Größenberatung
Diese Seite gibt dir eine Übersicht über alle Größentabellen unserer Hersteller und wie du deine Maße ermitteln kannst. Zusätzlich findest du die Größentabellen auch in den einzelnen Artikelseiten. Sollte dein Skioutfit dennoch mal nicht perfekt sitzen, kein Problem. Nimm einfach Kontakt mit uns auf, wir senden dir schnellstmöglich die passende Größe zu.
Unser kostenfreier Umtausch-Service für Dich: Sollte dir dein Skioutfit mal nicht perfekt passen, gib uns eine Info und wir versuchen die kurzfristig passende Skisachen in der richtigen Größe zuzusenden. Dieser Umtauschservice ist für dich kostenfrei.
Tipp: Die Maße sind am genauesten, wenn du beim Messen nur leichte Kleidung trägst. Du kannst dir auch von einer anderen Person helfen lassen, das ist meist einfacher. Solltest du mit deinen Maßen in der Größentabelle zwischen zwei Größen liegen, dann wähle am besten die größere Größe.
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Damit du deine genaue Kleidergröße herausfindest, nimm jetzt dein Maßband zur Hand und bestimme deine optimale Größe:
A - Körpergröße: Höhe Barfuß vom Scheitel bis zur Sohle
B - Brustumfang: waagerecht um den Körper um die stärkste Stelle der Brust (unterhalb der Arme)
C - Taillenumfang: waagerecht um die Taille an der schmalsten Stelle des Oberkörpers (ohne zu schnüren)
D - Hüftumfang: waagerecht um den Körper an der stärkste Stelle der Hüfte bzw. des Gesäßes
E - Ärmellänge: am ausgestreckten Arm an einem gut passenden Kleidungsstück von der Schulterspitze zum Ärmelsaum
F - Schrittlänge: senkrecht stehend von der Innenseite des Schritts bis unterhalb des Fußgelenks
Bestimme Deine Handschuhgröße:
Messe deinen Handumfang ohne Daumen an der breitesten Stelle (über dem Knöchel). Das Maßband sollte die Hand dabei locker umschließen.
Hinweis: Die angegeben Größen sind nur Anhaltspunkte, da Handschuhe entsprechend ihrer Funktion unterschiedlich groß konstruiert werden. Skihandschuhe müssen vor Kälte schützen und haben daher Materialkombinationen, die isolierende Luft einschließen. Skihandschuhe sind deshalb größer und weiter geschnitten.
![PYUA_LOGO-ON-WHITE_R0-G117-B176_72dpi](https://dropkid.de/media/image/37/95/de/PYUA_LOGO-ON-WHITE_R0-G117-B176_72dpi.png)
PYUA Herren Jacken/ Hosen |
S |
M |
L |
XL |
XXL |
Konfektionsgröße |
48 |
50 |
52 |
54 |
56 |
Körpergröße [cm] |
166-176 |
171-181 |
176-186 |
181-191 |
186-196 |
Brustumfang [cm] |
89-95 |
95-101 |
101-107 |
107-113 |
113-119 |
Taillenumfang [cm] |
73-79 |
78-84 |
83-89 |
88-94 |
93-99 |
Hüftumfang [cm] |
89-95 |
94-100 |
99-105 |
104-110 |
109-115 |
Ärmellänge [cm] |
61-64 |
63-66 |
65-68 |
67-70 |
69-72 |
PYUA Damen Jacken/ Hosen |
XS |
S |
M |
L |
XL |
Konfektionsgröße |
34 |
36 |
38 |
40 |
42 |
Körpergröße [cm] |
157-167 |
161-171 |
165-175 |
169-179 |
171-181 |
Brustumfang [cm] |
79-85 |
84-90 |
89-95 |
95-101 |
101-107 |
Taillenumfang [cm] |
61-67 |
66-72 |
71-77 |
76-82 |
81-87 |
Hüftumfang [cm] |
87-93 |
92-98 |
97-103 |
102-108 |
107-113 |
Ärmellänge [cm] |
57-60 |
58-61 |
59-62 |
61-64 |
63-65 |
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)
Maloja Herren Jacken/ Hosen |
S |
M |
L |
XL |
XXL |
Konfektionsgröße |
48 |
50 |
52 |
54 |
56 |
Körpergröße [cm] |
170-176 |
176-182 |
182-188 |
183-189 |
186-192 |
Brustumfang [cm] |
93-99 |
99-105 |
105-111 |
111-117 |
116-120 |
Bundumfang [cm] |
81-85 |
85-89 |
89-93 |
93-97 |
97-101 |
Hüftumfang [cm] |
94-98 |
98-102 |
102-106 |
106-110 |
110-114 |
Schrittlänge [cm] |
80-82 |
82-84 |
84-86 |
86-89 |
89-92 |
Maloja Damen Jacken/ Hosen |
XS |
S |
M |
L |
XL |
Konfektionsgröße |
34 |
36 |
38 |
40 |
42 |
Körpergröße [cm] |
162-164 |
164-168 |
168-172 |
172-180 |
176-180 |
Brustumfang [cm] |
86-90 |
90-94 |
94-98 |
98-102 |
102-106 |
Taillenumfang [cm] |
62-66 |
66-70 |
70-74 |
74-78 |
78-82 |
Hüftumfang [cm] |
90-94 |
94-98 |
98-102 |
102-106 |
106-110 |
Schrittlänge [cm] |
78-80 |
80-82 |
82-84 |
84-86 |
86-88 |
Maloja Kinder Jacken/ Hosen |
S |
M |
L |
XL |
XXL |
Alter |
5-7 |
7-9 |
9-11 |
11-13 |
13-15 |
Konfektionsgröße |
116-122 |
128-134 |
140-146 |
152-158 |
164-170 |
Brustumfang [cm] |
58-61 |
64-67 |
70-73 |
76-79 |
82-85 |
Bundumfang [cm] |
55-57 |
58-60 |
61-63 |
65-67 |
68-71 |
Hüftumfang [cm] |
63-66 |
69-72 |
75-78 |
81-84 |
87-90 |
Schrittlänge [cm] |
51-55 |
59-62 |
66-69 |
71-74 |
77-80 |
![logo-norrona](https://dropkid.de/media/image/c6/6b/19/logo-norrona.jpg)
Norrona Herren Jacken/ Hosen |
XS |
S |
M |
L |
XL |
XXL |
Körpergröße [cm] |
166-174 |
170-178 |
174-182 |
178-186 |
182-196 |
184-200 |
Brustumfang [cm] |
84-89 |
90-95 |
96-101 |
102-107 |
108-113 |
114-118 |
Hüftumfang [cm] |
77-82 |
83-88 |
89-95 |
96-101 |
102-107 |
108-113 |
Sitzfläche [cm] |
86-91 |
92-97 |
98-103 |
104-109 |
110-115 |
116-120 |
Schrittlänge [cm] |
76-78 |
79-81 |
82-83 |
84-85 |
86-87 |
88-90 |
Armlänge [cm] |
58,5-60 |
61-62 |
62,5-63,5 |
64-65 |
65,5-66,5 |
67-68 |
Norrona Damen Jacken/ Hosen |
XS |
S |
M |
L |
XL |
Körpergröße [cm] |
156-164 |
160-168 |
164-172 |
168-176 |
172-180 |
Brustumfang [cm] |
77-82 |
83-88 |
89-94 |
95-100 |
101-106 |
Hüftumfang [cm] |
76-82 |
83-88 |
89-94 |
95-100 |
101-108 |
Sitzfläche [cm] |
86-91 |
92-97 |
98-103 |
104-109 |
110-115 |
Schrittlänge [cm] |
72,5-75 |
75,5-78,5 |
79-81 |
82-84 |
85-87 |
Armlänge [cm] |
57-58 |
58,5-59 |
60-61 |
61,5-62 |
63-65 |
Du kannst deine richtige Größe für Norrona Outfits auch hier ausrechnen lassen
![logo-picture](https://dropkid.de/media/image/77/5c/8f/logo-picture.png)
PICTURE Herren Jacken/ Hosen |
XS |
S |
M |
L |
XL |
XXL |
Konfektionsgröße [cm] |
42/44 |
46 |
48/50 |
52 |
54/56 |
58 |
Körpergröße [cm] |
165-169 |
170-174 |
175-179 |
180-184 |
185-189 |
190-194 |
Brustumfang [cm] |
83-89 |
90-95 |
96-101 |
102-107 |
108-113 |
114-119 |
Taillenumfang [cm] |
68-73 |
74-79 |
80-85 |
86-91 |
92-97 |
98-103 |
Hüftumfang [cm] |
81-87 |
88-93 |
94-99 |
100-105 |
106-111 |
112-117 |
PICTURE Damen Jacken/ Hosen |
XS |
S |
M |
L |
XL |
Konfektionsgröße [cm] |
34 |
36/38 |
40 |
42 |
44/46 |
Körpergröße [cm] |
158-162 |
163-167 |
168-172 |
173-177 |
178-186 |
Brustumfang [cm] |
75-81 |
82-87 |
88-93 |
94-99 |
100-105 |
Taillenumfang [cm] |
60-64 |
65-69 |
70-74 |
75-79 |
80-84 |
Hüftumfang [cm] |
78-87 |
88-93 |
94-99 |
100-105 |
106-111 |
![a4e744ec-21a9-436c-b269-9acdd7537546](https://dropkid.de/media/image/0c/e3/ab/a4e744ec-21a9-436c-b269-9acdd7537546.png)
BILLABONG Herren Jacken/ Hosen |
XS |
S |
M |
L |
XL |
XXL |
Konfektionsgröße [cm] |
44/45 |
46/47 |
48/49 |
50/51 |
52/53 |
54 |
Brustumfang [cm] |
82-89 |
90-97 |
98-105 |
106-113 |
114-121 |
122-129 |
Taillenumfang [cm] |
66-72 |
73-79 |
80-85 |
86-92 |
93-99 |
100-106 |
Hüftumfang [cm] |
85-90 |
91-96 |
97-102 |
103-108 |
109-114 |
115-120 |
BILLABONG Damen Jacken/ Hosen |
XS |
S |
M |
L |
XL |
Konfektionsgröße [cm] |
34/36 |
36/38 |
38/40 |
40/42 |
42/4 |
Brustumfang [cm] |
80-84 |
84-88 |
88-92 |
92-96 |
96-100 |
Taillenumfang [cm] |
60-64 |
64-68 |
68-72 |
72-76 |
76-100 |
Hüftumfang [cm] |
84/88-86/90 |
88/92-90/94 |
92/96 |
96/100 |
100/104 |
Billabong Kinder Jacken/ Hosen |
8 |
10 |
12 |
14 |
16 |
Konfektionsgröße |
128 |
140 |
152 |
164 |
174 |
Brust [cm] |
64 |
70 |
75 |
81 |
86 |
Taille [cm] |
56 |
60 |
63 |
67 |
70 |
Hüfte [cm] |
70 |
74 |
79 |
85 |
91 |
![logo_marmot](https://dropkid.de/media/image/1d/f9/24/logo_marmot.jpg)
Marmot Jungen Jacken |
XS |
S |
M |
L |
XL |
Konfektionsgröße |
116 |
128 |
140 |
152 |
164 |
Alter |
4-5 |
6-7 |
8-9 |
10-12 |
13-15 |
Gewicht [kg] |
16/19 |
19/22,5 |
22,5/27 |
32/41 |
41/52 |
Körpergröße [cm] |
91,5-106,5 |
106,5-122 |
122-137 |
137-152,5 |
152,5/164 |
Armlänge [cm] |
56/61 |
61/63,5 |
63,5/66 |
66/71 |
71/76 |
Brust [cm] |
61/66 |
66/71 |
71/76 |
76/81 |
81/86 |
Taille [cm] |
48/53 |
53/58 |
58/63,5 |
63,5/69 |
69/74 |
Hüfte [cm] |
61/66 |
66/71 |
71/76 |
76/81 |
81/86 |
Marmot Jungen Hosen |
XS |
S |
M |
L |
XL |
Konfektionsgröße |
116 |
128 |
140 |
152 |
164 |
Alter |
4-5 |
6-7 |
8-9 |
10-12 |
13-15 |
Gewicht [kg] |
16/19 |
19/22,5 |
22,5/27 |
32/41 |
41/52 |
Körpergröße [cm] |
91,5-106,5 |
106,5-122 |
122-137 |
137-152,5 |
152,5/164 |
Taille [cm] |
48/53 |
53/58 |
58/63,5 |
63,5/69 |
69/74 |
Hüfte [cm] |
61/66 |
66/71 |
71/76 |
76/81 |
81/86 |
Schrittlänge [cm] |
43/46 |
48/51 |
53/56 |
58/63,5 |
66/71 |
Marmot Jacken Mädchen |
XS |
S |
M |
L |
XL |
Konfektionsgröße |
116 |
128 |
140 |
152 |
164 |
Alter |
4-5 |
6-7 |
8-9 |
10-12 |
13-15 |
Gewicht [kg] |
16/19 |
19/22,5 |
22,5/27 |
32/41 |
41/52 |
Körpergröße [cm] |
91,5-106,5 |
106,5-122 |
122-137 |
137-152,5 |
152,5/164 |
Armlänge [cm] |
56/61 |
61/63,5 |
63,5/66 |
66/71 |
71/76 |
Brust [cm] |
61/66 |
66/71 |
71/76 |
76/81 |
81/86 |
Taille [cm] |
48/53 |
53/58 |
58/63,5 |
63,5/69 |
69/74 |
Hüfte [cm] |
61/66 |
66/71 |
71/76 |
76/81 |
81/86 |
Marmot Hosen Mädchen |
XS |
S |
M |
L |
XL |
Konfektionsgröße |
116 |
128 |
140 |
152 |
164 |
Alter |
4-5 |
6-7 |
8-9 |
10-12 |
13-15 |
Gewicht [kg] |
16/19 |
19/22,5 |
22,5/27 |
32/41 |
41/52 |
Körpergröße [cm] |
91,5-106,5 |
106,5-122 |
122-137 |
137-152,5 |
152,5/164 |
Taille [cm] |
48/53 |
53/58 |
58/63,5 |
63,5/69 |
69/74 |
Hüfte [cm] |
61/66
|
66/71 |
71/76 |
76/81 |
81/86 |
Schrittlänge [cm] |
43/46 |
48/51 |
53/56 |
58/63,5 |
66/71 |
![craft](https://dropkid.de/media/image/82/bc/3e/craft.png)
CRAFT Herren |
XS |
S |
M |
L |
XL |
XXL |
Konfektionsgröße |
44 |
46 |
48 |
50 |
52 |
54 |
Brustumfang [cm] |
87 |
93 |
99 |
105 |
111 |
119 |
Taillenumfang [cm] |
75 |
81 |
87 |
93 |
99 |
107 |
Körpergröße [cm] |
172 |
176 |
180 |
184 |
188 |
192 |
Schulter- u. Armlänge [cm] |
78 |
80 |
82 |
84 |
86 |
88 |
Hüftumfang [cm] |
89 |
95 |
101 |
107 |
113 |
121 |
Hosenbein innen [cm] |
82 |
84 |
86 |
88 |
90 |
92 |
CRAFT Damen |
XS |
S |
M |
L |
XL |
XXL |
Konfektionsgröße |
34 |
36 |
38 |
40 |
42 |
44 |
Brustumfang [cm] |
82 |
88 |
94 |
100 |
108 |
114 |
Taillenumfang [cm] |
66 |
72 |
78 |
84 |
90 |
98 |
Körpergröße [cm] |
164 |
167 |
170 |
173 |
176 |
179 |
Schulter- u. Armlänge [cm] |
71 |
72,5 |
74 |
75,5 |
77 |
78,5 |
Hüftumfang [cm] |
90 |
96 |
102 |
108 |
114 |
122 |
Hosenbein innen [cm] |
79 |
80,5 |
82 |
83,5 |
85 |
86,5 |
CRAFT Kinder |
XS |
S |
M |
L |
XL |
XXL |
Konfektionsgröße |
98/104 |
110/116 |
122/128 |
134/140 |
146/152 |
158/164 |
Alter |
2-4 |
4-6 |
6-8 |
8-10 |
10-12 |
12-14 |
Brustumfang [cm] |
56 |
58 |
64 |
70 |
76 |
82 |
Taillenumfang [cm] |
53 |
55 |
58 |
62 |
65 |
69 |
Körpergröße [cm] |
104 |
116 |
128 |
140 |
152 |
164 |
Schulter- u. Armlänge [cm] |
43,5 |
47,5 |
51,5 |
57 |
62 |
68 |
Hüftumfang [cm] |
59 |
63 |
69 |
75 |
81 |
87 |
Hosenbein innen [cm] |
44 |
51 |
59 |
66 |
72 |
77 |
CRAFT Socken |
XS |
S |
M |
L |
XL |
Schuhgröße |
34-36 |
37-39 |
40-42 |
43-45 |
46-48 |
Größe in cm |
bis 22,5 |
23-25 |
25,5-27 |
28-29,5 |
ab 30 |
![ducksday_logo_black585671e3a5d4b-1qFLVZ7VPBlZT7](https://dropkid.de/media/image/cb/f9/87/ducksday_logo_black585671e3a5d4b-1qFLVZ7VPBlZT7.jpg)
Schneeanzüge |
98-104 |
104-110
|
116-122
|
Alter [Jahre] |
3-4 |
4-5 |
5-6 |
Ärmellänge [cm] |
46 |
48 |
52 |
Beininnenlänge [cm] |
40 |
45 |
51 |
Körpergröße [cm] |
55 |
59 |
64 |
Fäustlinge |
S |
M
|
L
|
Alter [Jahre] |
2-3 |
4-6 |
6-8 |
Handbreite [cm] |
7.5 |
9 |
10.5 |
Fingerspitze bis Handgelenk [cm] |
12 |
13 |
51 |
Ärmelaufschlag [cm] |
12.5 |
15 |
16 |
Handschuhlänge [cm] |
24.5 |
28 |
30 |
![](https://dakine-europe.com/static/version1707222276/frontend/Mgs/dakine_amely_child/de_DE/images/logo.svg)
So einfach ermittelst du deine Dakine Handschuhgröße:
- Mit einem Maßband den Umfang der Handmitte bestimmen (unterhalb der Handballen und oberhalb des Daumenansatzes)
- Anhand der Größentabelle die passende Handschuh-Größe zum Handumfang ablesen
Herren-Handschuhe |
|
|
|
|
|
|
Handschuhgröße |
XS |
S |
M |
L |
XL |
XXL |
Handumfang [cm] |
14-16,5 |
16,5-19 |
19-21,5 |
21,5-24 |
24-27 |
24.0 |
Damen-Handschuhe |
|
|
|
|
|
Handschuhgröße |
XS |
S |
M |
L |
XL |
Handumfang [cm] |
13-14 |
14-16 |
16,5-19 |
19-21 |
21-24 |
Kinder-Handschuhe |
|
|
|
|
Handschuhgröße |
S |
M |
L |
XL |
Alter [Jahre] |
4-6 |
6-8 |
8-10 |
10-12 |
Handumfang [cm] |
15,5 |
16,5 |
18 |
19 |