BEGIN:VCARD VERSION:2.1 N;CHARSET=UTF-8:;تکنو کابین;;;محمد حسین بهرام زاده FN;CHARSET=UTF-8:تکنو کابین, محمد حسین بهرام زاده TEL;CELL:09123463188 TEL;VOICE:09203463188 ADR;HOME:;;35.732916,51.849138;;;; ADR;WORK;CHARSET=UTF-8:;;روبروی پمپ بنزین بخششی ;;;; TITLE;CHARSET=UTF-8:تکنو کابین PHOTO;ENCODING=BASE64;JPEG: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 NOTE;CHARSET=UTF-8;ENCODING=QUOTED-PRINTABLE:=D8=B7=D8=B1=D8=A7=D8=AD=DB=8C =D9=88 =D8=B3=D8=A7=D8=AE=D8=AA =D8=A7=D9=86=D9=88=D8=A7=D8=B9 =DA=A9=D8=A7=D8=A8=DB=8C=D9=86=D8=AA =D9=87=D8=A7=DB=8C=20=D8=A2=D8=B4=D9=BE=D8=B2=D8=AE=D8=A7=D9=86=D9=87 =0D=20=D9=81=D9=84=D8=B2=DB=8C =D8=8C =DA=86=D9=88=D8=A8=DB=8C =D9=88 mdf=0D=20=DA=A9=D9=84=DB=8C=D9=87 =D8=B3=D9=81=D8=A7=D8=B1=D8=B4=D8=A7=D8=AA =D9=BE=D8=B0=DB=8C=D8=B1=D9=81=D8=AA=D9=87 =D9=85=DB=8C =D8=B4=D9=88=D8=AF=0D=20 END:VCARD