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N;CHARSET=UTF-8:;کارخانه فیدار پیشرو ثامن;;;علی عبدالاهی
FN;CHARSET=UTF-8:کارخانه فیدار پیشرو ثامن, علی عبدالاهی
TEL;CELL:09123257254

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ADR;WORK;CHARSET=UTF-8:;;منطقه صنعتی خرمدشت ، خیابان سیاه سنگ ، خیابان دانش نهم ، کوچه بن بست کوهستان سوم ، پلاک ۲۸;;;;
TITLE;CHARSET=UTF-8:کارخانه فیدار پیشرو ثامن
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
NOTE;CHARSET=UTF-8;ENCODING=QUOTED-PRINTABLE:=D9=85=D8=AF=DB=8C=D8=B1=D8=A7=D9=86 =D8=A7=DB=8C=D9=86 =D9=85=D8=AC=D9=85=D9=88=D8=B9=D9=87 =D9=81=D8=B9=D8=A7=D9=84=DB=8C=D8=AA =D8=AA=D8=AC=D8=A7=D8=B1=DB=8C =D8=AE=D9=88=D8=AF =D8=B1=D8=A7 =D8=A8=D8=A7 =D9=87=D8=AF=D9=81=20=D8=AA=D8=A7=D9=85=DB=8C=D9=86 =D9=84=D9=88=D8=A7=D8=B2=D9=85 =D9=85=D9=88=D8=B1=D8=AF =D9=86=DB=8C=D8=A7=D8=B2 =D8=AA=D8=A7=D8=B3=DB=8C=D8=B3=D8=A7=D8=AA=DB=8C =D8=B7=D8=B1=D8=AD =D9=87=D8=A7 =D9=88 =D9=BE=D8=B1=D9=88=DA=98=D9=87 =D9=87=D8=A7 =D8=A8=D8=A7 =D8=A8=DB=8C=D8=B4 =D8=A7=D8=B2 =DB=B2=DB=B0 =D8=B3=D8=A7=D9=84 =D8=B3=D8=A7=D8=A8=D9=82=D9=87 =D8=A2=D8=BA=D8=A7=D8=B2 =D9=86=D9=85=D9=88=D8=AF=D9=87 =D9=88 =D8=AF=D8=B1 =D9=85=D8=AF=D8=AA =D9=81=D8=B9=D8=A7=D9=84=DB=8C=D8=AA =D8=AA=D8=AC=D8=A7=D8=B1=DB=8C =D8=AE=D9=88=D8=AF =D8=AA=D9=88=D8=A7=D9=86=D8=B3=D8=AA=D9=87 =D8=A8=D8=A7 =D8=A8=D8=B3=DB=8C=D8=A7=D8=B1=DB=8C =D8=A7=D8=B2 =D8=B4=D8=B1=DA=A9=D8=AA =D9=87=D8=A7 =D9=88 =D9=85=D9=88=D8=B3=D8=B3=D8=A7=D8=AA =D8=AE=D8=B5=D9=88=D8=B5=DB=8C =D9=88 =D8=AF=D9=88=D9=84=D8=AA=DB=8C =D8=A7=D8=B1=D8=AA=D8=A8=D8=A7=D8=B7 =D9=85=D9=88=D8=AB=D8=B1 =D9=88 =D9=85=D8=B3=D8=AA=D9=85=D8=B1=DB=8C =D8=A8=D8=B1=D9=82=D8=B1=D8=A7=D8=B1 =D9=86=D9=85=D9=88=D8=AF=D9=87 =D9=88 =D8=AF=D8=B1 =D8=B1=D9=88=D9=86=D8=AF =D8=A7=D8=AC=D8=B1=D8=A7=D8=A6=DB=8C =D8=A8=D8=B3=DB=8C=D8=A7=D8=B1=DB=8C =D8=A7=D8=B2 =D9=BE=D8=B1=D9=88=DA=98=D9=87 =D9=87=D8=A7=DB=8C =D8=A8=D8=AE=D8=B4 =D9=86=D9=81=D8=AA=D8=8C =DA=AF=D8=A7=D8=B2=D8=8C =D9=BE=D8=AA=D8=B1=D9=88=D8=B4=DB=8C=D9=85=DB=8C=D8=8C =D9=BE=D8=A7=D9=84=D8=A7=DB=8C=D8=B4=DA=AF=D8=A7=D9=87=DB=8C=D8=8C =D8=B5=D9=86=D8=B9=D8=AA=DB=8C=D8=8C =D8=B3=D8=A7=D8=AE=D8=AA=D9=85=D8=A7=D9=86=DB=8C=D8=8C =D8=BA=D8=B0=D8=A7=DB=8C=DB=8C=D8=8C =D8=AF=D8=A7=D8=B1=D9=88=DB=8C=DB=8C =D9=88 =DA=A9=D9=84=DB=8C=D9=87 =D8=AA=D8=A7=D8=B3=DB=8C=D8=B3=D8=A7=D8=AA =DA=A9=D8=A7=D8=B1=D8=AE=D8=A7=D9=86=D8=AC=D8=A7=D8=AA =D8=B5=D9=86=D8=B9=D8=AA=DB=8C =D9=88 =E2=80=A6 =D9=86=D9=82=D8=B4 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=D8=B1=DB=8C=D8=A7=D9=84=DB=8C =D9=88 =D8=A7=D8=B1=D8=B2=DB=8C =D9=85=D8=AE=D8=AA=D9=84=D9=81 =D8=A8=D8=A7 =D8=AA=D9=88=D8=AC=D9=87 =D8=A8=D9=87 =D9=85=D9=82=D8=A8=D9=88=D9=84=DB=8C=D8=AA =D8=B3=D8=A7=D8=B2=D9=86=D8=AF=DA=AF=D8=A7=D9=86 =D9=85=D8=AE=D8=AA=D9=84=D9=81 =D8=AF=D8=A7=D8=AE=D9=84=DB=8C =D9=88 =D8=AE=D8=A7=D8=B1=D8=AC=DB=8C =D9=86=D8=B2=D8=AF =DA=A9=D8=A7=D8=B1=D9=81=D8=B1=D9=85=D8=A7=0D=20=D8=A7=D9=85=DA=A9=D8=A7=D9=86 =D9=85=D8=B4=D8=A7=D9=88=D8=B1=D9=87 =D9=88=20=D9=87=D9=85=DA=A9=D8=A7=D8=B1=DB=8C =D8=AF=D8=B1 =D8=AE=D8=B5=D9=88=D8=B5=20=D8=A8=D8=B1=D8=A2=D9=88=D8=B1=D8=AF =D9=85=D8=A8=D9=84=D8=BA =D8=A7=D9=88=D9=84=DB=8C=D9=87 =D9=BE=DB=8C=D9=85=D8=A7=D9=86 =D9=BE=D8=B1=D9=88=DA=98=D9=87 =D9=87=D8=A7=DB=8C =D8=AF=D8=B1 =D8=AD=D8=A7=D9=84 =D8=AA=D8=B9=D8=B1=DB=8C=D9=81=0D=20=D8=A7=D9=85=DA=A9=D8=A7=D9=86 =D9=85=D8=B4=D8=A7=D8=B1=DA=A9=D8=AA =D8=AF=D8=B1 =D9=BE=D8=B1=D9=88=DA=98=D9=87 =D9=87=D8=A7=DB=8C EPC =D8=A8=D9=87 =D8=B9=D9=86=D9=88=D8=A7=D9=86 =D8=AA=D8=A7=D9=85=DB=8C=D9=86 =DA=A9=D9=86=D9=86=D8=AF=D9=87 =DA=A9=D8=A7=D9=84=D8=A7=0D=20=D9=85=D8=B4=D8=A7=D9=88=D8=B1=D9=87 =D8=AF=D8=B1 =D9=85=D9=88=D8=B1=D8=AF=20=D9=88=D8=AC=D9=88=D8=AF =DB=8C=D8=A7 =D8=B9=D8=AF=D9=85 =D9=88=D8=AC=D9=88=D8=AF =DA=A9=D8=A7=D9=84=D8=A7=DB=8C =D9=85=D9=88=D8=B1=D8=AF =D9=86=D8=B8=D8=B1 =D8=AF=D8=B1 =D8=A8=D8=A7=D8=B2=D8=A7=D8=B1 =D8=AF=D8=A7=D8=AE=D9=84=DB=8C =D9=88 =D8=A7=D8=B1=D8=A7=D8=A6=D9=87 =D8=A8=D9=87=D8=AA=D8=B1=DB=8C=D9=86 =D9=BE=DB=8C=D8=B4=D9=86=D9=87=D8=A7=D8=AF =D8=AC=D8=A7=DB=8C=DA=AF=D8=B2=DB=8C=D9=86=DB=8C =DA=A9=D8=A7=D9=84=D8=A7=0D=20=D8=A7=D9=85=DA=A9=D8=A7=D9=86 =D9=88=D8=A7=D8=B1=D8=AF=D8=A7=D8=AA =DA=A9=D8=A7=D9=84=D8=A7 =D8=A8=D8=A7 =D8=AF=D8=A7=D8=B4=D8=AA=D9=86 =D8=A7=D8=B7=D9=84=D8=A7=D8=B9=D8=A7=D8=AA =D9=88=D8=B3=DB=8C=D8=B9 =D9=88 =D9=87=D9=85=DA=A9=D8=A7=D8=B1=DB=8C =DA=AF=D8=B3=D8=AA=D8=B1=D8=AF=D9=87 =D8=A8=D8=A7 =D8=A8=D8=A7=D8=B2=D8=A7=D8=B1 =D8=AE=D8=A7=D8=B1=D8=AC =DA=A9=D8=B4=D9=88=0D=20=D9=85=D8=AD=D8=B5=D9=88=D9=84=D8=A7=D8=AA =0D=20=D8=B4=DB=8C=D8=B1=D8=A2=D9=84=D8=A7=D8=AA =D8=B5=D9=86=D8=B9=D8=AA=DB=8C =0D=20=D9=84=D9=88=D9=84=D9=87 =0D=20=D8=A7=D8=AA=D8=B5=D8=A7=D9=84=D8=A7=D8=AA =0D=20=D9=81=D9=84=D9=86=DA=86 =0D=20=D8=A7=D8=A8=D8=B2=D8=A7=D8=B1 =D8=A2=D9=84=D8=A7=D8=AA=0D=20=D8=A7=D8=A8=D8=B2=D8=A7=D8=B1 =D8=AF=D9=82=DB=8C=D9=82=0D=20=D8=B4=DB=8C=D8=B1 =D9=81=D9=84=DA=A9=D9=87 =DA=A9=D8=B4=D9=88=DB=8C=DB=8C
END:VCARD