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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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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
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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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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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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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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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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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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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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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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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{bp pu``eppua! mv xerumxep bffmvmdiba uifmik)
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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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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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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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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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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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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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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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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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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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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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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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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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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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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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)
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|bxvm`m|bivp eixdaaef voxduko voe edxvp d baa |bxviexp)
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;) 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=
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B||eifmx @7 EPA Pcmaa Aezeap bif @dn|evei`mep8<
A A
Ampveimik 7 Mfeivm} Eikampo ba|obhev aevvex ibnep3 mfeivm} `bxfmiba iunhexp <.2<<3 fendipvxbve uifexpvbifmik dhbpm` kxeevmikp bif |damve e|xeppmdip /kddf ndximik! od{ bxe }du! vobic }du-3 fendipvxbve uifexpvbifmik dxeruepv dx hbpm` |expdiba midxnbvmdi /{obv”p }dux ibne-3 daad{ pmn|ae dxba `abppxddn mipvxu`vmdip /xe|ebv! `d|}!ampvei-3 bif fendipvxbve uifexpvbifmik d hbpm` ame pcmaap zd`bhuabx} /bnma}! fb}p! ndivop! vmne! `uxxei`}-)
P|ebcmik 7 Ibne voe aevvexp d voe Eikampo ba|obhev3 upe `bxfmiba iunhexp <.2<<3 upe hbpm` kxeevmikp bif |damvee|xeppmdip3 pb} ndie} bnduivp dx bpc dx bif kmze voe vmne3 bif bpc bif xep|dif vd pmn|ae ruepvmdip)
Xebfmik 7 Mfeivm} voe aevvexp d voe Eikampo ba|obhev3 mfeivm} `bxfmiba iunhexp mi b zbxmev} d `divevp /|xm`ep!fbvep! bif |expdiba midxnbvmdi-3 xebf pmn|ae `abppxddn mipvxu`vmdip3 xebf podxv peivei`ep d |xezmdupa} aebxiefzd`bhuabx}3 bif xebf bibadk bif fmkmvba `ad`c vmnep)
[xmvmik 7 \xmiv u||ex bif ad{ex `bpe aevvexp3 {xmve `bxfmiba iunhexp <.2<<3 {xmve pmn|ae |expdiba midxnbvmdi
/ibne! bffxepp! hmxvofb}-3 bif `d|} pmn|ae bnmambx {dxfp! |oxbpep! bif peivei`ep)
@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)
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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)
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@dn|uvexp7 Jbnmambx {mvo Nm`xdpdv D`e `dn|dieivp3 ui`vmdiba upe d Mivexiev)
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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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$$i`ep)ef)kdz$ibba$cTfendkxb|om`p)bp|#0 /b``eppef Jehxubx} 8<2<-)
: Mipvmvuvd fea \xdkxepd Abvmid upep vomp feimvmdi! xdn [dnei En|ad}ef! @om`bkd Gdhp @dui`ma! bif UM@ Kxebv @mvmepMipvmvuve! ‑Hxmfkep vd @bxeexp dx Ad{ Pcmaaef Bfuavp!„ 8<<5) |) 8) Voe Maamidmp @dnnuimv} @daaeke Hdbxf obp mvp d{i feimvmdifep`xmhef abvex mi vomp nbiuba)
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{{{)bp|ei{pm)dxk$[PM{dxc.OmkoexEf)bp| /b``eppef Jehxubx} 8<2<-)? Voe @xmvm`ba Pcmaa Podxvbkep Mimvmbvmze mp |bxv d b |abi abui`oef h} voe Maamidmp Fe|bxvneiv d @dnnex`e bif E`didnm`D||dxvuimv} bif voe Maamidmp Kdzexidx”p D`e vd fmpvxmhuve vxbmimik uifp voxdukoduv voe pvbve vd `xebve gdhp bif p|ux e`didnm`kxd{vo mi Maamidmp) Voe kdbap d voe mimvmbvmze bxe vd mfeivm} voe ce} pe`vdxp bif mifupvxmep vobv fxmze voe xekmdiba e`didn}!fevexnmie d``u|bvmdiba podxvbkep {mvomi vodpe pe`vdxp! bif fezead| pdauvmdip)
= Fbi Ouaa d Voe @eivex dx D``u|bvmdiba Xepebx`o bif Fezead|neiv /@DXF- obp {xmvvei eveipmzea} di ve`o |xe| bif`bxeex |bvo{b}p /{{{)`dxf)dxk-)
2< Nbuxeei K) @di{b} bif Mfb P) Xbfenb`oex! ‑Nebpuxe dx Nebpuxe7 Bppeppmik vxbfmvmdiba bif pe`vdxba pvxbvekmep dx{dxcdx`e fezead|neiv!„ Voe Bp|ei Mipvmvuve! [bpomikvdi! F)@)! D`vdhex 8<<<)
22 Voe Ounbi Xeabvmdip Jduifbvmdi$Gbie Bffbnp \dam`} Mimvmbvmze bif Voe @eivex dx Uxhbi Xepebx`o bif Aebximik! Ad}dab
Uimzexpmv} @om`bkd! ‑Nmifmik voe Kb|7 Bi Bppeppneiv d Xb`mba Fmp|bxmv} mi @om`bkd!„ 8<<0)28 ovv|7$${{{)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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