BEGIN:VCARD VERSION:2.1 N;CHARSET=UTF-8:;ابزار تراش صمدی;;;مجتبی صمدی FN;CHARSET=UTF-8:ابزار تراش صمدی, مجتبی صمدی TEL;CELL:09906461496 TEL;VOICE:02166749861 ADR;HOME:;;35.686391,51.410712;;;; ADR;WORK;CHARSET=UTF-8:;;میدان حسن آباد ، پاساژ هشت گنبد ، واحد ۱۸;;;; TITLE;CHARSET=UTF-8:ابزار تراش صمدی PHOTO;ENCODING=BASE64;JPEG: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 NOTE;CHARSET=UTF-8;ENCODING=QUOTED-PRINTABLE:=D9=88=D8=A7=D8=B1=D8=AF=D8=AA =DA=A9=D9=86=D9=86=D8=AF=D9=87 =D9=88 =D9=BE=D8=AE=D8=B4 =DA=A9=D9=86=D9=86=D8=AF=D9=87 =D8=A7=D8=A8=D8=B2=D8=A7=D8=B1=20=D8=A7=D9=84=D8=A7=D8=AA =D8=A8=D8=B1=D9=86=D8=AF Mj=0D=20=D9=BE=D8=AE=D8=B4 =D8=B9=D9=85=D8=AF=D9=87 =D9=88 =D8=AA=DA=A9=DB=8C =D9=85=D8=AA=D9=87 =D9=87=D8=A7=DB=8C =DA=A9=D8=A8=D8=A7=D9=84=D8=AA=D8=AF=D8=A7=D8=B1 =D8=A7=D8=B2 =D8=B3=D8=A7=DB=8C=D8=B2 0/8 =D8=A7=D9=84=DB=8C 12/9 =D8=AF=D9=87=D9=85 =D8=AF=D8=A7=D8=B1 =D9=88 =D9=85=DB=8C=D9=84=DB=8C=D9=85=D8=AA=D8=B1 1 =D8=A7=D9=84=DB=8C 16 =D9=85=D9=88=D8=AC=D9=88=D8=AF =0D=20=D9=BE=D8=AE=D8=B4 =D9=82=D9=84=D8=A7=D9=88=DB=8C=D8=B2 =D8=AF=D8=B3=D8=AA=DB=8C =D9=88 =D9=85=D8=A7=D8=B4=DB=8C=D9=86=DB=8C =D8=8C =D9=84=D9=88=D9=84=D9=87(G) =D8=AF=D8=B3=D8=AA=DB=8C =D9=88 =D9=85=D8=A7=D8=B4=DB=8C=D9=86=DB=8C =D9=88 NPT =DA=A9=DB=8C=D9=81=DB=8C=D8=AA HSS-E=0D=20=D9=82=D9=84=D8=A7=D9=88=DB=8C=D8=B2 =D8=AF=D8=B3=D8=AA=DB=8C =D9=85=D8=A7=D8=B4=DB=8C=D9=86=DB=8C =D8=A7=D8=B2 =D8=B3=D8=A7=DB=8C=D8=B2 1.6 =D8=A7=D9=84=DB=8C 30 =D9=85=D9=88=D8=AC=D9=88=D8=AF =0D=20=D9=82=D9=84=D8=A7=D9=88=DB=8C=D8=B2 =D9=84=D9=88=D9=84=D9=87(G) =D8=AF=D8=B3=D8=AA=DB=8C =D9=88 =D9=85=D8=A7=D8=B4=DB=8C=D9=86=DB=8C =D9=88 NPT =0D=201.8-1.4-1.2-3.8-3.4=0D=20=D9=84=D9=88=D8=A7=D8=B2=D9=85 =D8=A7=D9=86=D8=AF=D8=A7=D8=B2=D9=87 =DA=AF=DB=8C=D8=B1=DB=8C =D8=A8=D8=A7 =D8=AF=D9=82=D8=AA =DB=8C=DA=A9 =D8=B5=D8=AF=D9=85 =DA=A9=DB=8C=D9=81=DB=8C=D8=AA =D8=A8=D8=A7=D9=84=D8=A7 =0D=20=D8=B3=D8=A7=D8=B9=D8=AA =D8=A7=D9=86=D8=AF=DB=8C=DA=A9=D8=A7=D8=AA=D9=88=D8=B1=E2=80=8C =DA=A9=D9=88=D8=B1=D8=B3 =DB=B1=DB=B0=E2=80=8C=D9=85=DB=8C=D9=84=DB=8C=D9=85=D8=AA=D8=B1 ( =DB=B1 =D8=B3=D8=A7=D9=86=D8=AA )=0D=20=D8=B3=D8=A7=D8=B9=D8=AA =D8=A7=D9=86=D8=AF=DB=8C=DA=A9=D8=A7=D8=AA=D9=88=D8=B1 =DA=A9=D9=88=D8=B1=D8=B3=DB=B3=DB=B0=D9=85=DB=8C=D9=84=DB=8C=D9=85=D8=AA=D8=B1 ( =DB=B3 =D8=B3=D8=A7=D9=86=D8=AA )=0D=20=D8=B3=D8=A7=D8=B9=D8=AA =D8=A7=D9=86=D8=AF=DB=8C=DA=A9=D8=A7=D8=AA=D9=88=D8=B1 =DA=A9=D9=88=D8=B1=D8=B3 =DB=B5=DB=B0=D9=85=DB=8C=D9=84=DB=8C=D9=85=D8=AA=D8=B1 ( =DB=B5 =D8=B3=D8=A7=D9=86=D8=AA )=0D=20=D8=B3=D8=A7=D8=B9=D8=AA =D8=B4=DB=8C=D8=B7=D9=86=DA=A9=DB=8C =0D=20=D8=B4=D9=85=D8=A7=D8=B1=D9=87 =D8=A7=D9=86=D8=AF=D8=A7=D8=B2 =DB=B5 =D8=B1=D9=82=D9=85=DB=8C =D8=AC=D9=86=D8=B3 =D8=AE=D9=88=D8=A8=0D=20=D9=81=D8=B1=D8=B2 =D8=A7=D9=84=D9=85=D8=A7=D8=B3 =DB=B4=DB=B5 =D8=B1=D8=A7=DA=A9=D9=88=D9=84 =0D=20=D9=81=D8=B1=D8=B2 =D8=A7=D9=84=D9=85=D8=A7=D8=B3 =D8=B3=D8=B1 =D8=AA=D8=AE=D8=AA =D8=A7=D8=B2 =D8=B3=D8=A7=DB=8C=D8=B2 =D9=87=D8=A7=DB=8C =DB=B1 =D8=A7=D9=84=DB=8C =DB=B2=DB=B0 =0D=20=D8=AF=D8=B1 =D8=B7=D9=88=D9=84 =D9=87=D8=A7=DB=8C =D8=A7=D8=B3=D8=AA=D8=A7=D9=86=D8=AF=D8=A7=D8=B1=D8=AF =D9=88 =D8=B7=D9=88=D9=84 =D9=87=D8=A7=DB=8C =DB=B1=DB=B5=DB=B0 =D9=85=DB=8C=D9=84=DB=8C=D9=85=D8=AA=D8=B1 =0D=20=D9=81=D8=B1=D8=B2 =D8=A7=D9=84=D9=85=D8=A7=D8=B3 =D8=A8=D8=A7=D9=84=D9=86=D9=88=D8=B2 =0D=20=D9=81=D8=B1=D8=B2 =D8=A7=D9=84=D9=85=D8=A7=D8=B3 =D8=AA=DB=8C=D9=BE =0D=20=D9=81=D8=B1=D8=B2 =D9=81=D8=B1=D9=85 =D9=BE=D9=88=D8=AF=D8=B1 =D8=A7=D9=84=D9=85=D8=A7=D8=B3=D9=87 =D8=AF=D9=86=D8=A8=D8=A7=D9=84=D9=87 =DB=B3 =D9=88 =DB=B2.=DB=B3 =0D=20=D9=81=D8=B1=D8=B2 =D9=81=D8=B1=D9=85 =D8=B3=D8=B1 =D8=A7=D8=B3=D8=AA=D9=88=D8=A7=D9=86=D9=87 =D8=AF=D9=86=D8=A8=D8=A7=D9=84=D9=87 =DB=B6=0D=20=D9=85=D8=AA=D9=87 =D9=85=D8=B1=D8=BA=DA=A9 =D8=A8=D8=A7 =DA=A9=DB=8C=D9=81=DB=8C=D8=AA HSS-E=0D=20=D8=AF=D8=B1 =D8=B3=D8=A7=DB=8C=D8=B2 =D8=A8=D9=86=D8=AF=DB=8C =D9=87=D8=A7=DB=8C =0D=20=DB=B1-=DB=B1.=DB=B6-=DB=B2-=DB=B2.=DB=B5-=DB=B3.=DB=B1=DB=B5-=DB=B4-=DB=B5-=DB=B6=0D=20=D8=AF=D8=B1 =D8=B7=D9=88=D9=84 =D9=87=D8=A7=DB=8C =D8=A7=D8=B3=D8=AA=D8=A7=D9=86=D8=AF=D8=A7=D8=B1=D8=AF =D9=85=D9=88=D8=AC=D9=88=D8=AF =D9=85=DB=8C=D8=A8=D8=A7=D8=B4=D8=AF END:VCARD