Page 1263 - e_cataleg_promomak_22

P O R T U G U Ê S
N O M E P Á GI N A N O M E P Á GI N A N O M E P Á GI N A
1 2 6 1
A br e- C á ps ul as 6 5 1, 6 7 0, 6 9 8, 6 9 9, 1 2 4 6 B ar al h o Es p a n h ol 7 1 8 C a d er n o 1 5 1, 1 5 2, 1 6 8, 1 6 9, 1 7 0, 1 7 1, 1 7 2, 1 7 4,
A br e- C á ps ul as 6 9 8 B ar al h o Fr a n c ês 7 1 8 1 7 5, 1 7 6, 1 7 7, 1 8 4, 8 1 2, 8 7 2, 8 7 3, 1 2 1 9
A nti b a ct eri a n o B arr a 1 0 4 6, 1 2 5 1 C a d er n o Al m of a d a 1 2 1 9
A br e- C á ps ul as Cli p 1 2 4 4 B as e 1 1 9 2 C a d er n o 1 5 8
A br e- C art as 8 0 7 B as es p ar a C o p os 6 5 0, 1 2 4 4 A nti b a ct eri a n o O _
A d a pt a d or 8 8 B as es p ar a C o p os 6 7 0 C a d er n o D es e n h o 6 2 6
p ar a C ol orir
A d a pt a d or T o m a d as 4 7 4, 4 7 5 A br e- C á ps ul as C ai x a C er as 6 2 5, 6 2 7, 8 6 4, 8 6 7 C
A d a pt a d or Vi a g e m 4 7 5 B ast ã os 4 5 2 C ai x a C h á 6 4 3 TI
A d a pt a d or Vi a g e m 4 7 5 B ast õ es 9 9 4, 1 2 0 1 É
M ultif u n ç ã o B at eri a A u xili ar 8, 1 2, 2 3, 2 4, 2 9, 4 0, 4 1, 7 4, 7 5, 7 6, 7 7, 7 8, C ai x a d e L u z 6 7 7 B
A f a 8 7 0 7 9, 8 1, 8 2, 8 3, 8 4, 8 5, 7 9 9, 1 2 0 6, 1 2 0 7 C ai x a Est erili z a d or a 9 2 7 A
U V C arr e g a d or
A g e n d a 2 2 1 B at eri a A u xili ar U S B 8 0 C ai x a Gi z es 6 2 4, 8 6 4 F
A g e n d a A g e n d a 1 8 3 Bi n ó c ul o 1 2 2 7, 1 2 3 8 L A
P er p et u a Blist er 4 Pil h as 1, 5 V 1 2 9 C ai x a L á pis 6 1 4, 6 1 6, 6 2 5, 6 2 7, 8 6 5, 8 6 7 E
A git a d or 7 0 4 Bl o c o A d esi v o 1 7 3, 1 7 9, 1 8 4 C ai x a M ulti us os 1 2 4 2
Al ar m e P ess o al 1 0 6, 9 2 2 Bl o c o d e C ol a g e m 1 8 5 C ai x a p ar a 9 1 6, 9 1 7, 9 1 8 C
C o m pri mi d os
Al c o oli m etr o 1 0 7, 9 6 2 Bl o c o d e N ot as 1 4 1, 1 5 0, 1 5 1, 1 5 4, 1 5 5, 1 5 6, 1 5 7, 1 5 9, 1 6 0, C ai x a p ar a 9 1 7 DI
Alis a d or C a b el o 8 1 0 1 6 1, 1 6 2, 1 6 3, 1 6 4, 5 7 8, 5 7 9, 7 9 7, 1 2 1 9 C o m pri mi d os N
Al m of a d a 4 6 2, 9 5 1, 1 0 4 7 Bl o c o d e N ot as 1 7 0, 1 7 3, 1 7 8, 1 7 9, 1 8 0, 1 8 1, 1 8 2 A nti b a ct eri a n o
Al m of ari z 6 4 1 A d esi v as C al ç a d eir a 7 1 2, 9 1 4 X / Í
Li m p a S a p at os
Altif al a nt e 9, 1 1, 1 3, 1 5, 1 6, 1 7, 2 1, 2 3, 2 5, 2 6, Bl o c o d e N ot as 1 5 3
A d esi v as S e m e nt e
3 0, 3 1, 3 2, 5 8, 5 9, 6 0, 6 1, 6 2, 6 3, 6 4, C al ç ã o 1 1 5 8 E
6 5, 7 4, 8 0 1, 1 0 4 9, 1 2 0 6, 1 2 0 7 Bl o c o d e N ot as 1 5 8 C al ç as D e p orti v as 4 4 0, 1 1 5 6 D
Altif al a nt e 8 0 A nti b a ct eri a n o C al ç õ es 4 4 0, 1 1 5 9 N
B at eri a A u xili ar Bl o c o d e N ot as 1 1 8, 1 4 4, 1 4 5 C al c ul a d or a 3 6, 1 3 3, 2 0 8, 1 2 1 8 L I
Altif al a nt e 2 5, 3 0, 3 1, 6 5 B at eri a A u xili ar C al e n d ari o A d v e nt o 1 1 9 6
C arr e g a d or Bl o c o d e N ot as 1 3 4, 1 3 9, 1 4 3 A
Altif al a nt e 6 4, 7 6 4 C arr e g a d or C al e n d ári o 2 2 0 C
P ort a- C h a v es Bl o c o d e N ot as 1 4 4 M a g n éti c o TI
Altif al a nt e 1 2 0 7 M ultif u n ç ã o C al e n d ári o 1 8 3 E
P ort at u d o Bl o c o d e N ot as 1 5 3, 4 0 4 P er p et u o B
Altif al a nt es 1 2 0 6 S e m e nt e C al e n d ári o 2 2 0 A
S e cr et ári a
A m bi e nt a d or 9 7 3, 1 2 4 5 Bl o c o d e N ot as U S B 1 6 5 C â m er a 1 0 7, 9 6 2 H
A n el Aj ust á v el 8 1 7, 8 2 1, 8 2 3 Bl o c o Y o g a 4 1 6 C â m er a 3 6 0° 1 0 4 P
A n el d e L u z 9 4 Bl o q u e a d or 1 1 4, 1 1 5, 4 0 7 C â m er a D es p orti v a 1 0 5 L
W e b c a m
A n el d e L u z Tri p é 9 4 Bl o q u e a d or 1 1 4 C â m er a 1 0 4 A
A nti- D err a p a nt e 4 5 2 W e b c a m D es p orti v a 3 6 0°
A nti- Str ess 7 2 8, 7 2 9, 7 3 0, 9 1 9 A nti b a ct eri a n o C â m er a I nt eli g e nt e 1 0 6
A pit o 4 2 2, 4 5 4, 8 8 6, 9 9 3 Bl o q u e a d or 1 2 1 2 C a m p ai n h a 1 2 3 6
W e b c a m J o ysti c k
A q u a S a p at os 1 2 5 2 B ol a 4 2 3, 7 3 6, 8 8 1, 9 8 0, 1 0 4 0, 1 0 4 1, 1 1 9 6 C a ni v et e 4 5 8, 8 1 5, 9 5 2, 9 5 3, 9 5 5
A q u e c e d or 3 6, 1 3 3, 2 0 5, 3 5 5 C a ni v et e M ulti us os 4 5 8, 8 1 5, 9 5 4, 9 5 5
C h á v e n as B ol a A nti- Str ess 7 2 8, 7 2 9 C a p a C a d eir a 1 1 9 2
A q u e c e d or 2 0 5, 3 5 5 B ol a G olf 4 4 3
C h á v e n as B ol a Pr ai a 1 0 4 2, 1 0 4 3, 1 2 0 5 C a p a i P h o n e 8 0 6
C arr e g a d or B ols a 8 2 8, 8 5 0, 1 0 3 1, 1 1 9 6, 1 2 1 0, 1 2 2 5 C a p a p ar a V ol a nt e 9 6 0
A q u e c e d or P es c o ç o 8 5 5, 8 8 5, 1 1 0 8, 1 1 0 9, 1 1 1 0, 1 1 1 1, 1 1 2 0 B ols a Bi ci cl et a 4 3 7, 4 3 8 C á ps ul a S e m e nt es 4 0 5
A q u e c e d or P es c o ç o 1 1 1 1 C arr e g a d or 1 0, 1 4, 1 6, 1 7, 2 1, 2 2, 2 4, 2 8, 2 9, 3 8, 3 9,
A nti b a ct eri a n a B ols a Bl o c o 1 2 1 9 4 2, 6 8, 6 9, 7 0, 7 1, 7 2, 7 3, 7 4, 8 9, 9 0,
d e N ot as
A q u e c e d or 8 5 5, 1 1 1 0, 1 1 1 3 9 1, 9 2, 9 3, 1 1 1, 1 1 9, 1 2 0 6, 1 2 0 8
P es c o ç o G orr o B ols a C a b os 9 5 8 C arr e g a d or 5 0, 9 6 3
Ar ej a d or d e Vi n h o 6 9 1 B ols a M o c hil a 2 6 7, 4 5 6 A us c ult a d or
Ar m a ç ã o d e Ó c ul os 1 0 0 3, 1 2 3 8 B ols a p ar a L a pt o p 1 3 6, 1 3 8, 1 4 1, 2 2 8, 7 9 1 C arr e g a d or 7 6
Arr ef e c e d or 6 9 2, 6 9 3 B ols a p ar a L a pt o p 1 4 2, 2 2 9 B at eri a A u xili ar
M ultif u n ç ã o
Ár v or e N at al 1 1 8 7, 1 1 9 1 B ols a p ar a Pr es u nt o 5 1 0 C arr e g a d or L a n y ar d 1 2 1 7
At a c a d or es 1 2 2 8 B ols a P ass a p ort e 4 7 1 C arr e g a d or 4 2, 1 2 0 8
M ultif u n ç ã o
A us c ult a d or 4 8, 1 2 0 9 B ols a Pl ásti c o 6 0 2, 8 3 0 C arr e g a d or 2 0, 3 7
A us c ult a d or 5 3 Or g a ni z a d or
Altif al a nt es B ols a R efri g er a d or a 3 7 3, 3 7 4, 3 7 5, 3 7 7, 3 7 8, 3 7 9, C arr e g a d or P uls eir a 9 3, 1 2 0 8
3 8 0, 3 8 1, 3 8 4, 8 7 5, 1 2 2 5
A us c ult a d or 5 0
B at eri a A u xili ar B ols a S a p at os 4 2 5, 4 7 2 C arr e g a d or 2 8, 9 2, 9 3, 2 1 6, 7 6 5, 1 0 0 8
Si n cr o ni z a d or
A us c ult a d or es 1 1, 2 6, 3 3, 4 8, 4 9, 5 1, 5 2, 5 3, 5 4, 5 5, B ols a S e g ur a n ç a 7 3 8
5 6, 5 7, 4 3 5, 8 0 0, 8 0 1, 1 2 0 9 B ols a S eli m 4 3 7, 8 4 8 C arr e g a d or S u p ort e 8, 9 6 7
B ols a Ta bl et 2 0 1, 1 2 1 5 C arr e g a d or U S B 8 8
A us c ult a d or es 4 8 B ols a Tir a- c ol o 2 7 5, 2 7 7, 2 7 8, 2 7 9, 8 5 2, 1 2 2 6 C arr e g a d or 9 6 6, 9 6 7, 1 2 4 8
A nti b a ct eri a n o B o m b o n S e m e nt es 4 0 5 U S B C arr o
A us c ult a d or es 5 0 C arri n h o C o m pr as 5 0 8, 5 0 9
C arr e g a d or B o n é 4 4 1, 8 4 3, 8 5 5, 9 4 8, 1 0 6 8, 1 0 6 9, 1 0 7 0, C art ã o 8 2 4
1 0 7 1, 1 0 7 2, 1 0 7 3, 1 0 7 4, 1 0 7 5, 1 0 7 6,
A v e nt al 5 3 6, 6 5 4, 6 5 5, 6 5 6, 6 5 7, 6 5 8, 6 5 9, 1 0 7 7, 1 0 7 8, 1 0 8 2, 1 2 0 3, 1 2 4 9, 1 2 5 4 A pr es e nt a ç ã o
7 0 6, 7 0 7, 8 6 2, 1 2 4 2, 1 2 4 6 C art ã o T e e G olf 4 4 3
A v e nt al D o br á v el 6 5 9 B o n é C a m u f a g e m 1 0 8 3 C art eir a 7 3 7, 7 4 1, 7 4 5, 8 0 3
8 8 3, 1 0 8 0
B o n é Cri a n ç a
A v e nt al S u bli m a ç ã o 6 5 9, 8 5 3 B orr a c h a 6 3 0, 8 7 0, 1 2 2 3 C art eir a P ort a- 7 3 7, 7 4 1, 8 0 3
A vi ã o 8 7 6 B ot a Vi n h o 6 9 4 C art õ es
A z eit e Eli z o n d o 4 1 2 Br a ç a d eir as 1 0 4 6 C as a c o 1 1 7 2, 1 1 7 3, 1 1 7 4, 1 1 7 5, 1 1 7 6,
A z eit e Eli z o n d o 4 1 3 1 1 7 7, 1 1 7 8, 1 1 7 9, 1 1 8 0, 1 2 5 4
Pr e mi u m Br a c el et e 2 3 0, 4 3 0, 4 3 1, 1 2 1 0 C as a c o P ol ar 1 1 7 2, 1 1 8 1
A z eit e Pr e mi u m 4 1 1 Br a c el et e 4 4, 4 5, 4 6, 1 2 0 6 C as a c o T e c ni c o 1 1 6 9
I nt eli g e nt e
B al a n ç a 6 4 0, 8 9 1 Br a c el et e 4 5 3 C asit a P áss ar o 9 5 1
B al a n ç a B a g a g e m 4 7 0 M ultif u n ç ã o C est a 8 8 0
B al a n ç a B a g a g e m 4 7 0 Br a c el et e 4 3 1 C h a p é u 8 0 4, 1 0 8 2, 1 0 8 4, 1 0 8 5, 1 0 8 6, 1 0 8 7,
B a t eri a A u xili ar R e f e ct a nt e 1 0 8 8, 1 0 8 9, 1 0 9 0, 1 0 9 1, 1 2 4 9
B al d e d e G el o 1 2 4 6 Bri n c os 8 1 6, 8 2 1, 8 2 2, 8 2 3 C h a p é u C o zi n h a 7 0 8
B al d e d e G el o 7 0 2, 1 0 4 9 B ul e 3 1 1, 6 4 3 C h a p é u Cri a n ç a 1 0 8 0
Altif al a nt e B úss ol a 4 5 4, 4 5 9, 8 1 4 C h a p é u d e C h u v a 8 0 5, 8 1 2, 8 5 4, 8 8 4, 1 0 9 8, 1 0 9 9, 1 1 0 0, 1 1 0 1,
B al d e p ar a G el o 7 0 3 C a bi d e 1 2 4 5 1 1 0 2, 1 1 0 3, 1 1 0 4, 1 1 0 5, 1 1 2 1, 1 2 5 3
B ali z a 4 2 2, 1 0 4 0 C a bi d e d e 6 7 7 C h a p é u d e C h u v a 1 1 0 4
B áls a m o L a bi al 9 1 0, 9 1 1 M e ns a g e ns E xt e nsí v el 4 4 2
C h a p é u d e
B a n d a C a d eir a 7 1 1 C a bi d e M ás c ar as 9 3 1 C h u v a G olf
B a n d a T ér mi c a 1 2 2 7 C a c h e c ol z 8 0 4, 8 8 5, 1 1 1 6, 1 1 2 0, 1 2 0 1 C h a p é u d e C h u v a 1 1 0 2
B a n d a n a 7 0 8 C a c h e c ol R e v ersí v el 8 0 4 R e v ersí v el
B a n d eir a 9 9 2, 9 9 9, 1 2 0 1 C a d e a d o 4 3 7, 4 7 0 C h á v e n a 2 8 4, 2 9 2, 2 9 4, 2 9 5, 2 9 6, 2 9 7, 2 9 8, 2 9 9, 3 0 0, 3 0 1,
B a n d ej a A p eriti v os 6 6 4 C a d eir a 1 0 5 6 3 0 2, 3 0 3, 3 0 8, 3 0 9, 3 1 1, 3 1 2, 3 1 3, 3 1 4, 3 1 7,
3 2 0, 3 5 8, 3 9 0, 3 9 1, 3 9 2, 6 4 3, 8 6 2, 1 1 9 3, 1 2 2 4
B a n d ej a d e S h ots 6 4 5, 7 0 0 C a d eir a B ols a 1 0 5 6 C h á v e n a 3 1 6
B a n n er 9 9 9 R efri g er a d or a A nti b a ct eri a n a