emzmik d b `bxeex |bvo{b} biffezead|mik b pu``eppua hxmfke |xdkxbn mp vd mfeivm}

bi en|ad}neiv pe`vdx bif b pumvbhae vbxkev |d|uabvmdi)Voepe pve|p bxe vd he vbcei vdkevoex! he`bupe voeieefp bif pcmaap d voe |d|uabvmdi nupv he `dn|bvmhae{mvo voe `odpei pe`vdx) Bffmvmdibaa}! mi peae`vmik bpe`vdx vd d`up di! en|ad}neiv kxd{vo! |dppmhae `bxeex|bvop! fenbif dx {dxcexp! bif empvmik vxbmimik dxefu`bvmdiba |xdkxbnp bxe mn|dxvbiv `dipmfexbvmdip)[omae }du nb} mfeivm} pezexba |dveivmba pe`vdxp!`dipmfex voe die vobv |xepeivp voe ndpv d||dxvuimvmepdx kxd{vo bif `bxeex |bvo{b}p)

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2) En|ad}neiv kxd{vo |xdge`vmdip {exe pvxdikex bif

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en|ad}eep /bp fxmzei bapd h} voe bkmik d voemx{dxcdx`e-! huv voexe {bp b |xdge`vef mi`xebpe mi

voe iunhex d adik.vexn oebavo`bxe b`mamvmep bifodne.hbpef oebavo`bxe ‖ hdvo xerumxmik mi`xebpmikiunhexp d @exvmef Iuxpmik Bppmpvbivp /@IBp- bifAm`eipef \xb`vm`ba Iuxpep /A\Ip-)

0)  B pmkimm`biv fenbif dx hma mikuba oebavo`bxe

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6) Omko rubamv} oebavo`bxe vxbmimik {bp bzbmabhae bv

voe ad`ba `dnnuimv} `daaeke! huv mv {bp idvneevmik voe mifupvx} ieef dx omkoex iunhexp dkxbfubvep! idx voe omkoex iunhexp d hmamikubaoebavo`bxe |xdeppmdiba kxbfubvep) Ndxedzex! mv{bp idv neevmik voe `dnnuimv}”p ieef dx xepmfeivpvd he bhae vd eivex voe omkoex aezea pcmaap vxbmimik|xdkxbnp) Voe ndpv pmkimm`biv mifmik d voepe`vdx biba}pmp {bp voe vxbmimik kb| hev{eei voeOunhdafv \bxc Zd`bvmdiba Efu`bvmdi @eivex”p @IBvxbmimik |xdkxbn bif [xmkov @daaeke”p b||xdzefbfzbi`ef `exvm`bve A\I |xdkxbn) [omae Abvmidxepmfeivp eivexef! `dn|aevef! bif {exe omxefxdn voe @IB |xdkxbn! zmxvubaa} id Abvmidpeivexef [xmkov @daaeke”p omkoa} xep|e`vef bifzex} pu``eppua A\I |xdkxbn)

Voepe `obxb`vexmpvm`p d voe oebavo`bxe mifupvx}dexef voe ndpv d||dxvuimv} dx b pu``eppua hxmfke|xdkxbn vobv v {mvomi b fmpvmi`v `bxeex |bvo{b}!pd oebavo`bxe {bp peae`vef bp voe vbxkev pe`vdx dx voe

ie{ |xdkxbn)

\

Voe vbxkev |d|uabvmdi nb} he fxmzei h} voe `dnnuimv}bxeb xe|xepeivef h} }dux `daaeke dx dxkbimwbvmdi) JdxMipvmvuvd bif Bppd`mbvmdi Odupe! voe vbxkev |d|uabvmdipeenef vd he voe Abvmid `dnnuimv} mi keiexba! kmzei

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd =

voe nmppmdip bif |xdkxbnp d voepe dxkbimwbvmdip)Huv mv {bp ie`eppbx} vd fmk fee|ex! {mvo ruepvmdippu`o bp ‑[obv bxe voe vxeifp {mvomi dux `dnnuimv}4„ Gupv bp voe |bx viexp ieefef vd ebnmie voe vxeifp{mvomi |bxvm`uabx en|ad}neiv pe`vdxp /voe fenbif pmfe-!

voepe dxkbimwbvmdip bapd obf vd ebnmie voe vxeifp{mvomi voe Abvmid abhdx dx`e bif |d|uabvmdi mi keiexba/voe pu||a} pmfe-)

Voe |bxviexp rum`ca} fevexnmief vobv Abvmidp xe|xepeivbi eidxndup uivb||ef abhdx |dda vobv mp baxebf}mizdazef mi oebavo`bxe d``u|bvmdip mi pmkim`biviunhexp! huv mp idv bhae vd vbce bfzbivbke d |dpv.pe`difbx} dx omkoex.pcmaa d``u|bvmdiba d||dxvuimvmep)Mi @om`bkd! b``dxfmik vd voe 8<<< U)P) @eipup!

Abvmidp nbfe u| b uaa 85% d voe ad{.|b}mikoebavo bmfep! {mvo 8<% d voen mi oebavo`bxe pu||dxvd``u|bvmdip! }ev voexe {exe id xe|dxvef AbvmidAm`eipef \xb`vm`ba Iuxpep /A\Ip-)22 Bif! b``dxfmikvd voe Nevxd|damvbi @om`bkd Mimvmbvmze d voe Mipvmvuved Abvmid Pvufmep bv voe Uimzexpmv} d Idvxe Fbne!vomp |xdidui`ef gdh kb| empvef {omae voe pm.`duiv}xekmdi {bp e|exmei`mik b :<% kxd{vo mi Abvmid|d|uabvmdi /xdn ?0:!=<5 mi 2==< vd 2!6<5!22:mi 8<<<-) Fuxmik vomp vmne! baa pm @om`bkd bxeb

`duivmep e|exmei`ef puhpvbivmba kxd{vo mi voemxAbvmid |d|uabvmdip)28 

Mi bffmvmdi! voe `obxb`vexmpvm`p d voe @bxxexbp ei Pbauf  pvufeiv |d|uabvmdi kd he}dif vodpe d voe v}|m`baidivxbfmvmdiba pvufeiv) Voepe pvufeivp obze pezexba dvoe `obxb`vexmpvm`p ampvef mi Jmkuxe 2)

Jmkuxe 2

@bxxexbp ei Pbauf Pvfivp

Idivbfvdiba Pvfiv @obb`vpv`p

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 12/562< Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

Od{ vd Mfeivm} bif Fezead| Pu``eppua \bviepom|p

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{bp dxnef h} b kxdu| d |bxviexp bif {bp hbpefdi voe ve`o |xe| |bxviexpom| ndfea vobv amicef omkop`oddap /mi voe @bxxexbp `bpe! bfuav efu`bvmdi voxdukob `dnnuimv} dxkbimwbvmdi- {mvo b `dnnuimv} `daaeke)Bp e|abmief ebxamex mi vomp nbiuba! @bxxexbp {bpmimvmbvef h} v{d `dnnuimv}.hbpef dxkbimwbvmdip!Mipvmvuvd fea \xdkxepd Abvmid /Mipvmvuvd- bif Bppd`mbvmdiOdupe! vobv {dxcef {mvo b ibvmdiba Abvmid bfzd`b`}dxkbimwbvmdi! Ibvmdiba @dui`ma d Ab Xbwb /I@AX-!vd `difu`v voe mimvmba xepebx`o) Di`e voe oebavo`bxepe`vdx {bp peae`vef! voe v{d `dnnuimv} dxkbimwbvmdipxeb`oef duv vd voe ad`ba `dnnuimv} `daaeke vdfevexnmie m voexe {duaf he bi d||dxvuimv} vd |bxviex{mvo voen! humafmik di voemx empvmik efu`bvmdi bifvxbmimik |xdkxbnp bif Mipvmvuvd”p e|exmei`e {mvo voeNbiub`vuxmik Ve`oidadk} Hxmfke \xdkxbn ndfea)Voe `daaeke! [mahux [xmkov! {bp zex} mivexepvef mimi`xebpmik ad`ba Abvmid |bxvm`m|bvmdi mi mvp oebavo`bxe|xdkxbnp) Voe hbpm` pvxu`vuxe d voe |bvo{b}! badik{mvo voe hbpm` xdaep d voe |bxviexp! {bp hdxi duvd b hxbmipvdxnmik peppmdi {mvo xe|xepeivbvmzep xdneb`o d voe |bxviexp ‖ hbpef di voe cid{aefke bife|exmei`e vobv voe} hxdukov vd voe vbhae voe |bvo{b}

{bp amvexbaa} ‑nb||ef„ di b hab`chdbxf)

M \ X

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 25

uifxbmpmik! bif hufkevmik) [mvo `dn|xeoeipmze

midxnbvmdi! voe nbibkeneiv vebn `bi fmp`upp

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V @ P @ \ 

voe Oebao`be @bee AbffeVoe oebavo`bxe |xdeppmdi mp fmzmfef mi mzed``u|bvmdiba aupvexp7 Voexb|euvm` Pexzm`ep! Fmbkidpvm`Pexzm`ep! Oebavo Midxnbvm`p! Pu||dxv Pexzm`ep! bifHmdve`oidadk} Xepebx`o bif Fezead|neiv /peeB||eifm H dx `bxeex.p|e`m` gdhp mi eb`o |bvo{b}-)

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 2=

d Iuxpmik /HFI- dx b gdh bp Iuxpmik Pu|exzmpdx! dx bNbpvex d Iuxpmik /NFI- dx b gdh bp b fmxe`vdx d buimv! Iuxpmik Fmxe`vdx! dx b Zm`e \xepmfeiv)

voe Oebao`be B`bfenm` Abffe

Voe b`bfenm` abffex pod{p fmexeiv |dmivp mi voe`bxeex |bvo{b} {oexe `exvbmi cid{aefke bif`dn|evei`mep bxe ie`eppbx} vd b`rumxe voe `xefeivmbapxerumxef dx b gdh dx vd bfzbi`e vd voe iev aezea defu`bvmdi) Voe b`bfenm` abffex mp upubaa} nebpuxefh} `exvm`bvmdip! am`eipmik! xekmpvxbvmdip! bif fekxeep)Voe @bxxexbp ei Pbauf b`bfenm` abffex mi`aufep voe

`xefeivmbaef aezeap pod{i mi Jmkuxe ;)voe Oebao`be p`mba Abffe

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N E @ \ 

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dx e|abmimik voe `bxeex |bvo{b} mimvmbvmze bif mvp|bxvm`uabx hxmfke |xdkxbnp vd |xdp|e`vmze pvufeivpbif `dnnuimv} |bxviexp bif pvbceodafexp) Voe@bxxexbp ei Pbauf @bxeex \bvo{b} mp pod{i miJmkuxe ?) Vomp ad{`obxv hekmip bv voe hdvvdn bif`amnhp u| voxduko eb`o hxmfke! pod{mik eb`o |dppmhae|dmiv d eivx} bif emv) Mv mi`aufep voe b`bfenm`!`bxeex! bif pd`mba abffexp)

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Imi Fme`

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xemeef Ie

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\bmei @be ve`oim`mbi

@emjef Imi Bmbi 

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 23/56B Pve|.h}.Pve| Kumfe Hbpef di voe

@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 82

Voe @bxxexbp ei Pbauf ndfea mp b `dn|xeoeipmze`bxeex |bvo{b} vobv mi`aufep v{d |xe.`daaeke hxmfkepbif v{d `daaeke aezea fekxeep) Voe |bvo{b} obpnuavm|ae |dmivp d eivx} fe|eifmik di voe hbpm` pcmaaaezea d voe pvufeiv) Fepmkief |xmnbxma} dx EPA pvufeivp!

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\e.@IB Hmfe

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{om`o xbmpep voemx b`bfenm` aezea vd 22) Pvufeivp {odbxe baxebf} bv kxbfe aezea 22 bif ieef vd |xe|bxedx `daaeke eivxbi`e ebnp hekmi {mvo Ndfuae H)Hdvo ndfuaep `divevubamwe abikubke bif nbvo `abppep{mvo nbvexmba xdn hmdadk} `abppep xerumxef vd eivex

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pcmaap vd eivex bif pu``eef mi |dpv.pe`difbx} efu`bvmdi

bif vxbmimik! aebfmik vd `bxeex.|bvo en|ad}neiv)

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`divbmi) Voe iunhex d ndfuaep fe|eifp di voe

aezeap d hbpm` bif ve`oim`ba pcmaap ieefef h} voe

|bxvm`m|bivp vd rubam} dx b p|e`m` gdh di voe `bxeex

abffex) B ndfuae mp voe erumzbaeiv d b vexn) Eb`o

ndfuae poduaf obze b kdba d u| vd v{d kxbfe aezeapd hbpm` pcmaa mn|xdzeneiv! bif hxmfkep poduaf obze

u| vd voxee ndfuaep! dx b nbmnun mn|xdzeneiv

d pm kxbfe aezeap |ex hxmfke |xdkxbn) Pd pvufeivp

{od eivex voe hxmfke |xdkxbn {mvo b aezea pm mi

nbvo bif abikubke `bi hxmfke b`bfenm`baa} vd b

kxbfe aezea 28) Hxmfkep {mvo ndxe vobi voxee ndfuaep

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 25/56B Pve|.h}.Pve| Kumfe Hbpef di voe

@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 80

nb} fmp`duxbke pvufeivp! pmi`e voe vmne vd xeb`o voe

iev aezea ‖ dx gdh ‖ mi voe `bxeex |bvo{b} mp vddadik) @bxxexbp ei Pbauf obp v{d hxmfkep)

Voe \xe.@IB Hxmfke obp voxee ndfuaep7 voe xpv mp EPAdx oebavo`bxe vobv bfzbi`ep pvufeiv Eikampo abikubkebif b`bfenm` pcmaap xdn kxbfe aezea : vd aezea ?!bif voe pe`dif bfzbi`ep pvufeivp xdn aezea ? vdaezea 2<) Voe vomxf ndfuae |xe|bxep pvufeivp dx voe@IB ebn) Mi vexnp d b `bxeex |bvo{b}! vomp hxmfkebfzbi`ep pvufeivp xdn id |xmdx {dxc mi voe iuxpmikeaf vd he`dnmik b @IB mi b odp|mvba dx oebavo`bxe

|xdzmfex mipvmvuvmdi) Voe hxmfke |xdkxbn mp fmbkxbnnefmi Jmkuxe =) Vomp! mi vuxi! vp mivd voe `bxeex |bvo{b} bppod{i mi Jmkuxe ? di |bke 2?)

Voe pe`dif hxmfke |xdkxbn! pod{i mi Jmkuxe 2<!

mp b \xe.A\I |xdkxbn {mvo v{d ndfuaep7 NdfuaeB b`bfenm`baa} bfzbi`ep |bxvm`m|bivp xdn hbpm`

pcmaa aezea 2< vd aezea 22! bif Ndfuae H bfzbi`ep

|bxvm`m|bivp xdn aezea 22 vd aezea 28)=! {om`o mp

`daaeke aezea) \bxvm`m|bivp mi Ndfuae H bapd vbce ECK

bif \oaehdvdn}! aebximik ve`oim`ba pcmaap voe} ieef vd

kev b gdh bp b \bvmeiv @bxe Ve`oim`mbi /\@V-! {om`o

mp bi bfzbi`eneiv xdn b @IB |dpmvmdi) EPA pvufeivp

bfzbi`e xdn Hekmiiex aezea vd Mivexnefmbve) Pvufeivp

kxbfubve vomp |xdkxbn xebf} dx `daaeke.aezea {dxc)

Bkbmi! vomp hxmfke vp mivd voe dzexbaa `bxeex |bvo{b}!bp pod{i mi Jmkuxe ? di |bke 2?)

Jmkuxe =@bxxexbp ei Pbauf \.@IB Hf Jad{ @obv

EPA 

Oebavo @divev Mipvmvuvd$O\ZE@ /2: {eecp-

BHEKxbfe ?$ 

EPAHekmiiex

BHE Kxbfe :$ EPA Amvexb`}

 ZEPA 

@IB @divev Mipvmvuvd /2: {eecp-

BHEKxbfe 2<$ 

EPAMivexnefmbve Ad{

BHE Kxbfe ?$ EPA Hekmiiex

@IB 

Ebn \xe|Mipvmvuvd$O\ZE@ /? {eecp-

@IB 

 

/&=.&28$odux -

BHE Kxbfe 2<$ EPA Mivexnefmbve Ad{

B`bfenm` Abffex @bxeex Abffex

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 26/5686 Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

Mifupvx} `exvmj`bvmdi bxvm`uabvep {mvo b`bfenm` fekxeep) [oei hxmfkmik pvufeivp! mv mp mn|dxvbiv vd obze bkddf peipe d voe pcmaap bif `xefeivmbap voe mifupvx}xerumxep d mvp en|ad}eep) Ee`vmze hxmfkep kubxbiveevobv b |expdi {mvo b fekxee dx `exvmm`bvmdi {maaobze voe `dn|evei`mep /pcmaap- ieefef vd pe`uxe bif|exdxn {eaa mi voe `dxxep|difmik gdhp) @bxxexbp

ei Pbauf pvufeivp {od pe`uxe voe @IB `exvm`bvmdibif A\I fekxee bxe `b|bhae d |exdxnmik bifdvei dzex.|exdxn voe fuvmep bppmkief mi voemx gdhp{mvo cid{aefke bif |xdeppmdibampn) Voe `uxxm`uaunmp fezead|ef mi b {b} vobv kubxbiveep vobv pvufeivpbxe b`rumxmik ve`oim`ba pcmaap bp voe} mn|xdze voemxb`bfenm` pcmaap) Vd eipuxe vomp! bi bfzmpdx} `dui`ma{mvo pvxdik mifupvx} xe|xepeivbvmdi bfzmpep di voe`uxxm`uaun `diveiv) Vomp `dui`ma bfzmpep voe |xdkxbnd ie{ vxeifp mi voe p}pven bif `obikep mi |xd`eppepbif ve`oidadk}) Pvufeivp bxe e|dpef vd voepe

`obikep bif |xd`eppep fuxmik voemx `amim`ba bifmivexipom| peppmdip bv voe en|ad}ex pmve) B`rumxmikmifupvx} `exvmm`bvmdip bif am`eipmik `dimxnp voe|xepei`e d cid{aefke bif pcmaap! nbcmik voe odafexd voepe `exvm`bvmdip ndxe en|ad}bhae)

@uxxm`uaun mp `divevubamwef) @divevubamwbvmdi mp voenevodfm` mi`dx|dxbvmdi d ve`oim`ba nbvexmbap mivd

voe hbpm` pcmaap `uxxm`uaun) Hxmfke `uxxm`uab ieef vd he

`divevubamwef hbpef di voe pcmaa aezea d voe pvufeivp

bif voe xerumxeneivp d voe mifupvx} /ve`oim`ba pcmaap-)

Voe `divev vd he upef zbxmep fe|eifmik di voepe v{d

eaeneivp /`divevubamwbvmdi mp e|abmief mi fevbma abvex

mi vomp nbiuba-)

\xdge`v.hbpef bppeppneivp) Hxmfke |xdkxbnp nupv

kubxbivee vobv pvufeivp b`rumxe voe ve`oim`ba pcmaap

xerumxef h} voe mifupvx}) Vd eipuxe voe |xepei`e d

voepe `dn|evei`mep! voe hxmfke |xdkxbnp nupv mi`aufe

mi voemx `uxxm`uaun b pev d |xdge`v.hbpef b`vmzmvmep

vobv |xdze {oevoex dx idv pvufeivp obze voe xerumxef

cid{aefke bif pcmaap) Voe @bxxexbp ei Pbauf `uxxm`uaun

mi`aufep mi.`abpp b`vmzmvmep voxduko {om`o pvufeivp

b||a} voe pcmaap voe} aebxi) Pvufeivp bxe mivxdfu`ef vd

voe nbibkeneiv d mipvxuneivp amce voe pvevodp`d|e

bif omko |xeppuxe erum|neiv zex} ebxa} mi voe `bxeex|bvo{b}) Mi nbvo `abpp! dx ebn|ae! pvufeivp bxe

bppeppef hbpef di voe iunexm`ba biba}pmp d zmvba pmki

`obxvp) \xdge`v.hbpef bppeppneivp bxe bi mn|dxvbiv

|bxv d fbma} aeppdi |abip) Voepe b`vmzmvmep bxe abvex

xe.bxnef mi voe `amim`ba peppmdip bv voe odp|mvba dx

oebavo`bxe |xdzmfex pmvep)

Jmkuxe 2<@bxxexbp ei Pbauf \.A\I Hf Jad{ @obv

\XE.A\I B 

Mipvmvuvd /2: {eecp-

BHE Kxbfe 22$ EPA Mivexnefmbve Omko3

\xe.A\I Bbif$dx @IB

\@V

 /&2<.&2:$odux -

BHE Kxbfe 2<$ EPA Mivexnefmbve

BHE Kxbfe 22$ EPA Mivexnefmbve3 ECK bif

\oaehdvdn} bif @IB

\XE.A\IH

Mipvmvuvd /2: {eecp-

B`bfenm` Abffex @bxeex Abffex

BHE Kxbfe 22$ EPA Mivexnefmbve Omko3\xe.A\I B bif$dx @IB

Page 27: How To Build Bridge Programs That Fit Into  Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso Latino)

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 85

P|e`mj` `xmvexmb vd eivex bif emv voe hxmfkep) @aebx`xmvexmb di voe xerumxeneivp vd eivex bif emv b hxmfke|xdkxbn nupv he fevexnmief {oei xpv fezead|mikvoe |xdkxbn) Voepe xerumxeneivp poduaf he mi hdvob`bfenm` bif ve`oim`ba pcmaap) B`bfenm`baa}! vd eivex

b hxmfke |xdkxbn pvufeivp poduaf he bv b xerumxefhbpm` pcmaa kxbfe aezea) Mi @bxxexbp ei Pbauf ! pvufeivpnupv he bv voe pmvo kxbfe hbpm` pcmaa aezea bif bvvoe Amvexb`} dx Hekmiiex aezea mi EPA vd he b``e|vefmivd voe \xe.@IB Hxmfke |xdkxbn Ndfuae Die/EPA dx oebavo`bxe-! bif bv voe emkovo kxbfe aezeavd he bfnmvvef mi voe \xe.@IB Hxmfke |xdkxbnNdfuae V{d /ZEPA.@IB-) Vd `dn|aevea} `xdppvoe hxmfke /vobv mp! emv voe |xdkxbn pu``eppuaa}-!pvufeivp nupv he b`bfenm`baa} bv voe veivo kxbfeaezea bif bv voe Mivexnefmbve Eikampo aezea dx EPApvufeivp) Vomp xerumxeneiv bapd pbvmpmep voe `bxeexkdba vomp hxmfke |xdkxbn! {om`o mp vd rubam} vd dx b@IB gdh) [mvo voe veivo kxbfe pcmaap bif ve`oim`bacid{aefke kbmief mi \xe.@IB! pvufeivp `bi vbcebif |bpp voe Pvbve @exvm`bvmdi Ebn) Di`e mv mp|bppef! pvufeivp bxe `exvmef vd {dxc bp b @IB mib oebavo`bxe mipvmvuvmdi)

Mi b `bxeex |bvo{b} {mvo nuavm|ae hxmfkep! emvmik

die hxmfke nebip uaaamik voe xerumxeneivp vd eivexvoe iev die) Vomp mp voe `bpe mi voe @bxxexbp ei Pbauf  |bvo{b}3 {oei pvufeivp emv voe |xe.@IB Hxmfke h}xeb`omik b hbpm` pcmaa aezea 2< bif h} eivexmik b gdhbp b @IB! voe} bapd neev voe xerumxeneivp vd eivexvoe \xe.A\I Hxmfke! {om`o! mi vuxi! |xe|bxep pvufeivpdx `daaeke aezea nbvo bif abikubke! bif bv voe pbnevmne |xe|bxep voen vd ndze u| voe `bxeex abffex xdn@IB vd \bvmeiv @bxe Ve`oim`mbi /\@V-) Eb`o `bxeexhxmfke |xdkxbn poduaf he fepmkief vd oea| pvufeivpvxbipmvmdi xdn die |dmiv di hdvo voe b`bfenm` bif`bxeex abffexp vd omkoex |dmivp di vodpe abffexp)

Hxmfkep bxvm`uabve vd dvoex hxmfkep bif vd |dpv.pe`difbx} 

efu`bvmdi) Bi mn|dxvbiv eaeneiv mi b `bxeex |bvo{b}mp vobv eb`o hxmfke mi voe |bvo{b} bxvm`uabvep vd voeiev die) Voe bxvm`uabvmdi hev{eei |xe.`daaeke bif

`daaeke hxmfkep mp d p|e`mba mn|dxvbi`e vd bfuav

pvufeivp) Voe `uxxm`uaun poduaf he fezead|ef mi b

{b} vobv voe hbpm` b`bfenm` pcmaap bif EPA nbvexmba

bxe |xd`meiva} b``e|vef bv voe iev aezea dx hxmfke!

bif vobv voe ve`oim`ba nbvexmba `dzexef |exe`va}

bxvm`uabvep {mvo voe xerumxeneivp d voe iev hxmfkedx `daaeke fekxee) Mi @bxxexbp ei Pbauf ! pvufeivp

`dn|aevmik voe \xe.@IB Hxmfke obze voe hbpm` pcmaap

/nbvo! abikubke! bif `dn|uvex- ieefef vd eivex

voe \xe.A\I Hxmfke! bif voe ve`oim`ba pcmaap ieefef

vd he`dne b @IB) Voe @IB `exvm`bvmdi bapd

bxvm`uabvep {mvo voe xpv ndfuae d voe \xe.A\I Hxmfke

|xdkxbn /A\I B- h} xe`dkimwmik voe zbaue d die

`xefmv dx voe |xb`vm`un vbcei bv voe @IB aezea) Voe

eivmxe A\I |xdkxbn bxvm`uabvep {mvo voe Bppd`mbve dIuxpmik bv O\ZE@! {om`o b``e|vp dzex 6< `xefmv

oduxp xdn voe \xe.A\I Hxmfke vd{bxfp vomp fekxee)

Mi b vxbfmvmdiba! idv bxvm`uabvef |xdkxbn! dia} voe

keiexba efu`bvmdi duxpep {duaf he b``e|vef vd{bxf

voe Bppd`mbve d Iuxpmik) Mi bffmvmdi! \xe.A\I Hxmfke

|xdkxbn `dn|aevexp bxe rubamef dx gdhp bp \bvmeiv

@bxe Ve`oim`mbip /\@V-)

 B`bfenm` pu||dxv mp mi`dx|dxbvef mivd eb`o aeppdi |abi) 

Kmzei voe `obxb`vexmpvm`p d voe idivxbfmvmdiba bifamnmvef Eikampo pvufeivp {od ieef b adv d b`bfenm`

pu||dxv! hxmfke |xdkxbnp nupv dex ee`vmze b`bfenm`

pu||dxv! ep|e`mbaa} vuvdxmik bif bfzmpmik) @bxxexbp

ei Pbauf dexp vuvdxmik vd pvufeivp mi eb`o ndfuae)

Mi bffmvmdi! pvufeivp `bi `dipuav {mvo voemx mipvxu`vdxp

hedxe bif bvex `abppep) Mi evxene `mx`unpvbi`ep!

{oexe pezexba pvufeivp bxe baamik heomif b`bfenm`baa}!

voe} bxe mizmvef vd p|eif bi evxb fb} b {eec {mvo bi

mipvxu`vdx uivma voe} `bv`o u|) @bxxexbp ei Pbauf bapd

|madvef b |xdkxbn vobv |xdzmfef pvufeiv pu||dxv mi bhaeifef diamie dxnbv! {oexe pvufeivp `dnnuim`bvef

voemx ruepvmdip xekbxfmik b`bfenm` nbvexmba vd voemx

mipvxu`vdxp h} e.nbma bif mipvxu`vdxp xep|dif h} e.nbma)

M ieefef! voe} fmp`uppef voe mppuep mi ndxe fevbmap mi

`abpp) [omae Mipvmvuvd”p e|exmei`e {mvo vomp b||xdb`o

{bp pu``eppua! mv xerumxep bffmvmdiba uifmik)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 28/568: Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

Pvufeivp xe`emze `bxeex `duipeamik) Baa pvufeivp eivexmikvoe `bxeex |bvo{b} bxe xerumxef vd neev {mvo b gdhfezead|ex dx en|ad}neiv p|e`mbampv) Voe pvufeivp vbceb pcmaap mizeivdx} puxze} bif fezead| b `bxeex |abihbpef di voe xepuavp) Vomp `bxeex |abi mi`aufep hbpm`!

ve`oim`ba! bif vxbipexbhae pcmaap fezead|neiv b`vmzmvmep)Baa voe midxnbvmdi mp pobxef {mvo voe b`bfenm`bfzmpdx! {od {dxcp {mvo voe mipvxu`vdxp vd eipuxevoepe ieefp bxe bffxeppef mi voe aeppdi |abip bif`abpp b`vmzmvmep) Bv voe eif d eb`o hxmfke! bif {oeipvufeivp pe`uxe b `exvm`bve! voe} neev bkbmi {mvo voeen|ad}neiv p|e`mbampv vd zexm} voe} b`rumxef voe pcmaapbif `xefeivmbap ieefef) Voe en|ad}neiv p|e`mbampv`db`oep voen mi xepune {xmvmik! gdh pebx`o! bifmivexzme{ pcmaap! bif bppmpvp {mvo |ab`eneiv)

Idi.b`bfenm pu||dxv pexzm`ep bxe |bxv d voe `abpp`baeifbx) [mvo idivxbfmvmdiba pvufeivp ep|e`mbaa}!xeveivmdi bif `abpp |exdxnbi`e `bi he be`vefh} voe ame d voe pvufeivp duvpmfe d voe `abppxddn)@obikep dx |xdhaenp {mvo {dxc! bnma}! bif `omafxei`bi xepuav mi b pvufeiv fxd||mik duv) B kddf hxmfke|xdkxbn dexp rubamv} idi.b`bfenm` pu||dxv pexzm`epvobv `bi oea| bffxepp b nuavmvufe d |xdhaenp)@bxxexbp ei Pbauf dexp xee `omaf`bxe {omae voe

pvufeivp bxe mi `abpp) @omafxei kev oea| {mvo voemxodne{dxc bif vdffaexp aebxi xdn b `uxxm`uaunfepmkief gupv dx voen) @bxxexbp ei Pbauf bapd|bxviexp {mvo dvoex `dnnuimv}.hbpef dxkbimwbvmdipvobv dex am`eipef bnma} `duipeamik bif fdnepvm`

zmdaei`e bif fxuk bffm`vmdi `duipeamik) Pvufeivpbxe xeexxef vd voepe dxkbimwbvmdip {oei voe} ieefvoepe pexzm`ep) Voxduko Mipvmvuvd”p @eivex dx [dxcmikJbnmamep! baa @bxxexbp ei Pbauf pvufeivp bxe p`oefuaefvd pee `db`oep bif `duipeadxp |exmdfm`baa} bp |bxvd voemx p`odda adbf mi voxee hbpm` bxebp7

• Jmibi`e7 pvufeivp bxe `db`oef di od{ vd pbzendie}! xe|bmx bif nbmivbmi b kddf `xefmv xe`dxf!nbmnmwe voemx mi`dne! bif /ezeivubaa}- he`dneodned{iexp) Voe} xe`emze bppmpvbi`e mi d|eimik

`oe`cmik bif pbzmikp b``duivp {oei ieefef)• En|ad}neiv 7 pvufeivp bxe `db`oef di od{ vd if

b kddf |b}mik gdh {mvo voe pcmaap voe} |xepeiva}obze! od{ vd {xmve b xepune! bif od{ vd |xe|bxedx bi mivexzme{)

• Mi`dne pu||dxv 7 pvufeivp aebxi d baa voe |uham`heievp vobv nb} he bzbmabhae vd voen bif voemxxerumxeneivp) Pvufeivp xe`emze oea| b||a}mik dxvoepe heievp)

H g

)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 29/56B Pve|.h}.Pve| Kumfe Hbpef di voe

@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 8;

Od{ vd @divexvubamwe b Hmfke @um`uaun

@divevubamwbvmdi mp ce} vd voe ee`vmzeiepp d bhxmfke |xdkxbn) Veb`omik hbpm` pcmaap vd uifex.

|xe|bxef bfuav pvufeivp {mvomi b p|e`mm` `divev|xdndvep pvufeiv xeveivmdi mi voe |xdkxbn h}eikbkmik voemx mivexepv! bif mv bfzbi`ep voen ndxerum`ca} vobi dvoex nevodfp) Mv bapd eipuxep vobv voe}kbmi ve`oim`ba bif vxbipexbhae pcmaap mi bffmvmdi vdvoe b`bfenm` pcmaap) [oei `divevubamwmik `uxxm`uab!mv mp mn|dxvbiv vd fevexnmie voe hbpm` pcmaa aezea d voepvufeiv! {oevoex mi vexnp d BHE! EPA! dx hdvo) Vomp{maa fevexnmie voe v}|e d `divev /keiexba `divev!nb`xd `divev! nm`xd `divev! bif zd`bvmdibamwbvmdi!

e|abmief abvex- vd he b||amef bv eb`o aezea) Voe hbpm`pcmaa aezea {maa bapd kumfe voe mipvxu`vdx mi voe veb`omiknevodfdadk} vd upe /|efbkdk} dx bifxbkdk}! bapde|abmief abvex-) Bidvoex eaeneiv mijuei`ef h} voehbpm` pcmaa aezea mp voe v}|e d bppeppneiv /pvbifbxfvev dx |xdge`v.hbpef- upef vd nebpuxe eb`o pvufeiv”p`diveiv cid{aefke b`rumpmvmdi) Ve`oidadk} upe mi voeaebximik |xd`epp mp bapd fevexnmief h} eb`o pvufeiv”paezea d hbpm` pcmaap)

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Page 35: How To Build Bridge Programs That Fit Into  Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso Latino)

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{bv`omik dx ie{ vxeifp vobv nmkov be`v voe

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@bxxexbp ei Pbauf ! fenbifp vobv voe mipvxu`vdx

`dipvbiva} bff ie{ nbvexmbap bif b`vmzmvmep vd voe

aeppdi |abip mi xep|dipe vd voe fenbifp d voepvufeivp bif voe mifupvx}) \xdeppmdiba fezead|neiv

b`vmzmvmep bapd oea| mipvxu`vdxp uifexpvbif voe

xerumxeneivp d voe `exvmm`bvmdip bif am`eipmik

ebnp bif voe `dn|evei`mep ieefef vd |bpp voen)

Mi @bxxexbp ei Pbauf ! voe nbgdxmv} d mipvxu`vdxp

{exe ie{! {mvo amvvae veb`omik e|exmei`e huv kxebv

|dveivmba! d|ei nmifp! bif jemhmamv} mi vx}mik ie{

`di`e|vp mi bfuav efu`bvmdi) Dikdmik |xdeppmdiba

fezead|neiv bif xerueiv neevmikp di voe b||am`bvmdi

bif ezbaubvmdi d voe `divevubamwef |xdkxbn

|xdndvef mipvxu`vdx ee`vmzeiepp! bp mifm`bvef h}

voe bfzbi`eneiv! xeveivmdi! bif `dn|aevmdi d

pvufeivp mi voe |xdkxbn)

Mi`miba Neemi

Hxmfke |xdkxbn `uxxm`uaun `obikep bp voe mifupvx}

`obikep! pd mv mp mn|dxvbiv vobv hxmfke mipvxu`vdxp

neev xerueiva} vd e`obike midxnbvmdi xeabvef vd

ie{ fezead|neivp mi voe pe`vdx dx mifupvx}) Voepe

fezead|neivp `bi he ie{ erum|neiv! ie{ ve`oim`ba

pcmaap ieefef! ie{ xekuabvmdip! dx ie{ xerumxeneivp

dx am`eipmik bif `exvm`bvmdip) Voe `divevubamwef

hxmfke `uxxm`uaun ieefp vd he jemhae eiduko vd hebhae vd mi`dx|dxbve vomp ie{ nbvexmba mivd voe aeppdi

|abip bp ieefef) Mv mp bapd mn|dxvbiv dx mipvxu`vdxp

vd neev vd fmp`upp pvufeiv |xdkxepp bif voe ieef dx

mn|xdzeneivp mi voe veb`omik |bxbfmknp! nbvexmbap!

bif dvoex `abpp eaeneivp) Mi @bxxexbp ei Pbauf !

mipvxu`vdxp neev ndivoa})

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 0;

Od{ vd Fezead| Hmfke \dkbn Adkmpvm`p

P X

Voe `obxb`vexmpvm`p d idivxbfmvmdiba bfuav aebxiexpbif voe amnmvef vmne voe} obze bzbmabhae dx b`vmzmvmepduvpmfe d voemx {dxc bif bnma} xep|dipmhmamvmep nbcevomp |d|uabvmdi fm`uav vd xeb`o) Hxmfke |xdkxbnp nupvkd he}dif vxbfmvmdiba efu`bvmdiba nbxcevmik vddap vdxe`xumv pvufeivp) @bxxexbp ei Pbauf obp heei ee`vmze|xdndvmik mvp |xdkxbnp {mvomi voe bfuav mnnmkxbivAbvmid dnnuimv}! upmik nuavm|ae pvxbvekmep fep`xmhefhead{) Voepe pvxbvekmep bxe b||am`bhae vd b {mfezbxmev} d hxmfke |xdkxbnp xdn fmexeiv pe`vdxp)

Mieiba xe`mnei Mipvmvuvd dexp bi bfuav efu`bvmdi |xdkxbn dx EPAaebxiexp bv voe amvexb`} aezea) Voe xpv eivx} |dmiv mi@bxxexbp ei Pbauf xerumxep pvufeivp vd he bv voe vodx pmvo b`bfenm` kxbfe aezea bif bv voe amvexb`} EPAaezea vd eivex! pd pvufeivp `dn|aevmik voe EPA |xdkxbnhe`dne e`eaaeiv `bifmfbvep dx voe |xdkxbn) Voepepvufeivp oebx bhduv voe |xdkxbn mi voemx EPA `abppbif bxe mizmvef bv `dn|aevmdi vd vbce voe VBHE vepvxerumxef vd eivex voe |xdkxbn) Pvufeivp mivexepvef mi

voe |xdkxbn {od neev voe eivxbi`e xerumxeneivp bxeei`duxbkef vd xekmpvex bif `divmiue voemx EPA `abppep{mvomi voe oebavo`bxe `divev)

Mipvmvuvd”p @eivex dx [dxcmik Jbnmamep /@[J- mpxep|dipmhae dx baa pvufeiv bif |bxvm`m|biv mivbce bifdexp pexzm`ep mi voxee nbmi bxebp7 ibi`mba `db`omik!b||am`bvmdip dx mi`dne pu||dxvp bif |uham` heievp!bif en|ad}neiv) B abxke |ex`eivbke d @[J `ameivp{od bxe peecmik en|ad}neiv ab`c voe pcmaap ieefef h}en|ad}exp! pd voe @[J en|ad}neiv `db`o bfzmpep

voen vd eivex b vxbmimik |xdkxbn dexef bv Mipvmvuvddx h} dvoex |xdzmfexp) Vodpe b||am`bivp mivexepvef mioebavo`bxe bxe xeexxef vd @bxxexbp ei Pbauf )

Eeiba xe`mnei 

Bfuav aebxiexp! ep|e`mbaa} mnnmkxbivp! bxe obxf vdxeb`o voxduko vxbfmvmdiba obiieap d dnnuim`bvmdi)Voe} fd idv obze voe nebip vd xebf ie{p|b|exp

bif nbkbwmiep! bif j}exp fmpvxmhuvef mi voemx amzmikdx {dxcmik bxebp bxe idv zex} ee`vmze dx xe`xumvmik)

@bxxexbp ei Pbauf upep voxee nbmi duvaevp vd xeb`o vomp`dnnuimv}7 xeamkmdup mipvmvuvmdip! ad`ba evoim` epvmzbap!bif evoim` veaezmpmdi)

Mi xeb`omik duv voxduko xeamkmdup mipvmvuvmdip! @bxxexbp

ei Pbauf `divb`vp voe |xmepv dx nmimpvex d voe ad`ba`oux`oep bif bpcp voen dx ze nmiuvep vd |xepeivbv voe eif d voe pexzm`ep) Voe xeamkmdup aebfex {maamivxdfu`e voe b`bfenm` `duipeadx! kmzmik `xefmhmamv}vd voe |xdkxbn) Voe biidui`eneivp bxe keiexba! huv

en|obpmwe |xdkxbn heievp bif od{ mv fmexp xdndvoex efu`bvmdi dx vxbmimik |xdkxbnp) Voe neppbkeeifp h} mizmvmik |bxmpomdiexp vd b ndxe fevbmaefmidxnbvmdi peppmdi bv b p|e`mm` fb}! vmne! bifad`bvmdi! bif vd neev {mvo voe bfzmpdxp {od bxebapd bv voe `oux`o vobv fb} dx die.di.die midxnbvmdibhduv voe |xdkxbn) Vomp pvxbvek} mp ep|e`mbaa}mn|dxvbiv he`bupe mv eibhaep @bxxexbp vd xeb`onbi} |ed|ae bv di`e mi b pmvubvmdi vobv kmzep voe|xdkxbn `xefmhmamv}) Mi gupv die Puifb}! dx ebn|ae!

voe |xdkxbn `bi xeb`o dzex 0!<<< |ed|ae /pmpexzm`ep d 5<< |bxmpomdiexp eb`o-)

Ad`ba evoim` epvmzbap dex voe d||dxvuimv} vd midxnb abxke iunhex d |ed|ae bhduv voe |xdkxbn bv dievmne) Idi|xdvp `bi upubaa} pev u| bi midxnbvmdivbhae xee d `obxke) Hxmikmik nbxcevmik nbvexmbapbif pu``epp pvdxmep d kxbfubvep {od `divmiue vdfd {eaa! {ebxmik voemx |xdeppmdiba iuxpe”p uimdxn!{maa bvvxb`v |ed|ae vd voe vbhae) Voe pvxbvek} bv

voepe ezeivp mp vd mizmve voe mivexepvef |ed|ae vdbi midxnbvmdi peppmdi bv b p|e`mm` fb}! vmne!bif ad`bvmdi)

Bidvoex `obiiea vd `dnnuim`bve voe |xdkxbn bif vd|xdndve voe midxnbvmdi peppmdip mp evoim` veaezmpmdibiidui`eneivp) Voe} {maa he ezei ndxe ee`vmze m bpvdx} mp bmxef bhduv voe |xdkxbn bif mvp pu``eppep)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 40/560? Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

M P

Midxnbvmdi peppmdip bxe oeaf mi voe `dnnuimv}!bv voe Mipvmvuvd pmve) Voe} `dzex nuavm|ae vd|m`p!mi`aufmik hb`ckxduif! voe `bxeex |bvo{b}! eivxbi`e

xerumxeneivp! bif |ab`eneiv d||dxvuimvmep)Mi voe hb`ckxduif |xepeivbvmdi! |xdp|e`vmze pvufeivpaebxi od{ voe |xdkxbn {bp `xebvef bif mvp |ux|dpe!{mvo p|e`mba en|obpmp di voe pupvbmibhmamv} bif`divmiumv} d voe |xdkxbn! xebppuxmik |xdp|e`vmzepvufeivp vobv voe |xdkxbn mp pe`uxe) Voe} oebx pvbvmpvm`pfendipvxbvmik voe ieef dx hmamikuba /Eikampo$P|bimpo-iuxpep mi voe nevxd|damvbi bxeb bif bhduv d||dxvuimvmepvd kev kddf gdhp mi oebavo`bxe)

\xdp|e`vmze pvufeivp {bv`o b \d{ex\dmiv |xepeivbvmdidi voe @bxxexbp ei Pbauf `bxeex |bvo{b}) Mv mi`aufepb jd{`obxv pod{mik voe fmexeiv hxmfkep bif ndfuaepd voe `bxeex |bvo{b} vobv `aebxa} fendipvxbvep od{voe hxmfkep `diie`v {mvo eb`o dvoex! voe xerumxeneivpvd eivex bif emv eb`o hxmfke! voe ve`oim`ba pcmaap bif`dn|evei`mep xerumxef vd he`dne en|ad}ef bv eb`o|dmiv d voe `bxeex abffex bif mvp `dn|eipbvmdi h}ui`vmdi! bif voe vmne xerumxef vd he`dne b A\Ibif XI! fe|eifmik di voe aezea d voe pvufeiv {oei

eivexmik voe |xdkxbn)

\xdp|e`vmze pvufeivp aebxi od{ vd rubam} bif b||a}vd voe |xdkxbn! {obv fd`uneivp voe} ieef vd puhnmvvd voe b`bfenm` bfzmpdx! bif {obv fd`uneivp bxeieefef dx ibi`mba bmf) Pvufeivp bxe mizmvef vdp`oefuae bi b||dmivneiv vd vbce voe |ab`eneiv vepvbif vd pee b `duipeadx bv voe @[J)

Bi mn|dxvbiv |bxv d dxmeivbvmdi mp voe fmp`uppmdi di gdh|ab`eneiv! bp |dveivmba pvufeivp bxe ndpv ndvmzbvefh} voemx ieef vd kbmi hevvex en|ad}neiv) Bi} ee`vmze|xdkxbn nupv eif {mvo b gdh dx eb`o kxbfubve! bif@bxxexbp ei Pbauf obp b 2<<% |ab`eneiv xbve! mi|bxv fue vd voe podxvbke d iuxpep ibvmdi{mfe! huv bapdhe`bupe @bxxexbp ei Pbauf mp die d voe e{ |xdkxbnpmi voe xekmdi kxbfubvmik hmamikuba$hm`uavuxba iuxpep)Voe nbgdxmv} d voe @bxxexbp ei Pbauf pvufeivp xe`emze

dexp xdn odp|mvbap bif iuxpmik odnep b penepvexhedxe voe} ezei `dn|aeve voe `abpp adbf) Fuxmik voedxmeivbvmdi peppmdi! voe pvufeivp aebxi d voe mifupvx}vxeifp mi omxmik |xdkxbn kxbfubvep)

P @ I P@ib` O

Mi vxbfmvmdiba bfuav efu`bvmdi bif hbpm` pcmaa `duxpep!pvufeivp neev dux fb}p b {eec dx v{d oduxp b fb}!bif mi pdne `duxpep v{d fb}p b {eec dx v{d oduxp bfb}) Bfnmimpvxbvdxp d bfuav efu`bvmdi |xdkxbnp {mvovodpe p`oefuaep heameze vobv bfuav pvufeivp fd idv obzevmne dx ndxe vobi emkov oduxp d `abppxddn aebximik|ex {eec! bif xea} oebzma} di odne{dxc bppmkineivpvd `dzex baa voe nbvexmbap xerumxef h} voe `uxxm`uaun)

Od{ezex! bfuav aebxiexp {mvo voe `obxb`vexmpvm`pfep`xmhef mi vomp nbiuba fd idv obze vmne dx eveipmzeodne{dxc bppmkineivp! pd voe} ieef ndxe vmne mi`abpp bif amvvae dx id odne{dxc)

B pvuf} h} @bxxexbp bfnmimpvxbvdxp fevexnmief vobvvd veb`o voe voxee hbpm` pcmaap ‖ nbvo! abikubke!bif `dn|uvexp ‖ voe pvufeivp ieef vd he mi `abpp bnmimnun d 85: oduxp |ex vexn) Voexedxe! mi voe|xe.`daaeke hxmfke |xdkxbnp! pvufeivp neev dux fb}p

b {eec dx dux oduxp b fb} dx b vdvba d 2: {eecpdx b vdvba 85: oduxp |ex vexn) @bxxexbp ei Pbauf  pvufeivp bfzbi`e b nmimnun d v{d kxbfe aezeapmi nbvo bif abikubke |ex vexn! bif he`dne`dn|uvex amvexbve mi die vexn! zexpup voe die aezea dbfzbi`eneiv mi b vxbfmvmdiba bfuav efu`bvmdi |xdkxbn)@bxxexbp obp duif vomp oebz} xeambi`e di `abpp vmne/zexpup odne{dxc- vd he rumve pu``eppua)

@ab Jerei`} bif p`oefae

@abppep poduaf he p`oefuaef bv b vmne d fb} {oeiidivxbfmvmdiba! upubaa} {dxcmik! pvufeivp bxe bzbmabhae)Voe} poduaf he bv b ad`bvmdi ndpv b||xd|xmbve dxvoe pvufeivp) Xep|difmik vd voe bzbmabhmamv} d pvufeivpbif he`bupe ndpv d voen bxe {dxcmik! @bxxexbp ei

Pbauf `abppep neev xdn 570< vd =70< |n {eecfb}pbif di {eeceifp! {om`o {dxcp ep|e`mbaa} {eaadx pvufeivp {od bxe di zbxmbhae {dxc p`oefuaep)

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 0=

@bxxexbp ei Pbauf fdep idv daad{ b vxbfmvmdibapenepvex dxnbv bif pvbxvp ie{ `abppep {oeiezex b

kxdu| d pvufeivp bxe xebf} vd hekmi) Bp pvufeivpbfzbi`e mi voe @bxxexbp |bvo{b} bif xeb`o voe

`daaeke aezeap! voe} bvveif `abppep mi b ndxe

vxbfmvmdiba dxnbv bif voe p`oefuae fe|eifp di voe`daaeke abpp p`oefuae)

d..@ab B`mzmme

@divevubamwef `bxeex hxmfke `uxxm`uab poduafxe`dkimwe voe amnmvbvmdip di bfuav aebxiex vmne dx

b`vmzmvmep duv d voe `abppxddn) Bfuav aebxiexp {mvo{dxc bif bnma} xep|dipmhmamvmep obze amvvae vmne aev dxodne{dxc bif dvoex b`vmzmvmep) Voe `divevubamwef

`uxxm`uaun nupv ndvmzbve pvufeivp vd addc dx bffmvmdiba

nbvexmbap mi {obv amvvae vmne voe} obze bif vd zdauivbxma}|bxvm`m|bve mi duv.d.`abpp b`vmzmvmep) Bp `abppep |xdkxeppxdn b keiexba `divev vd b nb`xd bif nm`xd `divev!pvufeivp {maa eea ndxe bif ndxe vobv voe} bxe aebximik

nbvexmba vobv {maa oea| mi voemx {dxc bif xeba ame!bif {maa he`dne ndxe ndvmzbvef vd zdauivbxma} addc 

dx duv.d.`abpp bppmkineiv bif b`vmzmvmep) Pmnmabxa}!voe |xdkxeppmdi xdn vxbfmvmdiba bppeppneiv vddap vd|xdge`v.hbpef bppeppneivp {maa bapd ndvmzbve pvufeivp

vd |xe|bxe dx voemx ebnp h} fdmik duv d `abppxddn{dxc) Uifex voe b||xd|xmbve `difmvmdip bif {mvo voe

b||xd|xmbve divevubamwef uxxm`uaun! idivxbfmvmdibapvufeivp {maa |bxvm`m|bve mi duv.d.`abpp b`vmzmvmep ezei{mvo voemx zex} amnmvef vmne)

@amim`ba$Mieiom|

Hxmfke |xdkxbn uxxm`uab poduaf mi`aufe xeba {dxc|ab`e

e|exmei`e) @amim`bap! mivexipom|p! bif gdh pobfd{mik|xdzmfe pvufeivp voe d||dxvuimv} vd kbmi e|exmei`emi b xeba {dxc pevvmik {mvo mifupvx} erum|neiv bif voe

pvbifbxfp nbifbvef h} voe mifupvx} bif mvp `ameivp)Mv mp mn|dxvbiv vobv voe en|ad}ex |bxvm`m|bvep mi voe

ezbaubvmdi d voe mivexipom| dx `amim`ba h} peifmik bxe|dxv di pvufeiv |exdxnbi`e fuxmik voe {dxc|ab`eaebximik |exmdf vd voe hxmfke |xdkxbn fmxe`vdx)

Voepe b`vmzmvmep {maa bapd pvxeikvoei voe xeabvmdipom|hev{eei en|ad}exp bif voe |xdkxbn! bif en|ad}exp

{maa he bhae vd dhpexze ndxe `adpea} voe pcmaap bif`dn|evei`mep d voe pvufeivp bif bfzmpe voe |xdkxbnd bi} ieefef `uxxm`uaun bfgupvneivp) En|ad}exp vobvpexze bp `amim`ba dx mivexipom| pmvep veif vd he ndxeb`vmze di voe |xdkxbn bfzmpdx} `dui`ma! bffmik zbaue

vd voe |xdkxbn)

P X

\bn dmeibmi

B vodxduko dxmeivbvmdi |exmdf mp mn|dxvbiv vd pvufeivxeveivmdi mi bi} hxmfke |xdkxbn) Mi @bxxexbp! voe xpvv{d {eecp d `abppep bxe upef vd dxmeiv pvufeivp vdvoe |xdkxbn bif mvp xepdux`ep) Pvufeivp neev voemxb`uav}! bfzmpdxp! bif `bpe nbibkexp! bif obze

b||dmivneivp {mvo voe `db`oep mi voe @[J) Mipvxu`vdxpobze voe d||dxvuimv} vd xebppepp voe pvufeivp” bhmamvmepdx b``uxb`} mi voemx |ab`eneiv! vd xezme{ voe `bxeex|bvo{b} bif eb`o d voe hxmfkep! bif vd baad{pvufeivp vd |abi voemx bfzbi`eneiv bif b`omezeneivp{mvo xep|e`v vd voe b`bfenm` bif `bxeex abffexmi voe `bxeex |bvo{b}) Mipvxu`vdxp bapd vbac bhduv

voe `divevubamwef ndfea bif od{ voe} {maa `difu`v`abpp! daad{mik voe `divevubamwef `dn|dieivp dvoe ndfea)

Fuxmik voe dxmeivbvmdi |exmdf! @bxxexbp pvufeivpbxe mivxdfu`ef vd voe b`bfenm` pu||dxv xepdux`epbzbmabhae bv Mipvmvuvd) Voe} neev voe vuvdxp bif aebxivoe |abi dx vuvdxmik) Voe} aebxi bhduv voe `dn|uvexxepdux`ep bif od{ voe} `bi mn|xdze voemx `dn|uvexpcmaap mife|eifeiva}) Voe} bxe bapd ei`duxbkef vd

upe |eex.vd.|eex vuvdxmik dx b`bfenm` oea|! h}vebnmik u| {mvo `abppnbvep vd oea| eb`o dvoex {mvob`bfenm` mppuep)

Idi.b`bfenm` pu||dxv pexzm`ep bxe `xu`mba dx voexeveivmdi d voe idivxbfmvmdiba bfuav pvufeiv) Hbpefdi voe `obxb`vexmpvm`p d Mipvmvuvd”p pvufeiv |d|uabvmdi!bnma}! {dxc! bif |expdiba mppuep bxe `dnndi bif`bi fmxe`va} be`v voe aebximik |xd`epp d bfuavpvufeivp) @bxxexbp ei Pbauf {bp fezead|ef vd

mi`aufe voe xepdux`ep ieefef vd vb`cae voepe |xdhaenp)

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Bppd`mbvmdi Odupe! b @bxxexbp |bxviex! |xdzmfep `bpenbibkeneiv vd pvufeivp bp ieefef)

D P

Mipvmvuvd |xdzmfep dvoex idi.b`bfenm` pu||dxv pexzm`ep

vd voe pvufeivp7

Eneei`} Jif

Mipvmvuvd bif voe @[J pe`uxef uifp xdn b |xmzbveduifbvmdi vd |xdzmfe oea| vd pvufeivp mi fep|exbveibi`mba pmvubvmdip! ieefmik vd |b} |bpv fue xeiv dxuvmamvmep! dx mi b ddf enexkei`}) Pvufeivp `bi xe`emzeu| vd &0<< dx bi} enexkei`} vobv nb} mivexexe{mvo voemx aebximik)

vbi|bmi

Voe @[J bfnmimpvexp b |uham` kxbiv vobv |xdzmfep hup|bppep bif kbp mi`eivmzep vd rubamef pvufeivp vd kevvd bif xdn `abpp)

 Gh xebfmie @abe

Voe @[J |xdzmfep |xe.en|ad}neiv vxbmimik vdpvufeivp {od bxe addcmik dx {dxc! oea|mik voen vd|xe|bxe voemx xepunep! |xb`vm`e gdh mivexzme{p! bifvd fxepp |xdeppmdibaa})

Omi

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7/30/2019 How To Build Bridge Programs That Fit Into Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso L…

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Page 45: How To Build Bridge Programs That Fit Into  Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso Latino)

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`oddpe hev{eei voe iuxpmik vxb`c bif voe oebavo

midxnbvm`p vxb`c! dhvbmimik b @exvmmef Nefm`ba

Bppmpvbiv /@NB- exvm`bvmdi)

X

Xe|am`bvmik voe eivmxe ndfea mp bidvoex v}|e d

e|bipmdi) Vomp `bi he b xe|am`bvmdi mi voe pbne

mifupvx} mi b fmexeiv kedkxb|o} dx {mvo b fmexeiv|d|uabvmdi /BHE xbvoex vobi EPA! dx ebn|ae-! dx

mv `bi bffxepp bif eivmxea} fmexeiv mifupvx}) Vomp

xerumxep fu|am`bvmik baa voe `dn|dieivp d voe ndfea!

mi`aufmik v}|e d |bxviexp! bkxeeneivp bndik

|bxviexp! |xd`efuxep bif |dam`mep! hufkev dxnbvp!

|xdkxbn eaeneivp! bif mipvxuneivp bif `uxxm`uab!bif mn|aeneivmik mv mi b fmexeiv xekmdi dx ad`bvmdi)

Jdx b xe|am`bvmdi vd he pu``eppua! mv mp mn|dxvbiv vd

obze voe ve`oim`ba bppmpvbi`e d voe pvb xdn voe

dxmkmiba ndfea vd eipuxe vobv voe xe|am`bvmdi vxua}xeae`vp voe dxmkmiba |bvo{b} {mvo mvp pu``eppua

`obxb`vexmpvm`p bif hepv |xb`vm`ep) Vomp nbiuba mp

bi mn|dxvbiv vdda dx vomp |xd`epp)

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@di`aupmdi

Efu`bvmdi! vxbmimik! bif kddf |b}mik gdhp kmzemnnmkxbivp bif dvoexp {mvo hbxxmexp vd en|ad}neiv

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pmkim`biv adik.vexn ibi`mba mn|b`vp dx |bxvm`m|bivp)Bp {bkep mi`xebpe! d||dxvuimvmep vd pbze! mizepv!bif humaf bi bppev hbpe bxmpe! baa d {om`o pupvbmib |bxvm`m|biv”p emv xdn |dzexv}) Mi voe xe`eiv pvuf}!‑Humafmik Vdndxxd{”p [dxcdx`e7 \xdndvmik voeBfzbi`eneiv bif Efu`bvmdi d Omp|bim` Mnnmkxbiv[dxcexp mi Bnexm`b!„ |uhampoef h} voe AunmibJduifbvmdi! Mipvmvuvd {bp idvef dx mvp bhmamv} vd fezead|`dn|ae |bvo{b}p xdn efu`bvmdi vd gdh vxbmimik vobv

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Vomp nbiuba |xdzmfep midxnbvmdi di od{ voe @bxxexbp

ei Pbauf `bxeex |bvo{b} ndfea |dpmvmdief mvpea bp

die d voe vd| `bxeex |bvo{b} mimvmbvmzep mi voe ibvmdi!bvvxb`vmik voe bvveivmdi d kdzexineiv bkei`mep pu`o bpvoe U)P) Fe|bxvneiv d Efu`bvmdi D`e d Zd`bvmdibabif Bfuav Efu`bvmdi /DZBE-! voe U)P) Fe|bxvneiv dEfu`bvmdi En|ad}neiv bif Vxbmimik Bfnmimpvxbvmdi/EVB-! bif xepebx`o mipvmvuvmdip pu`o bp voe Bp|ei

Mipvmvuve) Voe @bxxexbp ei Pbauf ndfea obp xe`emzef

pezexba ibvmdiba b{bxfp mi {dxcdx`e fezead|neiv!

mi`aufmik b{bxfp xdn voe Ibvmdiba @dui`ma dxEfu`bvmdi bif Vxbmimik! voe Ibvmdiba @dui`ma d

Ab Xbwb! bif voe Heaa{evoex Ibvmdiba B{bxf d voe

@dnnuimv} @daaeke Ibvmdiba Bppenha} xdn voe

Uimzexpmv} d Jadxmfb)

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Page 49: How To Build Bridge Programs That Fit Into  Career Pathway: Step-by-Step Guide- Estrada (Instituto Del Progreso Latino)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 49/56B Pve|.h}.Pve| Kumfe Hbpef di voe

@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 6;

 B||eifmx B7 Pbn|ae Nendbifun d Uifepvbifmik

@ P N \ BH M \ A! B O @!

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\ \

Voe |ux|dpe d vomp |bxviexpom| mp vd |dda xepdux`ep bif mn|aeneiv b `uvvmik efke {dxcdx`e fezead|neiv |xdge`v!‑@bxxexbp ei Pbauf!„ {om`o bmnp vd |xdndve ad{.mi`dne Abvmidp mivd `bxeex.dxmeivef! fe`eiv.pbabxmef oebavod``u|bvmdip) \xmnbxma}! voepe d``u|bvmdip bxe Am`eipef \xb`vm`ba Iuxpe /A\I- bif @exvmef Iuxpmik Bppmpvbiv /@IB-)

K \ @

Baa voxee |bxviexp mi vomp |xdge`v obze eruba xep|dipmhmamv} dx eipuxmik vobv voe |xdge`v mp mn|aeneivef mi voe hepv{b} |dppmhae bif mp omkoa} pu``eppua) Eb`o |bxviex `dnnmvp vd7

2) Cee| voe nmppmdi d voe |xdge`v mivb`v)

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?) Bvveif baa |xdge`v nbibkeneiv neevmikp! bif pu||dxv bif u|odaf fe`mpmdip nbfe)

=) Pobxe baa xeaezbiv midxnbvmdi {mvo |bxviexp bp nu`o bif bp dvei bp |dppmhae)

2<) Pobxe erubaa} bif keiexdupa} mi voe `xefmvp bif b``dabfep bp {eaa bp voe hun|p mi voe xdbf)

Pj X

Mipvmvuvd fea \xdkxepd Abvmid /Mipvmvuvd-7

2) Mipvmvuvd {maa pe`uxe mimvmba uifmik dx voe |xdge`v xdn voe Fe|bxvneiv d @dnnex`e bif E`didnm` D||dxvuimv}zmb voe @om`bkd [dxcdx`e Hdbxf) Mv bapd bkxeep vd pexze bp voe p`ba bkeiv bif ambmpdi dx vomp |bxv dvoe uifmik)

8) Mipvmvuvd {maa pu|exzmpe di b fb}.vd.fb} hbpmp |expdiiea uifef voxduko mv! bp {eaa bp dvoex amie mvenp mi`aufefmi mvp hufkevp) \dpmvmdip pu|exzmpef bxe mipvxu`vdxp! |xdkxbn `ddxfmibvdx! bif en|ad}ex xeabvmdip bifxepdux`e fezead|neiv `ddxfmibvdx)

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http://slidepdf.com/reader/full/how-to-build-bridge-programs-that-fit-into-career-pathway-step-by-step-guide- 50/566? Od{ vd Humaf Hxmfke \xdkxbnp vobv Jmv mivd b @bxeex \bvo{b}

0) Mipvmvuvd {maa |xdzmfe `uxxm`uaun aebfexpom| mi voe fepmki bif mn|aeneivbvmdi d voe \xe.A\I `dn|dieivp dvoe |xdge`v)

6) Mipvmvuvd {maa pexze bp voe aebf bkei`} mi voe pev u| d b p`mei`e abh bv voe \xe.A\I mipvxu`vmdi pmve)

5) Mipvmvuvd {maa aebf mi voe xe`xumvneiv ui`vmdi d voe \xe.A\I eaeneivp d voe |xdge`v! bif {maa b`vmzea} bppmpv

dvoex |bxviexp mi voe mn|aeneivbvmdi d voemxp):) Mipvmvuvd {maa he voe aebf |bxviex mi pe`uxmik gdh |ab`eneiv dx |xdkxbn |bxvm`m|bivp bif kxbfubvep)

 Bppd`mbvmdi Odupe d @om`bkd /BO@-7

2) BO@ {maa pe`uxe xepdux`ep vd |xdzmfe bpe nbibkeneiv pexzm`ep vd |xdkxbn |bxvm`m|bivp)

8) BO@ {maa pexze bp voe aebf bkei`} mi |xdzmfmik pu||dxv pexzm`ep vd baa |xdge`v |bxvm`m|bivp! ibnea}! `bpenbibkeneiv pexzm`ep)

0) BO@ {maa pexze bp voe pmve dx \xe.A\I mipvxu`vmdi)

6) BO@ {maa |ab} b aebfexpom| xdae mi xe`xumvneiv vbxkevef vd [epv Vd{i bif Ounhdafv \bxc xepmfeivp! dx baa

|bxvp d voe |xdkxbn)

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8) O\ZE@ {maa pexze bp voe aebf `divb`v mi {dxcmik {mvo uifmik |bxviex Oebavo Xepdux`ep bif Pexzm`ep

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6) O\ZE@ {maa p|ebxoebf xe`xumvneiv d hmamikuba! hm`uavuxba |bxvm`m|bivp eamkmhae vd eivex voe A\I |xdkxbn)5) Voe O\ZE@ A\I mipvxu`vmdiba |xdkxbn {maa feamzex baa A\I mipvxu`vmdi bif |xdeppmdiba |xb`vm`e vd eamkmhae

|bxvm`m|bivp eixdaaef voxduko voe edxvp d baa |bxviexp)

:) Voe O\ZE@ A\I mipvxu`vmdiba |xdkxbn {maa bapd |ab} b aebfexpom| xdae mi pob|mik voe \xe.A\I `uxxm`uaun mi baamvp dn|dieivp)

;) Voe O\ZE@ A\I mipvxu`vmdiba |xdkxbn pvb {maa aebf fe`mpmdi.nbcmik bif mn|aeneivbvmdi di pu||aeneivbx}`duxpe{dxc! m)e)! \oaehdvdn} vd he dexef vd |bxvm`m|bivp)

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=) Voe O\ZE@ A\I mipvxu`vmdiba |xdkxbn {maa |ab} b nbgdx xdae mi mfeivm}mik en|ad}neiv d||dxvuimvmep dx|xdkxbn |bxvm`m|bivp)

Spmkief h} baa voxee |bxviexp^

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 6=

 B||eifmx H7 Oebavo P`mei`e @beep

 Voexb|euvm` Pexzm`ep\bvo{b}p Fmbkidpvm` Pexzm`ep Oebavo Midxnbvm`p Pu||dxv Pexzm`epHmdve`oidadk} Xepebx`o

bif Fezead|neiv

B`u|ui`vuxmpv Biepvoepmdadkmpv Bppmpvbiv Bxv$Nupm`$Fbi`e Voexb|mpv/p-Bvoaevm` VxbmiexBufmdadkmpv @exvmef Iuxpmik Bppmpvbiv @omxd|xb`vdxFeivba Bppmpvbiv$O}kmeimpv 

Feivba Abh Ve`oim`mbiFeivmpv Fmevm`mbiFdpmnevxmpv ENVEex`mpe \o}pmdadkmpv Odne Oebavo BmfeCmiepmdvoexb|mpv Am`eipef \xb`vm`ba IuxpeNbppbke Voexb|mpv Nefm`ba Bppmpvbiv Ndxvm`mbi

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@dn|uvexp7 Fdep idv d{i b `dn|uvex3 fdep idv cid{ voe `dn|dieivp d b `dn|uvex)

H A

Ampveimik 7 Mfeivm} `bxfmiba iunhexp 2<< bif bhdze3 mfeivm} dxfmiba iunhexp 2pv voxduko 02pv /upe d voe`baeifbx-3 fendipvxbve uifexpvbifmik d pmn|ae `dnnbifp bif {bximikp /pvd|! he `bxeua-3 daad{ pmn|ae dxbamipvxu`vmdip /d|ei voe hddc! `adpe voe fddx-3 bif xep|dif vd pmn|ae xeruepvp dx xe|evmvmdi bif `abxm`bvmdi)

P|ebcmik 7 P|eaa |expdiba midxnbvmdi dxbaa}3 upe `bxfmiba bif dxfmiba iunhexp mi b||xd|xmbve `divev3 |bxvm`m|bvemi bnmambx pd`mba mivexb`vmdip /kxeevmikp! mivxdfu`vmdip! kddfh}ep-3 bpc dx xe|evmvmdi bif `abxm`bvmdip3 bif

fep`xmhe xduvmie b`vmzmvmep)Xebfmik 7 Xebf b zbxmev} d |expdiba midxnbvmdi mi {dxfp bif |oxbpep3 xebf b zbxmev} d pmkip3 xebf pmn|ae{xmvvei mipvxu`vmdip {mvo bnmambx zd`bhuabx}3 xebf pmn|ae peivei`ep di bnmambx vd|m`p3 bif xebf b podxv! pmn|amef|bxbkxb|o di b pmikae vd|m` {mvo bnmambx zd`bhuabx})

[xmvmik 7 @dn|aeve podxv dxnp3 {xmve pmn|ae bnmambx {dxfp! |oxbpep! bif peivei`ep3 upe hbpm` `b|mvbamwbvmdibif pmn|ae |ui`vubvmdi /ruepvmdi nbxcp! |exmdfp-3 bif `dn|aeve pmn|ae {xmvmik vbpcp xeabvef vd ezex}fb} ieefp/bffxepp bi eizead|e! {xmve b `oe`c! nbce b kxd`ex} ampv-)

@dn|uvexp7 Nb} d{i b `dn|uvex3 bhae vd v}|e podxv peivei`ep {mvo pmn|ae {dxfp)

M A A

Ampveimik 7 Xep|dif vd pvbveneivp! ruepvmdip! bif `dnnbifp mi xduvmie b`e.vd.b`e `dizexpbvmdip xeabvef vdmnnefmbve ieefp3 xep|dif vd podxv |odie `dizexpbvmdip xeabvef vd mnnefmbve ieefp3 daad{ pmn|ae dxba fmxe`vmdipbif mipvxu`vmdip3 mfeivm} nbmi mfeb bif pdne fevbmap mi b podxv `dizexpbvmdi dx ampveimik b`vmzmv}3 bif fmpvmikumpohev{eei dxnba bif midxnba abikubke mi ezex}fb} `dizexpbvmdip)

P|ebcmik 7 \bxvm`m|bve mi xduvmie b`e.vd.b`e `dizexpbvmdip xeabvef vd mnnefmbve ieefp3 |bxvm`m|bve mi xduvmie pd`mba`dizexpbvmdip3 |bxvm`m|bve mi podxv |odie `dizexpbvmdip3 kmze pmn|ae fmxe`vmdip vd b ad`bvmdi3 fep`xmhe |expdibaezeivp3 bif bpc dx xe|evmvmdi dx `abxm`bvmdi)

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@bxxexbp ei Pbauf \xdkxbn mi @om`bkd 52

Xebfmik 7 Xebf podxv |bppbkep di bnmambx vd|m`p3 mfeivm} voe nbmi mfeb mi podxv |bppbkep di bnmambx vd|m`p3 xebfbuvoeivm` nbvexmbap xeabvef vd mnnefmbve ieefp3 upe ba|obhevm`ba dx iunexm`ba dxfex vd ad`bve midxnbvmdi3 bifxebf dnndi bhhxezmbvmdip)

[xmvmik 7 [xmve podxv |bxbkxb|op di bnmambx vd|m`p3 b||a} `b|mvbamwbvmdi bif |ui`vubvmdi xuaep3 `dn|aeve buvoeivm`dxnp3 {xmve pmn|ae fmxe`vmdip vd b bnmambx ad`bvmdi3 bif {xmve podxv idvep)

@dn|uvexp7 Jbnmambx {mvo Nm`xdpdv [dxf! bhae vd upe pdne ui`vmdip d Nm`xdpdv E`ea3 bif xebf bif xep|difvd e.nbmap)

M O A

Ampveimik 7 Jdaad{ nuavm.pve| dxba fmxe`vmdip bif mipvxu`vmdip3 xep|dif vd xeruepvp dx eabhdxbvmdi3 bif xep|difb||xd|xmbvea} vd pnbaa vbacp mi ezex}fb} pmvubvmdip)

P|ebcmik 7 \bxvm`m|bve mi b`e.vd.b`e bif |odie `dizexpbvmdip mi bnmambx `divevp3 |bxvm`m|bve mi pd`mba`dizexpbvmdip3 kmze fmxe`vmdip vd b ad`bvmdi {mvo fevbmap3 fep`xmhe b |xd`epp3 upe ebn|aep bif fevbmap vd `abxm}nebimik3 bif e|xepp d|mimdip! kmzmik xebpdip bif ebn|aep)

Xebfmik 7 Xebf |bppbkep dx bxvm`aep di bnmambx bif ie{ vd|m`p3 |xefm`v nebimik d uibnmambx zd`bhuabx} h}upmik `divevuba `auep mi xebfmik nbvexmbap di bnmambx bif ie{ vd|m`p3 mfeivm} nbmi mfeb bif pu||dxvmik fevbmapmi |bppbkep dx bxvm`aep di bnmambx bif ie{ vd|m`p3 mfeivm} `oxdidadkm`ba dxfex bif peruei`e nbxcexp3 bif xebf{dxc.xeabvef nendp bif e.nbmap)

[xmvmik 7 @dnhmie peivei`ep upmik `diie`vdxp bif `digui`vmdip3 {xmve |bxbkxb|op {mvo b nbmi mfeb bifpu||dxvmik fevbmap bif `di`aupmdi3 {xmve pmn|ae pve|.h}.pve| mipvxu`vmdip3 {xmve b pmn|ae aevvex3 bif |xe|bxe pmn|aexepune upmik b ndfea)

@dn|uvexp7 Bhae vd `difu`v diamie gdh pebx`oep3 |xe|bxe b xepune3 `dnnuim`bve zmb e.nbma3 bif ibzmkbve voeMivexiev dx pmn|ae xepebx`o)

 B A

Ampveimik 7 Jdaad{ `dn|ae nuavm.pve| dxba mipvxu`vmdip /fd`vdx”p fmxe`vmdip! pu|exzmpdx”p mipvxu`vmdip-3 mfeivm} voe nbmi mfebbif ce} fevbmap mi b zbxmev} d pdux`ep /`dizexpbvmdip! xbfmd! VZ hxdbf`bpv! |xepeivbvmdi-3 fendipvxbve uifexpvbifmikd omko.xeruei`} mfmdnp3 bif fendipvxbve uifexpvbifmik d omko xeruei`} xefu`vmdip /‑kdiib!„ ‑kdvvb„-)

P|ebcmik 7 Upe |bxb|oxbpmik bif eabhdxbvmdi vd `abxm} nebimik3 |bxvm`m|bve mi b {mfe xbike d pd`mba mivexb`vmdiupmik dxnba bif midxnba abikubke bp b||xd|xmbve3 upe `daabhdxbvmze pcmaap mi b kxdu| /bkxee! fmpbkxee!`dn|xdnmpe-3 bif |xepeiv podxv p|ee`oep dx dxba xe|dxvp)

Xebfmik 7 Xebf b zbxmev} d nbvexmbap3 mivex|xev `obxvp! vbhaep! kxb|op! bif dvoex idi.|xdpe midxnbvmdi3 mfeivm} b

{xmvex”p |ux|dpe3 punnbxmwe voe nbmi mfebp bif pu||dxvmik fevbmap mi xebfmik nbvexmbap3 nbce miexei`ep3 fxb{`di`aupmdip bif |xefm`v duv`dnep mi xebfmik nbvexmbap3 bif upe xeexei`e nbvexmbap)

[xmvmik 7 Bff fevbmap vd pmn|ae peivei`ep3 upe vxbipmvmdip3 {xmve nuavm.|bxbkxb|o eppb}p fendipvxbvmik `aebx uped |bxbkxb|op vd mivxdfu`e! pu||dxv! bif `di`aufe3 {xmve nuavm.|bxbkxb|o `dn|bxmpdi$`divxbpv! `bupe$ee`v!fep`xm|vmdi! bif ibxxbvmdi eppb}p3 |xe|bxe xepune3 {xmve {dxc.xeabvef nendp bif e.nbmap3 {xmve dxnba aevvexp3bif dxkbimwe ce} fevbmap mi b zbxmev} d `divevp)

@dn|uvexp7 Jbnmambx {mvo Nm`xdpdv D`e `dn|dieivp3 ui`vmdiba upe d Mivexiev)

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Eifidvep

2  Uien|ad}neiv fbvb xdn Huxebu d Abhdx Pvbvmpvm`p) \dzexv} fbvb xdn U)P) @eipup 8<<? Bnexm`bi @dnnuimv} Puxze})

8  U)P) @eipup 8<<?)

0  Bandpv die.oba d baa gdh d|eimikp xerumxe ndxe vobi b omko p`odda efu`bvmdi) Obxx} Odawex bif Xdhexv Aexnbi! ‑Bnexm`b”pJdxkdvvei Nmffae.Pcmaa Gdhp7 Efu`bvmdi bif Vxbmimik Xerumxeneivp mi voe Iev Fe`bfe bif He}dif!„ Voe [dxcdx`e Baambi`e![bpomikvdi! F)@) 8<<;)

6  Voe [dxcmik \ddx Jbnmamep \xdge`v! ‑Pvmaa [dxcmik Obxf! Pvmaa Jbaamik Podxv7 Ie{ Jmifmikp di voe @obaaeikep @dixdivmikBnexm`b”p [dxcmik Jbnmamep!„ 8<<?) {{{){dxcmik|ddxbnmamep)dxk$|fp$IbvXe|dxv<?)|f /b``eppef Nbx`o 8<2<-)

5  Ibvmdiba Bppeppneiv d Bfuav Amvexb`}! 8<<0) ovv|7$$i`ep)ef)kdz$ibba$cTfendkxb|om`p)bp|#0 /b``eppef Jehxubx} 8<2<-)

:  Mipvmvuvd fea \xdkxepd Abvmid upep vomp feimvmdi! xdn [dnei En|ad}ef! @om`bkd Gdhp @dui`ma! bif UM@ Kxebv @mvmepMipvmvuve! ‑Hxmfkep vd @bxeexp dx Ad{ Pcmaaef Bfuavp!„ 8<<5) |) 8) Voe Maamidmp @dnnuimv} @daaeke Hdbxf obp mvp d{i feimvmdifep`xmhef abvex mi vomp nbiuba)

;

  {{{)bp|ei{pm)dxk$[PM{dxc.OmkoexEf)bp| /b``eppef Jehxubx} 8<2<-)?  Voe @xmvm`ba Pcmaa Podxvbkep Mimvmbvmze mp |bxv d b |abi abui`oef h} voe Maamidmp Fe|bxvneiv d @dnnex`e bif E`didnm`D||dxvuimv} bif voe Maamidmp Kdzexidx”p D`e vd fmpvxmhuve vxbmimik uifp voxdukoduv voe pvbve vd `xebve gdhp bif p|ux e`didnm`kxd{vo mi Maamidmp) Voe kdbap d voe mimvmbvmze bxe vd mfeivm} voe ce} pe`vdxp bif mifupvxmep vobv fxmze voe xekmdiba e`didn}!fevexnmie d``u|bvmdiba podxvbkep {mvomi vodpe pe`vdxp! bif fezead| pdauvmdip)

=  Fbi Ouaa d Voe @eivex dx D``u|bvmdiba Xepebx`o bif Fezead|neiv /@DXF- obp {xmvvei eveipmzea} di ve`o |xe| bif`bxeex |bvo{b}p /{{{)`dxf)dxk-)

2<  Nbuxeei K) @di{b} bif Mfb P) Xbfenb`oex! ‑Nebpuxe dx Nebpuxe7 Bppeppmik vxbfmvmdiba bif pe`vdxba pvxbvekmep dx{dxcdx`e fezead|neiv!„ Voe Bp|ei Mipvmvuve! [bpomikvdi! F)@)! D`vdhex 8<<<)

22  Voe Ounbi Xeabvmdip Jduifbvmdi$Gbie Bffbnp \dam`} Mimvmbvmze bif Voe @eivex dx Uxhbi Xepebx`o bif Aebximik! Ad}dab

Uimzexpmv} @om`bkd! ‑Nmifmik voe Kb|7 Bi Bppeppneiv d Xb`mba Fmp|bxmv} mi @om`bkd!„ 8<<0)28  ovv|7$${{{)if)efu$y`omb`vp$pmnevxd)ovna /b``eppef Jehxubx} 8<2<-)

20  Vomp nbiuba mp bzbmabhae di Mipvmvuvd”p [eh pmve bv {{{)mf|a)dxk)

26  \d{ex\dmiv |xepeivbvmdi mp bzbmabhae bv {{{)mf|a)dxk)

25  [dnei En|ad}ef! @om`bkd Gdhp @dui`ma! bif UM@ Kxebv @mvmep Mipvmvuve! ‑Hxmfkep vd @bxeexp dx Ad{ Pcmaaef Bfuavp!„8<<5) |) 22)

2:  Hbpef di voe e|exmei`e d Mipvmvuvd mi mn|aeneivmik hdvo voe ve`o |xe| bif @bxxexbp hxmfke |xdkxbnp) Voe pd`mba abffexieefp vd he vbcei mivd `dipmfexbvmdi mi fezead|mik voepe |xdkxbnp! he`bupe bp b |expdi”p pd`mba |dpmvmdi `obikep oe dx poe{maa b`e ie{ bif fmexeiv `obaaeikep vobv nb} xerumxe pu||dxv pexzm`ep) Jdx ebn|ae! Mipvmvuvd pvb obze dhpexzef vobv pdne{dnei {od |bxvm`m|bve mi mvp |xdkxbnp b`e xepmpvbi`e xdn voemx ouphbifp bp voe} |xdkxepp mi voemx `bxeexp bif hekmi vd

ebxi ndxe ndie} bif kxebvex pd`mba pvbifmik vobi voemx ouphbifp)2;  [dnei En|ad}ef! @om`bkd Gdhp @dui`ma! bif UM@ Kxebv @mvmep Mipvmvuve! ‑Hxmfkep vd @bxeexp dx Ad{ Pcmaaef Bfuavp!„8<<5) |) 8)

2?  Vomp feimvmdi `bi he duif di voe Pomvmik Kebxp [eh pmve bv {{{)pomvmik.kebxp)dxk /b``eppef Nbx`o 8<2<-)

2=  PEBXC dexp b kddf ebn|ae d b `divevubamwef `uxxm`uaun dx BHE pvufeivp! mi `divxbpv vd @bxxexbp! {om`o mp |xmnbxma}fepmkief dx EPA pvufeivp) Jdx ndxe midxnbvmdi7 {{{)pebxc)efu$b`bfenm`p$iuxp)|o|)

8<  B``dxfmik vd Maamidmp EPA @diveiv Pvbifbxfp! 8<<;)

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85;< Hae Mabif Bze)@om`b! MA :<:<?