Centralizator Acorduri Facultati 2014 20201 (1)

8/18/2019 Centralizator Acorduri Facultati 2014 20201 (1)

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Nr. crt. Universitatea parteneră

Cyprus University Of TechnologyUniversity of CyprusChristian-Albrechts-Universität Zu KielUniversity Of KonstanzUniversitat De BarcelonaUniversity Of uelvaUniversi!a! "ey #uan Carlos

Universi!a! De Ovie!o

Universi!a! De $antiago De Co%postelaUniversi!a!e De &igoUniversite Catoli'ue De ()ouestUniversit* +ontes'uieu - Bor!eau, & .UT /erigueu,0

Universit* (ille 1-$ciences 2t TechnologiesUniversite /aris-2st Creteil &al-!e-+arne3 U/2C .4rance0Agricultural University Of Athens .Depart%ent Of Biotechnology0Universita Degli $tu!i Di /a!ovaUniversit5 Degli $tu!i Di TorinoUniversiteit UtrechtUniversity of $tavangerUniversi!a De AveiroKAZ+2"Z 62(K U7&2"$T86rocla9 University of 2nviron%ental an! (ife $ciencesUppsala University

Dicle University4irat UniversityKilis : Aralic University7ig!e UniversityOr!u UniversitesiUniversity of $hrtUniversity of Che%ical Technology an! +etalurgy $o;a

Technische Universität Carolo-6ilhel%ina Zu Braunsch9eig

University Of KonstanzUniversity of "ostoc< = 4aculty of +athe%atics an! 7atural $ciences

Universite !)Angers

Universite +ontes'uieu-Bor!eau, & = UT /erigueu, .4rance0Universit* (ille 1-$ciences 2t TechnologiesUniversite Catholi'ue De (ille

7ational >ra!uate $chool Of Che%istry=Che%? 2ng? Of (ille .4rance0

2cole 7ationale $uperieure De Chi%ie De +ontpellier

Universit* /aris-$u! 11


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Universite /aris-2st Creteil &al-!e-+arne3 U/2C .4rance0Universite De /oitiersUniversity Of /annoniaUniversita Di Ca%erino .Unica%0Universiteit UtrechtUniversita Della Calabria

#agiellonian University /olan!4irat University+etropolitan University /ragueUniversi!a!e De Coi%bra4achhochschule 6estrana!aUniversi!a! !e CorunaUniversite !)AngersUniversite !e Bourgogne Di@onUniversite #ean-+oulin (yon U7&2"$T2 D2 7C2-$O/A A7T/O($University of 2astern 4inlan!Aristotle University of ThessalonienovaUniversita !egli $tu!i !e +o!ena e "eggio 2%iliaUniversita Ca4oscari &enezia

Universiteit Utrecht(azars U7&2"$TAT 4"2BU">&A U7&2"$T8 CO((2>2U7&2"$T8 O4 A CO"U7A

U7&2"$DAD2 D2 &>OU7&2"$T2 D2 7C2-$O/A A7T/O($U7&2"$T2 /A"$ OU2$T 7A7T2""2 (A D2427$2U7&2"$T8 O4 T2$$A(8U7&2"$T8 O4 Z2>"2BU7&2"$T8 O4 /2C$Universita !egli $tu!i !i 4oggiaU7&2"$TA D 7A/O( /A"T27O/2U7&2"$TA D2>( $TUD D "O+A 4O"O TA(CO(atvian Aca!e%y of $port 2!ucation .(A$20

(atvian Aca!e%y of $port 2!ucation .(A$20U7&2"$T8 $COO( O4 /8$CA( 2DUCATO7 7 C"ACO6


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U7&2"$DAD2 D2 CO+B"A7$TTUTO $U/2"O" DA +AAA"DAA7 U7&2"$T8 O4 A"DAA7AD7A7 +A7D2"2$ U7&2"$T84"AT U7&2"$T8

7O7U U7&2"$T8University of Applie! $ciences Upper AustriaUniversity Of Applie! $ciences B; &iennaKarel De >rote ogeschoolArtevel!e University College >hentKatholieeorge August Universitat >ottingen4achhochschule 6est


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5/100

Ana!olu Universitystanbul Co%%erce Universitystanbul Ay!in Universitystanbul Arel Universityz%ir University Of 2cono%ics+us Alparslan UniversityOn!oentAlbert (u!9ig Universitat 4reiburgUniversity of Konstanz&A U7&2"$T8 CO((2>2&A U7&2"$T8 CO((2>2"a%on (lull UniversityUniversi!a! Co%plutense +a!ri!Universite !e /icar!ie #ules &erneUniversit* Bor!eau, &ictor $egalen

Universite !e Caen Basse-7or%an!ieUniversite !e Corse /ascal /aoliU7&2"$T D2 BOU">O>72Universite !es $ciences et Technologies !e (ille 1Universite #ean-+oulin (yon Universite /aul-&alery +ontpellierUniversite /aul-&alery +ontpellierUniversit* !e (orraineUniversit* !e (orraineUniversit* !e (orraineU7&2"$T2 D2 7A7T2$Universit* $orbonne 7ouvelle /aris ()2CO(2 D2$ +2T2"$ D2 (A CO++U7CATO7Universite /aul $abatier Toulouse

Universite 4rancois "abelaisUniversity Of CreteUniversity of oanninaUniversity of /atras

University of BariUniversita !egli $tu!i >?!)AnnunzioUniversity of CalabriaUniverista !egli $tu!i !i $alernoUniversita !egli $tu!i !i Torino(atvia Aca!e%y of Culture

Universiteit UtrechtUniversity of Tro%soUniversi!a!e !a Beira nteriorUniversi!a!e !a Beira nterior

T2 /O"TO >2" 2DUCATO7 7$TTUT 4O" $OCA( 6O"K


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Universite !e /icar!ie #ules &erneUniversite !)AngersUniversite !)Avignon et !es /ays !e &aucluseUniversite +ichel !e +ontagneUniversite Blaise /ascal Cler%ont

Universite !e Bourgogne Di@onUniversite !e (ittoral Cote D)OpalUniversite !e (ittoral Cote D)OpalUniversite #ean-+oulin (yon 2cole 7or%ale $uperieure !e (yonUniversite !e (orraine - $ite !e +etzU7&2"$T2 D2 7C2-$O/A A7T/O($Universite !)OrleansUniversite /aris Di!erot - /aris :Universite /aris1 - /antheon $orbonneUniversite !e /aris - $orbonne /aris &Universite /aris 2st +arne la &alleeUniversite !e "ei%s Cha%pagne Ar!enneUniversite !e "ouenUniversite #ean +onnet $aint 2tienneUniversite 4rancois "abelais3 ToursUniversity Of "i@eent UniversityUniversit* /aris-$u! 11Universite 4rancois "abelais3 ToursU7&2"$TA Degli $tu!i !i 7apoli 4e!erico

Universiteit UtrechtUniversity of 6arsa9

4"AT U7&2"$T8Kahra%anra%as $utcu %an University$elcu< University2ras%us ogeschool Brussel

University Of KonstanzUniversi!a! De >rana!aUniversi!a! Co%plutense +a!ri!Universi!a! !e +urciaUniversite #oseph 4ourier >renoble 1Universite /ierre +en!es 4rance

Universit* (ille 1-$ciences 2t TechnologiesUniversite Catholi'ue De (ille


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Universit* !e (orraine

Universit* /aris-2st Cr*teil &al-De-+arne - UpecUniversite De $trasbourgDe%ocritus University of ThraceUniversiteit Utrechtstanbul Co%%erce UniversityUniversity Of 6olverha%ptonUniversit* !e (ige$T? C8"( A7D $T? +2TODU$ U7&2"$T8 O4 &2(KO TU"7O&OBulgarian Aca!e%y of $ciences4"22 U7&2"$TA2T B2"(7

University Of Konstanz #OA772$ >UT27B2">-U7&2"$T8 +A7Z(UD6>-+AL+(A7$-U7&2"$TMT +N7C27U7&2"$TAT T"2"

U7&2"$D "28 #UA7 CA"(O$Universite !)AngersUniversite !e Bourgogne Di@onU7&2"$T D2 7A7T2$U7&2"$T2 D2 7A7T2$7$TTUT 7ATO7A( D2$ (A7>U2$ 2T C&($ATO7$ O"27TA(2$ .7A(CU7&2"$T2 D2 "2+$ CA+/A>72-A"D2772U7&2"$T D2 "OU27Universite !e &alenciennes et !u ainaut-Ca%bresis

University Of CreteUniversity Of CreteA"$TOT(2 U7&2"$T8 O4 T2$$A(O7KU7&2"$T8 O4 C"2T2U7&2"$T8 O4 ZA>"2B2T&$ (O"A7D U7&2"$T8 BUDA/2$TU7&2"$T8 O4 /2C$U7&2"$T8 O4 /2C$Universit5 !egli $tu!i !i Bari Al!o +oro

University of $assariU7&2"$TA D2>( $TUD D TO"7OU7&2"$T8 O4 >"O77>27

Universiteit UtrechtA!a% +icazinatep Universitesi$N(28+A7 D2+"2( N7&2"$T2$

A7ADO(U U7&2"$T8 2$K$2"


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K($ : A"A(K U7&2"$T8Universität >raz(eopol! 4ranzens Universität nnsbruc<

2ras%us ogeschool Brussel2ras%us ogeschool Brussel2B-$TQ nstitut $up*rieur !es Tra!ucteurs et nterprtesKatholieutenberg-Universität +ainzUniversität !es $aarlan!esUniversi!a! !e AlicanteUniversity of 2,tre%a!ura

Universitat Autono%a !e BarcelonaUniversi!a! !e Castilla-(a +anchaUniversi!a! !e >rana!a

Universi!a! !e a CoruRaUniversi!a! !e a CoruRaUniversi!a! !e a CoruRa

Universitat !e (lei!aUniversi!a! Co%plutense +a!ri!

University College of 2!ucation &ienna=Kre%s .Kirchliche /ä!agogischeochschule 6ien=Kre%s

University College of 2!ucation &ienna=Kre%s .Kirchliche /ä!agogischeochschule 6ien=Kre%s

Universi!a! !e >rana!a .4aculta! !e 2!ucacin y u%ani!a!es !eCeuta0



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Universi!a! Autno%a !e +a!ri!Universi!a! !e +urciaUniversi!a! !e Ovie!oUniversi!a! !e Ovie!oUniversitat "ovira &irgili Tarragona

Universi!a! !e &igoUniversi!a! !e &igoUniversity of TartuUniversite !e /icar!ie #ules &erneUniversit* !SAngersUniversit* Catholi'ue !e (SOuest .Angers0Universit* Catholi'ue !e (SOuest .Angers0Universit* !SArtoisUniversite !)Avignon et !es /ays !e &aucluseUniversite !e Bourgogne Di@on

Universite Charles-!e->aulle (ille Universite #ean-+oulin (yon Universit* !e (i%ogesUniversit* !e (orraine7$TTUT 7ATO7A( D2$ (A7>U2$ 2T C&($ATO7$ O"27TA(2$ .7A(CUniversit* $orbonne 7ouvelle /aris Universit* /aris $orbonne .(ettres et civilisations0/aris Descartes UniversityUniversit* /aris-2st Cr*teil &al !e +arnecole /rati'ue !es autes tu!esUniversit* !e /oitiersUniversit* !e "ei%s Cha%pagne-Ar!enneUniversit* !e $trasbourgUniversite /aul $abatier Toulouse nstitut Catholi'ue !e ToulouseUniversite !e &alenciennes et !u ainaut-Ca%bresisUniversity of +ace!oniaDe%ocritus University of ThraceUniversity of $zege!

Universit5 !egli $tu!i !i Bari Al!o +oroUniversit5 !ella Calabria Arcavacata Di "en!eUniversit5 !egli $tu!i !i 4oggiaUniversit5 !egli $tu!i !i /a!ovaUniversit5 per $tranieri !i /erugiaUniversit5 !egli $tu!i !i TorinoUniversit5 !egli stu!i TriesteUniversit5 !egli $tu!i !i /aler%oUniversit5 !egli $tu!i !i U!ine(atvia University of Agriculture

(atvia Aca!e%y of CultureUniversity of Tro%so


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Universiteit UtrechtUniversi!a!e !a Beira nteriorUniversi!a!e !e (isboaUniversi!a!e !o /ortoUniversity of $ilesia

Uni9ersytet #agiellosrenoble 1

Universit* (ille 1-$ciences 2t TechnologiesUniversite !e aute-AlsaceDe%ocritus University of ThraceUniversity of Debrecen

Univerista !egli $tu!i !i CagliariUniverista !egli $tu!i >?!)AnnunzioUniversita !egli $tu!i !i 4irenzeUniversity of ()A'uilaUniverista !egli $tu!i !i +ilanoUniverista !egli $tu!i !i "o%a Tor &ergata

Univerista !egli $tu!i !i $alernoUniversity of U!ine


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Universiteit UtrechtAn


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$o;a UniversityUniversity of 4ribourgUniversity of (ausanneUniversity Of ra!ec Kralove+artin (uther Universitaet alle 6ittenbergAlbert (u!9ig Universitat 4reiburg+artin (uther University alleKatholische ochschule 7or!rhein-6estfalen .Katho 7r90(u!9ig +a,i%ilians Universitaet +uenchenUniversity Of 2ast 4inlan!Universite De $trasbourgnstitute Catholo'ue De ToulouseUniversity Of CreteUniversity Of CreteAristotle University Of Thessaloni


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Cod Erasmus Țara Facultatea Nr. studenți

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T" K($ X1 T" storie YA >"AZX1 AT (itere 1

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27/100

Nivel studiu

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Începe Expiră

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4 BO"D2AU XY 4" 4iloso;e 1

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72/100

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4 D#O7X1 4" >eogra;e 4 DU7K2"EX^ 4" >eogra;e Y4 DU7K2"EX^ 4" >eogra;e Y

4 (8O71X 4" >eogra;e Y4 7C2X1 4" >eogra;e

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73/100


74/100

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4 CO"T2X1 4" (itere Y4 D#O7X1 4" (itere Y

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4 /A"$X] 4" (itere 14 /OT2"X1 4" (itere 4 "2+$X1 4" (itere Y

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75/100

/ ($BOA1X^ /T (itere Y/ /O"TOXY /T (itere 1

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T" BO(UX1 T" (itere Y

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76/100

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T" BO(UX1 T" /sihologie Y T" K($X1 T" /sihologie

T" $A+$U7X1 T" /sihologie Y

$4 KUO/O1Y 4 Teologie Orto!o,a

4 $T"A$BOJ= 4 $T"A$BOX1 4" Teologie Orto!o,a

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Y

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Y

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UK DU"A+X1 UK Teologie Orto!o,a

UK (22D$X1 UK (itere X


77/100

Nivel studiu Începe

1 1X - YY: YX11 1X 1 Y 2014

13Y3 1X 1 1 YX113Y ^ 1 YYY 2014Y 1X 1 YX11 Y X11 YX1

13Y ] 1 131 YX1

1 ] Y XY YX1

1 5 1X11

2014

1 ] 1 X YX1

13Y ] 1 YY] YX11 ] 1 X?X YX11 1X 1 Y YX11 1X 1 Y1 YX11 1X 1 J1 YX1

13Y ] 1 Y YX1

Y3 [ 1 [1 YX113Y 1X 1 YX11 ] ] X?X3 X?13 1]?X YX11 ] 1 X1 YX1

13Y ] Y Y YX113 Y ] X YYY YX113 Y ] 1 Y YX1

1 ] 1 11 YX1

13Y ] 1 XJ?Y YX11 ] 1 YYY YX1

13Y3 Y 1 YX113Y ] 1 X1 YX113Y ] Y YX1Y ] 1 Y YX1

X X 1 1? YX1

13Y3 1X 1 YY1 YX1

1 ] 1 X1 YX113Y3 [ Y YY] YX1=YX1[13Y3 1X 1 Y YX1

13Y ] 1 1 YX1

Nr. luni destudiu pemobilitate

Nr. cadredidactice

Cod domeniustudiu


78/100

13Y3 ^ 1 1Y YX113Y3 ^ 1 YYY YX113Y3 ] 1 1Y YX1

13Y 1X 1 YY1 YX1

13Y3 ^ 1 YY1 YX1

13Y3 ^ 1 Y YX113Y 1X 1 YY YX113 Y 1X 1 Y YX1

13 Y3 Y Y1 YX113Y3 [ Y Y1 YX1

1 ] 1 X?X YX113Y ] 1 13X3 YX1

13Y3 1] 1 X] si XY YX113Y3 1X 1 .X:?10 YX1

13Y ] 1 1X1 YX113Y 1X 1 1X = X YX1

13Y3 ] Y YY1 YX113Y ] 1 1X1 YX1

13Y3 1] 1 YY1 YX113 Y ] 1 Y YX1

13Y3 ] 1 YY] YX1

Y3 1X 1 Y YX113Y3 1] 1 Y YX113Y3 1 Y YX113Y3 ] 1 ] YX113Y 1 X[1 YX113Y [ 1 YYX YX1

13Y3 ] 1 1 YX11 YX 1 Y YX1

13Y3 ] Y YY[ YX1

13Y3 ] Y YY1 YX113Y ] Y 1[?1 YX1

1 1X 1 [1 YX113Y 1X - X YX11 1X 1 YYY YX1

13Y3 ] 1 YY1 YX1

13Y ] 1 [1 YX113Y [ 1 YX113Y [ 1 J YX1


79/100

13Y3 [ 1 YYY YX1

13Y 1X Y Y13 ]11 YX113Y3 ] 1 Y YX1

13Y - Y YY1=^Y YX113 Y3 [ 1 1 YX1

1 1X 1 Y YX11 [ 1 J YX1

13Y [ 1 X11 YX113Y [ 1 11 YX113Y [ 1 YY] =YX1]-YX1[=Y13 Y ] 1 YY=YYY YX1

Y 1X 1 Y1 YX113Y3 1X 1 JX YX113Y [ 1 YY[ YX1

13Y3 ] 1 YY] YX1

13Y ] Y YY YX1

13Y3 1X 1 YY1 YX113Y3 ] 1 YYY YX1

13 Y3 1X 1 X]1.Y13Y0 YX1

13 Y [ Y YX113Y3 ] Y ] YX1

1 ] 1 YY] YX1

1 ] 1 X1 YX113Y 1X Y 1X1 YX113Y ] 1 1X1 YX1

13Y3 [ Y YX1

13Y 1X Y Y1 YX113Y3 ^ Y Y1 YX1

1 ^ 1 ]11 YX113 Y3 1X Y Y1 YX1

1 1X Y Y1 YX113 1X Y Y1 YX11 ] X Y1 YX1

$C31 ^ 1 X]1 YX1

13Y 1X X ]11 YX11 1X X Y1 YX1

13Y3 [ ]1 YX113 Y [ 1 Y1 YX113 Y YX Y Y1 YX113 Y YX Y Y1 YX113Y ] Y Y1 YX11?Y YX 1 ]11 YX1


80/100

13Y ] Y Y1 YX1

13 Y3 Y: Y ]11 YX1

13 Y3 ] Y1 YX1

1?Y X Y1 YX1

1?Y YX Y Y1 YX11?Y YX Y Y1 YX1

13Y3 [ ] 1?1 YX1

13 Y ] 1 Y YX1$C31 ^ 1 ]1 YX113Y 1X Y ]1 YX1

13 Y3 ] 1 Y YX1Y 1X 1 1? YX1

13 Y3 1] Upon re'uest ]1 YX1

4$ 1X 1 Y YX11 1X X Y YX113 Y3 ] Y Y YX1 Y3 ] Y YX113 Y ] Y Y YX1

13 Y3 ] Y YX1Y3 1X 1 ]1 YX1

13 Y3 ] ]1.Y0 YX1

13Y ] 1 X11 = X1Y YX11 1J 1 1X?X YX1

13Y3 1J 1 1X?X YX113Y3 YX 1 Y YX1

Y 1J 1 JX YX113Y3 1J 1 1X?X YX11?Y 1J 1 1X?X YX1

13Y3 1X 1 Y YX113Y3 1Y 1 YJ YX1

13Y3 1J 1 1X YX113Y3 1J 1 1X?X YX1

1 1J 1 Y1 YX113Y3 1J 1 JX YX113Y3 1X 1 Y1 YX11?Y 1J 1 1X?X YX1

13Y3 1J 1 1X?X YX113Y 1X 1 J1 YX113Y 1X 1 J1 YX113Y ^ 1 1X1 YX1

YCD pentrutoate

facultatile

YCD pentrutoate

facultatile


81/100

13Y [ 1 J1 YX113Y 1X Y J1 YX113Y ] Y J1 YX113Y 1X 1 ] YX113Y [ Y 1[?1 YX113Y ^ Y J1 YX1

13Y ] Y J1 YX113Y 1 ^XY1 YX113Y ^ 1 1X1 YX113Y 1X Y J1 YX113Y 1X 1 1X1 YX113Y ] Y J1 YX113Y [ Y J1 YX1

1 ^ 1 X YX11 ^ 1 X1 YX11 ] 1 YX1

13Y [ Y YX113Y 1X Y X113 X1 YX1Y [3] 1 1 YX1

13Y ] 1 X11 YX113Y ^ 1 X? YX1

13Y [ 1 X YX11 ] Y X1 YX11 ^ 1 1 YX11 ] 1 X1 YX1

13Y 1X 1 X11 YX1$C31 ^ 1 X1 YX1

13Y3 ] Y X113 X1 YX113Y 1X 1 X1 YX11 ] 1 1 YX1

13Y [ 1 X1 YX113Y : 1 X1 YX1

13Y [ X 11 YX1

13Y : X 1 YX1

13Y 1X Y X113 X1 YX11 1X 1 X1 YX1

13Y [ 1 X11 YX113Y [ 1 X1 YX1Y 1X ] X]Y YX1

13Y 1Y Y X1 YX113Y3 ] X11=X1 YX113Y ] 1 X11 YX11 ] Y X1 YX1Y ] Y X1 YX1

13Y 1Y 1 X1 YX1


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1 ] 1 X1 YX113Y 1X 1 11 YX1

13Y ] 1 X11 YX113Y ] 1 1X1] YX113Y ] 1 X YX113Y ] Y 1 YX1

- - 1 X1 YX113Y 1X 1 X1 YX1

13Y3 ] Y X11 YX113Y [ Y 11 YX1

13Y3 1X 1 1? YX113Y [ 1 X113 X1 YX1

13Y3 1X Y X11 YX113Y3 [3] Y ^3 X?X13 [Y YX113Y ] - X YX113Y ] 1 1 YX1

13Y3 1X 1 X1 YX113Y 1X - X1 YX1

1 ] Y 1 YX113Y ] Y X13 X[1 YX11 ] 1 X1 YX1

13Y 1X [ X113 X1 YX113Y ] Y 1?3X?X YX11 [ Y X11 YX11 1X Y X11 YX1

13Y ] 13 YX1

1 [ 1 YX113Y [ 1 3X YX11 ] Y X113 X1 YX1

Y3 ] 1 X1 YX113Y [ 1 X1 YX113Y ] 1 X1 YX113Y [ Y X1 YX1

13Y3 ] Y X11 YX113Y3 ] Y X1 YX113Y ] 31 YX1

1 ] 1 X1 YX113Y3 ] 1 X YX113Y [ 1 ^ YX113Y ] Y :[Y YX1

13Y3 ] YY[ YX113Y [ 1 YY[ YX113Y 1X 1 1Y YX1

13Y ^ 1 YY YX1

X113 X1Y3 X13X13 X[1


83/100

13Y3 1 YY YX1Y ^ 1 YY[ YX11 [ Y 1 YX1

13 Y3 ] sau ^ 1 1 YX1

1X 1 1X YX113Y3 ] 1 1 YX1

13Y3 ] 1 1 YX113Y ] 1 1 YX1

13Y 1X Y X1 YX113 Y 1X 1 1X31Y YX1

13 Y3 ] 1Y YX1

13Y3 1X Y 1 YX1Y Y ] YX1

13Y3 ^ Y 1 YX1

13 Y3 ] Y ] YX113Y ^ 1 ] YX113 Y ] Y ] YX1

4$ 1X Y 1 YX1Y 1Y 1 ] YX1

13 Y3 ] Y 1 YX113 Y3 ] Y :1 YX113Y3 ] 1 X:YY=X] YX1

13Y3 Y ] YX113Y3 ] Y ] YX113Y3 1X Y ] YX1

13 Y3 [ Y ] YX1

Y 1X Y ] YX1Y3 ] 1 1 YX1Y3 1X ] YX1

X 1 ] YX113Y3 ^ Y ] YX113Y3 ] X ] YX113Y3 ] ] YX1

13 Y3 ] Y ] YX1

13 Y3 ] 1? YX1

13 Y3 ] Y ] YX11 ] 1 YX1

1?Y 1] 1 X] si XY .0 YX113Y3 1X Y J1Y=1Y YX113Y3 ^ 1 YX113Y ] 1 YY[ YX1

YCD pentrutoate

facultatile

YCD pentrutoate

facultatile


84/100

1?Y X 1 J1Y .1X1]0 YX113Y3 1X 1 YX113Y3 ] 1 Y YX11?Y YX 1 X] si XY YX113Y 1X 1 ]Y YX11 ] 1 1X1=1X1] YX1

Y ] 1 si XYY YX11 1] Y X] si XY .Y0 YX1

13Y3 Y] 1 X] si XY YX11?Y 1] 1 X] si XY .0 YX11?Y Y 1 X] si XY .0 YX113Y ^ 1 X]Y si XYY YX11 1J 1 =XYY YX1

13Y3 Y 1 YX113Y3 1] 1 X] si XY .0 YX113Y3 ] 1 X]Y YX1

1 1X 1 ]J1 YX113Y3 1] 1 X] si XYY YX11 ] - Y YX1

13 Y3 ] YY] YX1

13Y3 1] 1 X] si XY .0 YX1

4$ 1X ]Y YX1Y YX1

13Y3 ] Y YX113Y3 ] YX1

13Y3 1 Y1 YX11 1X 1 J1 YX11 ^ X [1 YX1

13Y3 1X 1 X[1 YX1

13Y X [ YX11 ] 1 J YX1

13Y 1X Y J YX1

Y 1X 1 J YX1Y ] X J YX1

13Y3 ] Y X[1 YX1

13Y3 ] 1 X[1 YX11 ^ 1 YYY YX1Y ] 1 YY] YX1

13Y3 ] 1 YYY YX113Y3 1J 1 YYY YX113Y3 ] 1 YYY YX113Y3 YX 1 Y YX113Y3 ] 1 YYY YX1

YCD pentrutoate

facultatile


85/100

13Y3 ] 1 YYY YX113Y3 ] 1 YY] YX113Y3 ] 1 YY YX113Y3 [ Y YYY YX113Y3 ] 1 YYY YX113Y3 ] 1 YYY YX1

13Y3 ] 1 YYY YX113Y3 ] Y YYY YX113Y3 ] Y YY] YX113Y3 1 YY YX1

13Y3 ] 1 YYY3YY] YX113Y [ 1 YY YX1

13Y3 ] 1 YYY YX113Y3 ] 1 YY] YX113Y3 ] 1 YYY YX113Y3 ] 1 YYY YX1

13Y ] 1 YYY YX113Y3 ] 1 YYY YX1

13Y3 ] YY] YX113Y3 ] 1 YYY YX1

13Y3 ] 1 YY] YX113Y3 ] 1 YYY YX113Y ] 1 YYY YX11 ] 1 YY YX11 [ Y Y YX1

13 Y [ 1 YYY YX11 ] 1 1 YX1X X Y Y YX1

13 Y 1J 1 Y YX1

13 Y 1J 1 11 YX113Y 1X 1 11 YX113 Y 1X 1 Y YX113 Y 1X 1 Y YX1

13Y [ Y Y3 XY YX11 1X 1 YYY YX11 1X 1 Y YX11 ^ 1 Y YX1

13Y3 1X Y Y YX113Y Y 1 1Y YX113Y [ Y Y YX11 ^ 1 YYY YX1

YCD pentrutoate

facultatile


86/100

13Y 1X \ Y YYY YX113 ] Y YY YX1

13Y3 ^ 1 Y YX11 ] 1 Y YX1

13 Y ] 1 YYY YX113 Y ] 1 YY YX1

13Y3 ] 1 1 YX113Y ] 1 Y YX1

13Y3 ] 1 XY YX113 Y3 ] 1 Y YX1

Y J 1 YYY YX113Y3 ^ 1 Y YX1

13 Y3 ] sau ^ Y YY YX113 Y3 ^ Y Y YX113 Y3 1J 1 Y YX1

13Y 1X 1 Y YX1

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] Y YYY1 YX113Y ^ 1 Y YX1

13Y3 1X 1 Y YX11 ] 1 YY YX1

13 Y 1X 1 Y YX113 Y ] Y Y YX1

13Y3 [ 1 YY YX113Y3 ] Y YY YX113 ] 1 Y YX11 1Y Y YYY YX1

13 Y3 1X 1 Y YX113Y3 ] Y YY YX113 Y 1Y 1 Y YX1Y [ 1 YYY YX1

13Y3 [ 1 YYY YX113 Y3 ] Y Y YX1

13Y ] 1 YY YX113 Y3 YX Y Y YX1

13 Y 1J Y 1 YX113 Y 1X 1 YYY=XY YX113 Y ] Y Y YX113 Y ] 1 Y1 YX113Y ] 1 Y YX113 Y 1X Y Y YX113 Y 1X 1 Y YX113 Y [ 1 Y1X31 YX1


87/100

13 Y ] Y YYY=XY YX113 Y ^ 1 YYY YX113 Y ] YYY YX113 Y ] Y YX113 Y YX Y 11 YX1

13 Y3 ] YYY YX113 Y? ] 1 YY YX1

13 Y ] Y Y YX113 Y 3] Y YYY YX1

13Y 3 1X 1 Y Y YX1

13Y [ 1 11 YX113Y 1X 1 11?X YX1

13Y3 ] Y ]1 YX1Y3 ] 1 ]1 YX1

13Y [ 1 ]1 YX11X 1 [ YX113Y [ 1 ] YX113Y 1X Y ]1 YX1Y ^ Y X[1 YX11 1X 1 YX1

13Y ] 1 [1 YX113Y ] Y ]1 YX1

13Y3 ] Y [1 YX1Y3 1X Y ]1 YX1Y3 [ [1 YX1

13Y3 [ 1 [1 YX113Y ] 1 [1 YX1

13Y3 [ 1 ]1 YX113Y ] 1 [1 YX1

13Y3 ] Y X11Y=1 YX113Y ] Y 1Y YX113Y ] Y 1^ YX1

13Y 1J 1 11 YX1

1?Y 1X Y 1 YX1

13Y 1X Y X1 .1103 X11 YX113Y3 ^ Y 11 YX113Y3 ] Y 11 YX113Y 1Y Y 1 YX1

13Y3 ] 1 1 YX1

Y ^ X 11 YX11 1X Y 1Y YX1

13Y 1J 1 1 YX1

YCD pentru

toatefacultatile


88/100

Y ] Y X1 YX1

13Y3 1X 1 X11 .1Y0 YX1

1 [ 1 1Y YX11 YX Y 11 YX11 1X !eci!e 11 YX1

13Y3 ] ] 1X31 YX113Y3 [ 1 11 YX113Y 1J Y 1 YX11 YX Y 11 YX11 11 YX1

13Y 1X Y 1X YX1

13Y3 1X 1 YY1 YX1

13Y ] Y YY1 YX1

13Y3 - 1 YY: YX1

1 1 YY1 YX1

13Y3 ] Y YY1 YX1

13Y3 ] 1 Y1 YX1

1 1X 1 YY1=]JJ YX1

1?Y 1Y 1 ^Y YX1

13 Y3 Y YY1 YX1

13Y3 1X 1 YY1 YX1 n=a X 1 Y YX1


89/100

Expiră

YXY12021

YXY12021

YXY1

YXY1

YXY1

2021

YX1:

YXY1YX1:YXY1YXY1YXY1YXY1

YXY1YXY1YXY1YXY1YXY1YXY1YXY1

YXY1

YX1:YXY1

YXY1YXY1YXY1YXY1

YXY1

YXY1

YXY1YXY1YXY1

YXY1


90/100

YXY1YXY1YXY1

YXY1

YXY1

YXY1YXY1YXY1

YX1[YXY1YXY1YXY1YXY1YXYX

YXY1YXY1

YXY1YXY1

YXY1YXY1YXY1

YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1

YXY1YXY1

YXY1YX1:YX1:

YXY1

YXY1YXY1YXY1


91/100

YXY1

YXY1YXY1

YXY1YX1:

YX1:YX1:YX1:YXY1

1:YX1:

YX1:YX1:YX1:YXY1

YXY1

YXY1YXY1

YXY1

YXY1YXY1YXY1

YXY1YXY1YXY1YXY1

YXY1YXY1YXY1YXYXYXY1YXY1YXY1YXY1

YXY1YX1:YXY1YXY1YXY1YXY1YXY1YXY1


92/100

YX1J

YXY1

YXY1

YXYX

YXY1YXY1

YX1]YXY1YXY1YXY1YXY1

YX1]

YX1:YXY1YXY1YXY1YXY1YX1]YXY1

YXY1

YXY1YXY1YXY1YXY1YX1]YXY1YXY1YXY1YXY1YXY1YXY1

YXY1YXY1YXY1XYXY1YXY1YXY1YXY1YXY1


93/100

YXY1YXY1YXY1YXY1YXY1YXY1

YXY1YXY1YXY1YXY1YXY1YXY1YXY1

YXY1YXY1YXYX

YXY1YXY1YXY1YXY1YXY1

YXY1YXY1YXY1YXY1

-YXY1

YXY1YXY1YX1

YXY1YXY1

YXY1

YXY1

YX1:YXY1

YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1


94/100

YXY1YXY1

YXY1YXY1YXY1YXY1

YX1[YX1[

YXY1YXY1

YXY1YXY1YXY1YXY1YXYXYXYX

YXY1YX1[

YXY1YXY1YXYX


YXY1YXY1YXY1YXY1YXY1YX1:YXY1YXY1YXY1YXY1

YXY1YXY1YXYXYXY1YXY1YXY1YXY1

YXY1


95/100

YXY1YX1[YX1[YXY1YXYYYXY1

YXYXYXY1

YXY1YXY1

YXY1

YXY1YXY1YXY1

YXY1YXY1YXY1


YXY1YXY1YXY1

YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1

YXY1



96/100

YXY1YXY1YXYYYXY1YX1YX1

YXY1YXY1YX1:YXY1YXY1YX1JYXY1YXY1YXY1YXY1

YXYYYXYXYXY1

YXY1

YXY1

YXYYYXY1YXY1

YXY1YXY1YXY1YXY1

YXY1YXY1YX1[

YXY1YX1:YXY1

YX1:YXY1YXY1YXY1YXY1YXY1YXY1YXY1


97/100


YXY1YXY1YXY1YXY1


YXY1YXY1

YXY1YXY1

YXYXYXY1YXY1YXY1YXY1YXY1YXY1YXY1

YXY1

YXY1YXY1YXY1YXY1

YXY1YXY1YXY1YXY1YXYXYXYXYXY1YXY1


98/100

YXY1YX1[YXY1YXY1YXY1YX1:

YXYYYXY1

YXY1YXY1YX1[YXY1YXY1YX1JYXY1YX1:

YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXY1YXYXYXYXYXY1YXY1YXY1

YXY1YXY1YXY1YXYXYXY1YXY1YXY1YXY1


99/100

YXY1YXY1YXY1YXY1YXYX

YXY1YXY1YX1[YXY1YXY1

YXY1YXY1

YXY1YXY1


YXY1YXY1YXY1YXY1YXY1YXYXYXY1YXY1YXY1YXY1YXY1YXY1

YXY1

YXY1

YXY1YXY1YXY1YXY1YXYY

YXY1YXY1YXY1


100/100

YXY1

YXY1

YXY1YXY1YX1]


YXY1

YXY1

YXY1

YXY1

YXY1

YXY1

YXY1

YX1[=YX1:

YXY1

YX1:YXY1

Date post:	07-Jul-2018
Category:	Documents
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Centralizator Acorduri Facultati 2014 20201 (1)

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