2016. augusztus 27., szombat

Megtört szívek

data:image/jpeg;base64,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
                      Megtört szívek
                        színes, magyarul beszélő, török drámasorozat, 50 perc, 2014




rendező: Cevdet Mercan
forgatókönyvíró: Yildiz Tunç
producer: Gökhan Tatarer
executive producer: Özlem Yurtsever


szereplõk:


Nurgul Yesilcay (Gülseren)  
Erkan Petekkaya (Cihan)  
Ebru Özkan (Dilara)  
Nursel Köse (Keriman)
Alina Boz (Hazal)
Leyla Tanlar (Cansu)
 Cemal Hunal (Alper)  
Tolga Tekin (Özkan)


A történet két családról szól. A nélkülöző, szerény körülmények között élő Gülseren és a gazdag felmenőkkel rendelkező Dilara egy véletlen folytán ugyanazon a napon, ugyanabban a magánkórházban ad életet lányának. A babák vezetékneve azonos, így egy figyelmetlen nővér összecseréli a csecsemőket, amire tizenöt éven át nem derül fény. Gülseren odaadóan, szerény körülmények között neveli Hazalt, miután férje elhagyja. Dilara és Chian pedig minden anyagi támogatást megadva, fényűző életet biztosít Cansunak. Amikor tinédzser lányuk balesetet szenved, az orvosok rájönnek, Dilara és Cihan nem a vérszerinti szülei. Miután pedig mindenkinek világossá válik, hogy a két lányt elcserélték, a feszültség egyre csak nő a családok között. Dilara úgy gondolja, vér szerinti lánya is megérdemelné azt az életszínvonalat, amit tőlük Cansu kapott. Ez azonban nem csak a két édesanya között szül vitákat, hanem Cihan sem ért egyet mindenben feleségével. Ráadásul az események egyre közelebb hozzák egymáshoz a válása után egyedül maradt Gülserent és a boldogtalan házasságban élő Cihant. Így egy ponton túl a szülőknek nem csak gyermekeik problémáját kell megoldaniuk, hanem szembe kell nézniük saját érzéseikkel is, hogy mit kezdenek a kettőjük között kibontakozni látszó szerelemmel.




                                       ELSŐ ÉVAD



 
01 , 02 , 03 , 04 , 05 , 06 , 07 , 08 , 09 , 10 , 11 , 12 , 13 , 14 , 15
16 , 17 , 18 , 19 , 20 , 21 , 22 , 23 , 24 , 25 , 26 , 27 , 28 , 29 , 30 ,
31 , 32 , 33 , 34 , 35 , 36 , 37 , 38 , 39 , 40 , 41 , 42 , 43 , 44 , 45
46 , 47 , 48 , 49 , 50 , 51 , 52 , 53 , 54 , 55 , 56 , 57 , 58 , 59 , 60 ,
61 , 62 , 63 , 64 , 65 , 66 , 67 , 68 , 69 , 70 , 71 , 72 , 73 , 74 , 75

76 , 77 , 78 , 79 , 80 , 81 , 82 , 83 , 84 , 85 , 86 , 87 , 88 , 89 , 90,
91 , 92 , 93 , 94 , 95 , 96 , 97 , 98 , 99 , 100 , 101 , 102 , 103 , 104 ,
105 , 106 , 107 , 108 , 109 , 110 , 111 , 112 , 113 , 114 , 115 , 116 , 
117 , 118 , 119 , 120 , 121 , 122 ,  123 , 124 , 125 , 126 , 127 , 128 , 

129 , 130 , 131 , 132 , 133 ,  134 , 135 , 136 , 137 , 138 , 139 , 140 ,
















0 megjegyzés:

Megjegyzés küldése