Page 1266 - 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 4 R as p a d or G el o 9 7 0 S et Gi n T ó ni c o 4 0 8 T er m o 2 8 5, 3 2 2, 3 2 3, 3 2 4, 3 2 5, 7 8 8
R a t o 2 7, 1 1 0 S et G olf 4 4 2 T er m o S u bli m a ç ã o 3 3 4, 8 3 6, 8 3 8
R at o A nti b a ct eri a n o 1 1 0 S et I n di vi d u ais 8 0 8 T er m ó m etr o Di git al 9 2 3
O _ R e b u ç a d o 7 3 1 S et J ar di n a g e m 9 5 1 Ti g el a 6 5 3
4 2 4, 7 1 9, 7 2 0, 8 8 0
S et J o g o
R e c e pt or Bl u et o ot h 1 0 7, 9 6 2
9 7 6, 9 7 7
Ti g el a D o br á v el
R e ci pi e nt e 3 1 8, 3 2 0, 3 5 6, 3 6 9 S et J o g os 7 2 2, 7 2 3 T o al h a 4 0 2, 4 2 6, 4 4 1
C H a bili d a d e
R e c ol h e- C a b os 1 2 0 9 T o al h a A bs or v e nt e 4 2 6, 4 2 7, 8 4 3, 8 4 9, 8 7 9, 9 1 4, 1 0 5 8, 1 0 5 9
TI R e d e 4 4 6, 4 4 7, 1 0 1 4 S et L á pis 7 8 0 T o al h a d e M es a 7 1 0
É R é g u a 6 3 0, 6 3 1, 8 7 2 S et Li m as 8 9 6, 1 2 3 9 T o al h a G olf 4 4 2
B S et Li m p e z a 2 1 0, 6 6 4
A R é g u a 6 3 1 S et M a n d al a 6 2 6 T o al hit as 7 0 9
A nti b a ct eri a n a
F T o u c a Pis ci n a 4 3 3, 8 4 9
L R é g u a C al c ul a d or a 1 2 1 8 S et M a ni c ur a 8 9 3, 8 9 7 Tr a d ut or 1 2 3 0
A
R é g u a L u p a 6 2 9 S et M ar c a d or es 6 3 4, 6 3 5 Tri p é U ni v ers al 1 0 5
E M ar c a d or d e Li vr o S et M e di d as 1 2 4 3 Tr of é u 9 8 5
C R é g u a M ar c a d or 1 8 1 S et M oi n h os 4 0 9
d e Li vr o Tr oll e y 2 0 2, 2 0 3, 4 6 8, 4 6 9, 7 9 4, 7 9 5, 1 2 3 0
DI R el ó gi o 4 4, 4 2 9, 6 6 7, 7 6 8, 7 6 9, 8 0 2, 9 2 5, 1 2 3 7, 1 2 4 3 S et M ol d es 6 6 5, 1 2 4 2 Tr oll e y D o br á v el 4 6 6
N R el ó gi o C arr e g a d or 6 7 S et P a ell a M aris c o 4 1 0 T- S hirt 4 4 1, 1 1 5 9
S et P al h as
3 7 0
X / Í R el ó gi o d e Ar ei a 8 7 8, 9 1 2, 9 1 4 S et P alit os 6 5 2, 6 5 3 T- S hirt A d ult o 8 4 4, 8 4 5, 1 1 2 9, 1 1 3 1, 1 1 3 5, 1 1 4 8, 1 1 4 9,
1 1 5 1, 1 1 5 3, 1 1 5 4, 1 1 5 5, 1 1 5 6, 1 1 5 7,
R el ó gi o I nt eli g e nt e 4 6, 4 7
1 1 6 0, 1 1 6 1, 1 1 6 8, 1 2 0 2, 1 2 5 5
R el ó gi o M ultif u n ç ã o 3 5, 6 7 S et p ar a A ni m al 9 7 6
E Esti m a ç ã o T- S hirt A d ult o 1 1 2 7, 1 1 2 8
D R el ó gi o R á di o 3 5 S et Pi nt ur as 9 9 5, 1 2 0 0 “ k e y a”
N R el ó gi o 6 6 7 S et Q u eij os 6 4 8, 6 4 9 T- S hirt A d ult o 1 1 2 4, 1 1 3 5, 1 1 3 6, 1 1 3 7, 1 1 4 1, 1 1 6 4
Br a n c a
T e m p ori z a d or
L I R el ó gi o T er m ó m etr o 4 4, 9 2 3 S et S a c os 4 9 2, 4 9 9, 6 6 9, 8 5 3 T- S hirt A d ult o 1 1 2 5, 1 1 3 3, 1 1 3 9, 1 1 4 0
A R el ó gi o V as o 1 2 4 5 S et S al 4 0 9 Br a n c a “ k e y a”
C S et S el f e 1 0 0 3 T- S hirt A d ult o C ôr 1 1 2 4, 1 1 3 6, 1 1 3 7, 1 1 4 1, 1 1 6 4
R e utili z a- B ols as 6 6 9, 1 2 5 1
TI R ol h a B o m b a 6 9 1 S et Tal h er es 3 7 1, 3 7 2, 6 5 3, 6 6 2 T- S hirt A d ult o 1 1 2 5, 1 1 3 3, 1 1 3 9, 1 1 4 0
C ôr “ k e y a”
E d e V á c u o S et V as o 7 2 6 T- S hirt Cri a n ç a 4 4 1, 8 4 5, 1 1 5 0, 1 1 5 2, 1 1 5 5, 1 1 5 9, 1 1 6 1
B R ol h a S u p ort e 1 2 4 6 S et V el as 1 1 8 8, 1 2 4 5
A R oll U p 9 9 7 S et Vi a g e m 4 6 2, 4 6 3, 4 7 2 T- S hirt Cri a n ç a 1 1 2 6
“ k e y a”
H R oll er 5 5 9, 5 7 2, 5 7 3, 5 9 4, 7 7 6, 1 2 2 2 S et Vi n h os 6 8 6, 6 8 8, 6 8 9, 6 9 1 T- S hirt Cri a n ç a 1 1 3 4, 1 1 3 6
P R ol o 3 9 5 S et Vi n h os e 6 4 8, 6 8 7 Br a n c a
L R ol o M us c ul ar 4 1 6 Q u eij os T- S hirt Cri a n ç a 1 1 3 2
A Br a n c a “ k e y a”
S a c a- R ol h as 6 7 0, 6 9 6 S h a k er 7 0 5
S a c a- R ol h as 6 8 6, 6 9 7 S u p ort e 1 8, 2 8, 9 5, 9 6, 9 7, 9 8, 9 9, 1 1 9, 1 3 3, 1 4 7, T- S hirt Cri a n ç a C ôr 1 1 3 4, 1 1 3 6
A br e- C á ps ul as 2 1 0, 4 2 8, 4 3 8, 6 6 6, 6 8 3, 7 4 2, 7 4 3, 9 6 4, 9 6 5, T- S hirt Cri a n ç a 1 1 3 2
S a c o 1 4 0, 2 6 8, 2 6 9, 2 7 0, 2 7 1, 2 7 2, 2 7 3, 3 8 2, 3 9 8, 3 9 9, 9 7 2, 1 0 4 8, 1 2 1 3, 1 2 3 6, 1 2 4 3, 1 2 4 8, 1 2 5 1 C ôr “ k e y a”
4 0 0, 4 0 1, 4 2 5, 4 5 6, 4 5 7, 4 6 4, 4 6 5, 4 8 4, 4 8 5, 4 8 6, T- S hirt M ul h er 1 1 5 0, 1 1 5 2, 1 1 5 8, 1 1 6 0
4 8 7, 4 8 8, 4 8 9, 4 9 0, 4 9 1, 4 9 2, 4 9 3, 4 9 4, 4 9 5, S u p ort e 9 8, 9 9
4 9 6, 4 9 7, 4 9 8, 4 9 9, 5 0 0, 5 0 1, 5 0 3, 5 0 4, 5 0 5, A nti b a ct eri a n o T- S hirt M ul h er 1 1 2 6
5 0 6, 5 0 8, 5 1 0, 5 1 1, 5 1 2, 5 1 3, 5 1 4, 5 1 5, 5 1 6, S u p ort e B a n d eir a 9 9 8 “ k e y a”
5 1 7, 5 2 2, 5 2 3, 5 2 4, 5 2 6, 5 2 7, 5 2 8, 5 2 9, 5 3 0, S u p ort e B ols as 1 2 2 9 T- S hirt M ul h er 1 1 3 5, 1 1 4 1
5 3 1, 5 3 2, 5 3 7, 6 9 4, 6 9 5, 7 9 4, 8 1 0, 8 2 6, 8 2 7, Br a n c a
8 2 9, 8 3 2, 8 4 2, 8 6 3, 1 0 5 2, 1 0 6 1, 1 0 6 2, 1 0 6 3, S u p ort e C arr e g a d or 9 6 3 T- S hirt M ul h er 1 1 3 2, 1 1 3 8
1 0 6 4, 1 0 6 5, 1 1 9 7, 1 2 2 9, 1 2 3 0, 1 2 3 6, 1 2 5 0 S u p ort e E cr ã 9 6 4 Br a n c a “ k e y a”
S a c o A nti b a ct eri a n o 5 0 2 S u p ort e M ulti us os 1 2 4 4, 1 2 5 1 T- S hirt M ul h er C ôr 1 1 3 5, 1 1 4 1
S a c o Arr ef e c e d or 6 9 2 S u p ort e 8 2 3 T- S hirt M ul h er 1 1 3 2, 1 1 3 8
S a c o D es p ort o 2 4 7, 2 7 4 P e n d ur a- B ols os C ôr “ k e y a”
S a c o D o br á v el 2 7 2, 4 8 6, 4 9 1, 4 9 7, 4 9 8, 5 0 1, 5 0 5, 5 1 2, S u p ort e P e n d ur a- 7 7 2 T- S hirt R a p ari g a C ôr 1 1 3 4
5 1 8, 5 1 9, 5 2 0, 5 2 1, 8 4 2, 8 4 6, 1 2 2 9 B ols os D o br á v el U mi di f c a d or 6 7 6, 9 7 2
S a c o E xt e nsí v el 5 0 8 S u p ort e P ort a- 4 3 0 V a p ori z a d or 6 6 4, 1 0 1 9, 1 2 1 4
S a c o G arr af a 3 3 0, 5 1 6, 8 2 6 M o e d as V as o 7 2 6, 7 2 7, 8 7 6
S a c o M o c hil a 2 7 3, 4 6 4 S u p ort e Pr ot e ct or 7 4 3 V el a 1 1 8 8
S a c o R e ci cl a g e m 6 6 9 S u p ort e T el e m ó v el 1 2 1 3 V el a Ar o m áti c a 6 7 4, 6 7 5, 1 1 8 7, 1 1 8 8
S a c o R efri g er a d or 3 7 5, 3 8 0, 3 8 2, 3 8 3, 5 0 6, 5 0 7 S us p e ns óri os 7 7 0 V el a El étri c a 1 2 4 5
S a c o S u bli m a ç ã o 5 2 5, 8 4 6, 8 4 7 S w e ats hirt A d ult o 1 1 6 5, 1 1 6 7 V e ntil a d or 4 5 0, 1 2 1 1, 1 2 1 5, 1 2 4 8, 1 2 5 1
S a c o T ér mi c o 3 7 6, 3 7 8, 3 7 9, 3 8 0, 3 8 3, 3 8 6, S w e ats hirt 1 1 6 3, 1 1 7 1 V e ntil a d or 1 0 1 9
A d ult o “ k e y a”
5 0 6, 5 0 7, 8 7 5, 9 2 0, 1 2 4 2 V a p ori z a d or
S a c o Tr oll e y 4 6 6 S w e ats hirt c o m 1 1 6 2 Vis eir a 1 0 7 8, 1 0 7 9
C a p u z + F e c h o
S a c o- C a m a 4 5 3 A d ult o “ k e y a” Vis eir a B u c o n as al 9 3 3
S al a d eir a 3 6 9 S w e ats hirt c o m 1 1 6 2, 1 1 7 0 Vis eir a d e 9 3 2
S el f e 1 0 0 3 C a p u z A d ult o Pr ot e ç ã o F a ci al
“ k e y a”
S el f e P ai P ai 1 0 0 3 S w e ats hirt Cri a n ç a 1 1 6 6 Vis eir a d e Pr ot e ç ã o 9 3 2
S et 1 0 1, 1 6 6, 1 6 7, 3 1 2, 3 9 3, 4 5 9, 5 6 0, 5 6 1, 6 0 4, F a ci al Bi m b o
6 0 5, 6 0 6, 6 1 4, 6 1 9, 6 2 4, 6 2 6, 6 2 7, 6 4 2, 7 8 1, S w e ats hirt M ul h er 1 1 6 7 X- at o 9 4 5
7 8 4, 7 8 6, 7 9 7, 7 9 8, 8 1 4, 8 6 4, 8 6 5, 8 6 6, S w e ats hirt T e c ni c a 1 1 6 8, 1 1 6 9
8 6 7, 8 7 0, 8 7 8, 8 7 9, 9 1 2, 9 5 7, 9 6 6, 1 1 1 6, X- B a n n er 9 9 7
1 1 9 7, 1 2 1 4, 1 2 2 3, 1 2 4 1, 1 2 5 3, 1 2 5 4 S w e ats hirt 1 1 6 8, 1 1 6 9 Y o- Y o 8 6 0, 8 6 1
T e c ni c a Cri a n ç a
S et A nti b a ct eri a n o 5 6 2 Ta bl et Es crit a L C D 1 6 5, 8 6 9 Y o- Y o 8 6 0
S et A z eit e Eli z o n d o 4 1 3 Ta b u a 6 4 6 A nti b a ct eri a n o
S et A z eit e Pr e mi u m 4 1 1 T á b u a 6 4 6, 6 4 7, 6 4 9
S et B as es p ar a 6 5 0, 1 1 9 2 Ta m p õ es O u vi d os 4 6 3, 9 1 5
C o p os
S et B at eri a A u xili ar 8 6, 8 7, 1 2 0 7 Ta p et e 1 9, 1 3 5, 4 3 3, 9 7 6
S et B ol as 4 1 7 Ta p et e 6 6 9, 7 0 9
D esi nf e ct a nt e
S et B orr a c h as 6 3 0, 8 7 0, 1 1 9 9 Ta p et e R at o 2 0 6, 2 0 7, 8 5 2, 1 2 1 5
S et C arr e g a d or U S B 8 7 Ta p et e R at o 2 0 7 C O P Y RI G H T
S et C h ás 4 0 8 A nti b a ct eri a n o
S et C h urr as c o 4 5 0, 4 5 1 Ta p et e R at o 2 2 0
S et C o c kt ail 7 0 4, 7 0 5 C al e n d ári o
S et C or d as El ásti c as 4 1 8, 4 1 9 Ta p et e R at o 1 2, 2 0, 1 3 4, 1 3 5, 1 3 9, 1 4 3, 2 0 6
C arr e g a d or
S et C os m éti c a 8 9 6 Ta p et e R at o 2 0 6
S et C o zi n h a 6 6 1, 6 6 3, 8 0 9, 1 2 4 3 P ort a- R etr at os
S et C u b os d e G el o 6 4 5, 7 0 1 T e cl a d o 1 2 1 2
S et E nf eit e 1 1 9 0, 1 1 9 1 T e cl a d o C arr e g a d or 1 0 8
S et Es p e ci ari as 6 4 1 T e cl a d o L as er 1 0 8
S et F err a m e nt as 9 3 8, 9 3 9 T e cl a d o S u p ort e 1 0 9
S et Fit as A d esi v as 1 2 1 8 T e e G olf 4 4 3
S et Fit n ess 4 1 8 T el a A ni m a ç ã o 9 9 5
S et G arf os 8 0 9 T el a S us p e ns a 9 3 1
S et G arr af as 1 1 9 2 T e m p ori z a d or 6 6 7, 1 1 9 5, 1 2 4 3