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Eine Häkelschrift von:
Super Cute Design














Kaw aii P an d a D eck e

No.
​1011-1 92-8 760


. N iv eau :
​Erfa hre n

Häkeln ad el:
​Nr. 4 ,0

Garn :
​ T iv o li

Weiß ( 0 1)
17 K näuel

Sch w arz ( 0 9)
4 K näue l

Neon P in k ( 4 4) 1 K näue l

Decken m aß :
​200 x 1 30 c m


Beste lle d ein G arn h ie r:

http ://s h op.h obb ii. d e/p an da-d ecke
Abkü rz u ngen i n d ie s er A nle it u n g:

RS = r e ch te S eit e

LIS = lin ke S eit e

km = K ettm asch e

fm = f e ste M asch e

Stb = S tä b ch en

m = M asch e




Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 1

Die D ecke w ir d m it d er ” c o rn er to c o rn e r” M eth ode “ C 2C ” g ehäke lt . D as M uste r b este ht a us

ein em d ia gra m m u nd e in e B esch re ib ung fü r je de r e ih e, d am it d u le ic h t d en Ü berb lic k

behält s t, w ie vie l P ix e l v o n je der F arb e g eh äke lt w erd e n. D ie P fe ile in d er H äke ls ch rif t z e ig en

in w elc h e R ic h tu ng d ie r e ih e g ehä ke lt w ir d . D u b egin nst in d er u nte re n r e ch te n E cke .


Ein g ute r T ip p: v e rn ähe d ie F äde n, w ähre nd d u h äke ls t, s o d ass d u n ic h t a m E nd e d ein er

Arb eit e in e M illio n F äden v e rn ä hen m usst. W enn d u e s s ch w ie rig fin dest, d ie v ie le n

ve rs ch ie denen K näuel im G rif f z u b eh alt e n, d ann k a nnst d u g ut d as G arn , d as d u g era de

nic h t b ra uch st, a uf W äsch ekla m mern w ic ke ln u nd d ie se a m R and a nkla m m ern . S o

ve rm eid est d u, d ass s ic h d ie F äden v e rh e ddern .

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 2

Besch re ib ung f ü r je d e R eih e

← R eih e 1 [ R S]:​
W eiß

→ R eih e 2 [ L IS ]:​
( W eiß ) x 2

← R eih e 3 [ R S]:​
( W eiß ) x 3

→ R eih e 4 [ L IS ]:​
( W eiß ) x 4

← R eih e 5 [ R S]:​
( W eiß ) x 5

→ R eih e 6 [ L IS ]:​
( W eiß ) x 6

← R eih e 7 [ R S]:​
( W eiß ) x 7

→ R eih e 8 [ L IS ]:​
( W eiß ) x 8

← R eih e 9 [ R S]:​
( W eiß ) x 9

→ R eih e 1 0 [ L IS ]:​
( W eiß ) x 1 0

← R eih e 1 1 [ R S]:​
( W eiß ) x 1 1

→ R eih e 1 2 [ L IS ]:​
( W eiß ) x 1 2

← R eih e 1 3 [ R S]:​
( W eiß ) x 1 3

→ R eih e 1 4 [ L IS ]:​
( W eiß ) x 1 4

← R eih e 1 5 [ R S]:​
( W eiß ) x 1 5

→ R eih e 1 6 [ L IS ]:​
( W eiß ) x 1 6

← R eih e 1 7 [ R S]:​
( W eiß ) x 1 7

→ R eih e 1 8 [ L IS ]:​
( W eiß ) x 1 8

← R eih e 1 9 [ R S]:​
( W eiß ) x 1 9

→ R eih e 2 0 [ L IS ]:​
( W eiß ) x 2 0

← R eih e 2 1 [ R S]:​
( W eiß ) x 2 1

→ R eih e 2 2 [ L IS ]:​
( W eiß ) x 2 2

← R eih e 2 3 [ R S]:​
( W eiß ) x 2 3

→ R eih e 2 4 [ L IS ]:​
( W eiß ) x 2 4

← R eih e 2 5 [ R S]:​
( W eiß ) x 2 5

→ R eih e 2 6 [ L IS ]:​
( W eiß ) x 2 6

← R eih e 2 7 [ R S]:​
( W eiß ) x 2 7

→ R eih e 2 8 [ L IS ]:​
( W eiß ) x 2 8

← R eih e 2 9 [ R S]:​
( W eiß ) x 2 9

→ R eih e 3 0 [ L IS ]:​
( W eiß ) x 3 0

← R eih e 3 1 [ R S]:​
( W eiß ) x 3 1

→ R eih e 3 2 [ L IS ]:​
( W eiß ) x 3 2

← R eih e 3 3 [ R S]:​
( W eiß ) x 3 3

→ R eih e 3 4 [ L IS ]:​
( W eiß ) x 3 4

← R eih e 3 5 [ R S]:​
( W eiß ) x 3 5

→ R eih e 3 6 [ L IS ]:​
( W eiß ) x 3 6

← R eih e 3 7 [ R S]:​
( W eiß ) x 3 7

→ R eih e 3 8 [ L IS ]:​
( W eiß ) x 3 8

← R eih e 3 9 [ R S]:​
( W eiß ) x 3 9

→ R eih e 4 0 [ L IS ]:​
( W eiß ) x 3 4, ( P in k) x 3 , ( W eiß ) x 3

← R eih e 4 1 [ R S]:​
( W eiß ) x 3 , ( P in k) x 5 , ( W eiß ) x 3 3

→ R eih e 4 2 [ L IS ]:​
( W eiß ) x 3 3, ( P in k) x 6 , ( W eiß ) x 3

← R eih e 4 3 [ R S]:​
( W eiß ) x 3 , ( P in k) x 7 , ( W eiß ) x 3 3

→ R eih e 4 4 [ L IS ]:​
( W eiß ) x 3 3, ( P in k) x 8 , ( W eiß ) x 3

← R eih e 4 5 [ R S]:​
( W eiß ) x 4 , ( P in k) x 8 , ( W eiß ) x 3 3

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 3

→ R eih e 4 6 [ L IS ]:​
( W eiß ) x 3 4, ( P in k) x 8 , ( W eiß ) x 4

← R eih e 4 7 [ R S]:​
( W eiß ) x 5 , ( P in k) x 8 , ( W eiß ) x 3 4

→ R eih e 4 8 [ L IS ]:​
( W eiß ) x 3 4, ( P in k) x 9 , ( W eiß ) x 5

← R eih e 4 9 [ R S]:​
( W eiß ) x 6 , ( P in k) x 8 , ( W eiß ) x 3 5

→ R eih e 5 0 [ L IS ]:​
( W eiß ) x 3 5, ( P in k) x 8 , ( W eiß ) x 7

← R eih e 5 1 [ R S]:​
( W eiß ) x 7 , ( P in k) x 8 , ( W eiß ) x 3 6

→ R eih e 5 2 [ L IS ]:​
( W eiß ) x 3 6, ( P in k) x 8 , ( W eiß ) x 8

← R eih e 5 3 [ R S]:​
( W eiß ) x 4 , ( S ch w arz ) x 5 , ( P in k) x 7 , ( W eiß ) x 3 7

→ R eih e 5 4 [ L IS ]:​
( W eiß ) x 3 8, ( P in k) x 6 , ( S ch w arz ) x 7 , ( W eiß ) x 3

← R eih e 5 5 [ R S]:​
( W eiß ) x 3 , ( S ch w arz ) x 9 , ( P in k) x 4 , ( W eiß ) x 3 9

→ R eih e 5 6 [ L IS ]:​
( W eiß ) x 4 0, ( P in k) x 3 , ( S ch w arz ) x 1 0, ( W eiß ) x 3

← R eih e 5 7 [ R S]:​
( W eiß ) x 3 , ( S ch w arz ) x 1 1 , ( W eiß ) x 4 3

→ R eih e 5 8 [ L IS ]:​
( W eiß ) x 4 3, ( S ch w arz ) x 1 2 , ( W eiß ) x 3

← R eih e 5 9 [ R S]:​
( W eiß ) x 3 , ( S ch w arz ) x 1 3 , ( W eiß ) x 4 3

→ R eih e 6 0 [ L IS ]:​
( W eiß ) x 4 3, ( S ch w arz ) x 1 4 , ( W eiß ) x 3

← R eih e 6 1 [ R S]:​
( W eiß ) x 4 , ( S ch w arz ) x 1 4 , ( W eiß ) x 4 3

→ R eih e 6 2 [ L IS ]:​
( W eiß ) x 3 1, ( S ch w arz ) x 4 , ( W eiß ) x 9 , ( S ch w arz ) x 1 4, ( W eiß ) x 4

← R eih e 6 3 [ R S]:​
( W eiß ) x 4 , ( S ch w arz ) x 1 5 , ( W eiß ) x 8 , ( S ch w arz ) x 6 , ( W eiß ) x 3 0

→ R eih e 6 4 [ L IS ]:​
( W eiß ) x 3 0, ( S ch w arz ) x 6 , ( W eiß ) x 8 , ( S ch w arz ) x 1 5, ( W eiß ) x 5

← R eih e 6 5 [ R S]:​
( W eiß ) x 5 , ( S ch w arz ) x 1 5 , ( W eiß ) x 1 3 , ( S ch w arz ) x 2 , ( W eiß ) x 3 0

→ R eih e 6 6 [ L IS ]:​
( W eiß ) x 3 0, ( S ch w arz ) x 2 , ( W eiß ) x 1 3 , ( S ch w arz ) x 1 6, ( W eiß ) x 5

← R eih e 6 7 [ R S]:​
( W eiß ) x 6 , ( S ch w arz ) x 1 6 , ( W eiß ) x 1 3 , S ch w arz , ( W eiß ) x 3 1

→ R eih e 6 8 [ L IS ]:​
( W eiß ) x 3 1, ( S ch w arz ) x 2 , ( W eiß ) x 1 3 , ( S ch w arz ) x 1 6, ( W eiß ) x 6

← R eih e 6 9 [ R S]:​
( W eiß ) x 6 , ( S ch w arz ) x 8 , ( W eiß ) x 2 , ( S ch w arz ) x 7 , ( W eiß ) x 1 3,

(S ch w arz ) x 2 , ( W eiß ) x 3 1

→ R eih e 7 0 [ L IS ]:​
( W eiß ) x 3 2, S ch w arz , ( W eiß ) x 1 3 , ( S ch w arz ) x 7 , ( W eiß ) x 3 , ( S ch w arz )

x 7 , ( W eiß ) x 7

← R eih e 7 1 [ R S]:​
( W eiß ) x 7 , ( S ch w arz ) x 8 , ( W eiß ) x 2 , ( S ch w arz ) x 7 , ( W eiß ) x 1 3,

(S ch w arz ) x 2 , ( W eiß ) x 3 2

→ R eih e 7 2 [ L IS ]:​
( W eiß ) x 3 2, ( S ch w arz ) x 2 , ( W eiß ) x 1 3 , ( S ch w arz ) x 7 , ( W eiß ) x 3 ,

(S ch w arz ) x 7 , ( W eiß ) x 8

← R eih e 7 3 [ R S]:​
( W eiß ) x 8 , ( S ch w arz ) x 8 , ( W eiß ) x 2 , ( S ch w arz ) x 7 , ( W eiß ) x 1 3,

(S ch w arz ) x 2 , ( W eiß ) x 3 3

→ R eih e 7 4 [ L IS ]:​
( W eiß ) x 3 2, ( S ch w arz ) x 3 , ( W eiß ) x 1 3 , ( S ch w arz ) x 1 7, ( W eiß ) x 9

← R eih e 7 5 [ R S]:​
( W eiß ) x 9 , ( S ch w arz ) x 1 7 , ( W eiß ) x 1 3 , ( S ch w arz ) x 5 , ( W eiß ) x 3 1

→ R eih e 7 6 [ L IS ]:​
( W eiß ) x 3 0, ( S ch w arz ) x 7 , ( W eiß ) x 1 2 , ( S ch w arz ) x 1 7, ( W eiß ) x 1 0

← R eih e 7 7 [ R S]:​
( W eiß ) x 1 0 , ( S ch w arz ) x 1 7, ( W eiß ) x 1 2, ( S ch w arz ) x 8 , ( W eiß ) x 3 0

→ R eih e 7 8 [ L IS ]:​
( W eiß ) x 3 0, ( S ch w arz ) x 3 , ( W eiß ) x 3 , ( S ch w arz ) x 3 , ( W eiß ) x 2 ,

(S ch w arz ) x 3 , ( W eiß ) x 6 , ( S ch w arz ) x 7 , ( W eiß ) x 3 , ( S ch w arz ) x 7 , ( W eiß ) x 1 1

← R eih e 7 9 [ R S]:​
( W eiß ) x 1 1 , ( S ch w arz ) x 7 , ( W eiß ) x 4 , ( S ch w arz ) x 6 , ( W eiß ) x 6 ,

(S ch w arz ) x 8 , ( W eiß ) x 5 , ( S ch w arz ) x 2 , ( W eiß ) x 3 0

→ R eih e 8 0 [ L IS ]:​
( W eiß ) x 3 1, S ch w arz , ( W eiß ) x 6 , ( S ch w arz ) x 8 , ( W eiß ) x 5 , ( S ch w arz ) x

6, ( W eiß ) x 5 , ( S ch w arz ) x 6 , ( W eiß ) x 1 2

← R eih e 8 1 [ R S]:​
( W eiß ) x 1 2 , ( S ch w arz ) x 7 , ( W eiß ) x 4 , ( S ch w arz ) x 6 , ( W eiß ) x 6 ,

(S ch w arz ) x 7 , ( W eiß ) x 7 , S ch w arz , ( W eiß ) x 3 1


Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 4

Ecke,
​begin ne m it d e n A bn ahm en fü r d ie E cke .


→ R eih e 8 2 [ L IS ]:​
( W eiß ) x 3 0, ( S ch w arz ) x 2 , ( W eiß ) x 7 , ( S ch w arz ) x 7 , ( W eiß ) x 5 ,

(S ch w arz ) x 6 , ( W eiß ) x 5 , ( S ch w arz ) x 6 , ( W eiß ) x 1 3

← R eih e 8 3 [ R S]:​
( W eiß ) x 1 4 , ( S ch w arz ) x 6 , ( W eiß ) x 4 , ( S ch w arz ) x 6 , ( W eiß ) x 6 ,

(S ch w arz ) x 7 , ( W eiß ) x 7 , S ch w arz , ( W eiß ) x 3 0

→ R eih e 8 4 [ L IS ]:​
( W eiß ) x 2 9, ( S ch w arz ) x 2 , ( W eiß ) x 7 , ( S ch w arz ) x 7 , ( W eiß ) x 6 ,

(S ch w arz ) x 5 , ( W eiß ) x 5 , ( S ch w arz ) x 6 , ( W eiß ) x 1 4

← R eih e 8 5 [ R S]:​
( W eiß ) x 1 5 , ( S ch w arz ) x 6 , ( W eiß ) x 4 , ( S ch w arz ) x 6 , ( W eiß ) x 6 ,

(S ch w arz ) x 7 , ( W eiß ) x 7 , S ch w arz , ( W eiß ) x 2 9

→ R eih e 8 6 [ L IS ]:​
( W eiß ) x 2 8, ( S ch w arz ) x 2 , ( W eiß ) x 6 , ( S ch w arz ) x 7 , ( W eiß ) x 7 ,

(S ch w arz ) x 6 , ( W eiß ) x 3 , ( S ch w arz ) x 6 , ( W eiß ) x 1 6

← R eih e 8 7 [ R S]:​
S ch w arz , ( W eiß ) x 1 5, ( S ch w arz ) x 1 5, ( W eiß ) x 1 0, ( S ch w arz ) x 4 , ( W eiß )

x 7 , S ch w arz , ( W eiß ) x 2 8

→ R eih e 8 8 [ L IS ]:​
( W eiß ) x 2 7, ( S ch w arz ) x 2 , ( W eiß ) x 6 , ( S ch w arz ) x 5 , ( W eiß ) x 1 0,

(S ch w arz ) x 1 4, ( W eiß ) x 1 5, ( S ch w arz ) x 2

← R eih e 8 9 [ R S]:​
( S ch w arz ) x 2 , ( W eiß ) x 1 6 , ( S ch w arz ) x 1 3, ( W eiß ) x 1 1, ( S ch w arz ) x 4 ,

(W eiß ) x 7 , S ch w arz , ( W eiß ) x 2 7

→ R eih e 9 0 [ L IS ]:​
( W eiß ) x 3 4, ( S ch w arz ) x 5 , ( W eiß ) x 1 1 , ( S ch w arz ) x 1 2, ( W eiß ) x 1 6,

(S ch w arz ) x 3

← R eih e 9 1 [ R S]:​
( S ch w arz ) x 3 , ( W eiß ) x 1 7 , ( S ch w arz ) x 1 1, ( W eiß ) x 1 2, ( S ch w arz ) x 4 ,

(W eiß ) x 3 4

→ R eih e 9 2 [ L IS ]:​
( W eiß ) x 3 4, ( S ch w arz ) x 3 , ( W eiß ) x 1 3 , ( S ch w arz ) x 1 0, ( W eiß ) x 1 7,

(S ch w arz ) x 4

← R eih e 9 3 [ R S]:​
( S ch w arz ) x 4 , ( W eiß ) x 1 8 , ( S ch w arz ) x 9 , ( W eiß ) x 5 0

→ R eih e 9 4 [ L IS ]:​
( W eiß ) x 5 1, ( S ch w arz ) x 6 , ( W eiß ) x 1 9 , ( S ch w arz ) x 5

← R eih e 9 5 [ R S]:​
( S ch w arz ) x 5 , ( W eiß ) x 2 1 , ( S ch w arz ) x 3 , ( W eiß ) x 5 2

→ R eih e 9 6 [ L IS ]:​
( W eiß ) x 7 5, ( S ch w arz ) x 6

← R eih e 9 7 [ R S]:​
( S ch w arz ) x 6 , ( W eiß ) x 7 5

→ R eih e 9 8 [ L IS ]:​
( W eiß ) x 7 4, ( S ch w arz ) x 7

← R eih e 9 9 [ R S]:​
( S ch w arz ) x 7 , ( W eiß ) x 7 4

→ R eih e 1 00 [ L IS ]:​
( W eiß ) x 7 3 , ( S ch w arz ) x 8

← R eih e 1 01 [ R S]:​
( S ch w arz ) x 9 , ( W eiß ) x 7 2

→ R eih e 1 02 [ L IS ]:​
( W eiß ) x 1 3 , ( P in k) x 3 , ( W eiß ) x 5 6, ( S ch w arz ) x 9

← R eih e 1 03 [ R S]:​
( S ch w arz ) x 1 0, ( W eiß ) x 5 5, ( P in k) x 5 , ( W eiß ) x 1 1

→ R eih e 1 04 [ L IS ]:​
( W eiß ) x 1 0 , ( P in k) x 6 , ( W eiß ) x 7 , ( S ch w arz ) x 7 , ( W eiß ) x 4 1,

(S ch w arz ) x 1 0

← R eih e 1 05 [ R S]:​
W eiß , ( S ch w arz ) x 1 0, ( W eiß ) x 3 9, ( S ch w arz ) x 1 0, ( W eiß ) x 5 , ( P in k) x

7, ( W eiß ) x 9

→ R eih e 1 06 [ L IS ]:​
( W eiß ) x 8 , ( P in k) x 8 , ( W eiß ) x 3 , ( S ch w arz ) x 1 2, ( W eiß ) x 3 8,

(S ch w arz ) x 1 1, W eiß

← R eih e 1 07 [ R S]:​
( W eiß ) x 2 , ( S ch w arz ) x 1 0, ( W eiß ) x 3 8, ( S ch w arz ) x 1 4, ( W eiß ) x 2 ,

(P in k) x 8 , ( W eiß ) x 7

→ R eih e 1 08 [ L IS ]:​
( W eiß ) x 7 , ( P in k) x 8 , W eiß , ( S ch w arz ) x 1 5, ( W eiß ) x 3 7, ( S ch w arz ) x

10, ( W eiß ) x 3

← R eih e 1 09 [ R S]:​
( W eiß ) x 3 , ( S ch w arz ) x 1 1, ( W eiß ) x 3 6, ( S ch w arz ) x 1 6, W eiß , ( P in k) x

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 5

8, ( W eiß ) x 6

→ R eih e 1 10 [ L IS ]:​
( W eiß ) x 5 , ( P in k) x 9 , ( S ch w arz ) x 1 7, ( W eiß ) x 3 6, ( S ch w arz ) x 1 0,

(W eiß ) x 4

← R eih e 1 11 [ R S]:​
( W eiß ) x 5 , ( S ch w arz ) x 1 0, ( W eiß ) x 3 5, ( S ch w arz ) x 1 8, ( P in k) x 8 ,

(W eiß ) x 5

→ R eih e 1 12 [ L IS ]:​
( W eiß ) x 4 , ( P in k) x 8 , ( S ch w arz ) x 1 9, ( W eiß ) x 3 5, ( S ch w arz ) x 1 0,

(W eiß ) x 5

← R eih e 1 13 [ R S]:​
( W eiß ) x 6 , ( S ch w arz ) x 1 0, ( W eiß ) x 3 4, ( S ch w arz ) x 2 0, ( P in k) x 7 ,

(W eiß ) x 4

→ R eih e 1 14 [ L IS ]:​
( W eiß ) x 3 , ( P in k) x 8 , ( S ch w arz ) x 1 9, ( W eiß ) x 3 5, ( S ch w arz ) x 9 ,

(W eiß ) x 7

← R eih e 1 15 [ R S]:​
( W eiß ) x 8 , ( S ch w arz ) x 9 , ( W eiß ) x 3 4 , ( S ch w arz ) x 2 0, ( P in k) x 7 ,

(W eiß ) x 3

→ R eih e 1 16 [ L IS ]:​
( W eiß ) x 3 , ( P in k) x 6 , ( S ch w arz ) x 1 3, ( W eiß ) x 3 , ( S ch w arz ) x 5 , ( W eiß )

x 3 3, ( S ch w arz ) x 9 , ( W eiß ) x 9

← R eih e 1 17 [ R S]:​
( W eiß ) x 1 0, ( S ch w arz ) x 8 , ( W eiß ) x 3 4, ( S ch w arz ) x 4 , ( W eiß ) x 4 ,

(S ch w arz ) x 1 3, ( P in k) x 5 , ( W eiß ) x 3

→ R eih e 1 18 [ L IS ]:​
( W eiß ) x 3 , ( P in k) x 3 , ( W eiß ) x 2 , ( S ch w arz ) x 8 , ( W eiß ) x 2 , ( S ch w arz ) x

2, ( W eiß ) x 5 , ( S ch w arz ) x 4 , ( W eiß ) x 3 3 , ( S ch w arz ) x 8 , ( W eiß ) x 1 1

← R eih e 1 19 [ R S]:​
( W eiß ) x 1 2, ( S ch w arz ) x 8 , ( W eiß ) x 3 2, ( S ch w arz ) x 5 , ( W eiß ) x 4 ,

(S ch w arz ) x 2 , ( W eiß ) x 3 , ( S ch w arz ) x 8 , ( W eiß ) x 7

→ R eih e 1 20 [ L IS ]:​
( W eiß ) x 7 , ( S ch w arz ) x 8 , ( W eiß ) x 2 , ( S ch w arz ) x 2 , ( W eiß ) x 5 ,

(S ch w arz ) x 4 , ( W eiß ) x 3 3, ( S ch w arz ) x 6 , ( W eiß ) x 1 4

← R eih e 1 21 [ R S]:​
( W eiß ) x 1 5, ( S ch w arz ) x 6 , ( W eiß ) x 3 2, ( S ch w arz ) x 5 , ( W eiß ) x 4 ,

(S ch w arz ) x 2 , ( W eiß ) x 3 , ( S ch w arz ) x 8 , ( W eiß ) x 6

→ R eih e 1 22 [ L IS ]:​
( W eiß ) x 6 , ( S ch w arz ) x 8 , ( W eiß ) x 2 , ( S ch w arz ) x 2 , ( W eiß ) x 5 ,

(S ch w arz ) x 4 , ( W eiß ) x 3 3, ( S ch w arz ) x 4 , ( W eiß ) x 1 7

← R eih e 1 23 [ R S]:​
( W eiß ) x 5 4, ( S ch w arz ) x 5 , ( W eiß ) x 4 , ( S ch w arz ) x 1 3, ( W eiß ) x 5

→ R eih e 1 24 [ L IS ]:​
( W eiß ) x 5 , ( S ch w arz ) x 1 3 , ( W eiß ) x 3 , ( S ch w arz ) x 5 , ( W eiß ) x 5 5

← R eih e 1 25 [ R S]:​
( W eiß ) x 5 6, ( S ch w arz ) x 2 1, ( W eiß ) x 4

→ R eih e 1 26 [ L IS ]:​
( W eiß ) x 4 , ( S ch w arz ) x 2 1 , ( W eiß ) x 5 6

← R eih e 1 27 [ R S]:​
( W eiß ) x 5 7, ( S ch w arz ) x 2 0, ( W eiß ) x 4



Ecke,
​begin ne m it d e n A bn ahm en fü r d ie E cke

→ R eih e 1 28 [ L IS ]:​
( W eiß ) x 3 , ( S ch w arz ) x 2 0 , ( W eiß ) x 5 7

← R eih e 1 29 [ R S]:​
( W eiß ) x 5 6, ( S ch w arz ) x 2 0, ( W eiß ) x 3

→ R eih e 1 30 [ L IS ]:​
( W eiß ) x 3 , ( S ch w arz ) x 1 9 , ( W eiß ) x 5 6

← R eih e 1 31 [ R S]:​
( W eiß ) x 5 6, ( S ch w arz ) x 1 8, ( W eiß ) x 3

→ R eih e 1 32 [ L IS ]:​
( W eiß ) x 3 , ( S ch w arz ) x 1 7 , ( W eiß ) x 5 6

← R eih e 1 33 [ R S]:​
( W eiß ) x 5 6, ( S ch w arz ) x 1 6, ( W eiß ) x 3

→ R eih e 1 34 [ L IS ]:​
( W eiß ) x 3 , ( S ch w arz ) x 1 5 , ( W eiß ) x 5 6

← R eih e 1 35 [ R S]:​
( W eiß ) x 5 6, ( S ch w arz ) x 1 3, ( W eiß ) x 4

→ R eih e 1 36 [ L IS ]:​
( W eiß ) x 5 , ( S ch w arz ) x 1 0 , ( W eiß ) x 5 7

← R eih e 1 37 [ R S]:​
( W eiß ) x 5 8, ( S ch w arz ) x 7 , ( W eiß ) x 6

→ R eih e 1 38 [ L IS ]:​
( W eiß ) x 7 0

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 6

← R eih e 1 39 [ R S]:​
( W eiß ) x 6 9

→ R eih e 1 40 [ L IS ]:​
( W eiß ) x 6 8

← R eih e 1 41 [ R S]:​
( W eiß ) x 6 7

→ R eih e 1 42 [ L IS ]:​
( W eiß ) x 6 6

← R eih e 1 43 [ R S]:​
( W eiß ) x 6 5

→ R eih e 1 44 [ L IS ]:​
( W eiß ) x 6 4

← R eih e 1 45 [ R S]:​
( W eiß ) x 6 3

→ R eih e 1 46 [ L IS ]:​
( W eiß ) x 6 2

← R eih e 1 47 [ R S]:​
( W eiß ) x 6 1

→ R eih e 1 48 [ L IS ]:​
( W eiß ) x 6 0

← R eih e 1 49 [ R S]:​
( W eiß ) x 5 9

→ R eih e 1 50 [ L IS ]:​
( W eiß ) x 5 8

← R eih e 1 51 [ R S]:​
( W eiß ) x 5 7

→ R eih e 1 52 [ L IS ]:​
( W eiß ) x 5 6

← R eih e 1 53 [ R S]:​
( W eiß ) x 5 5

→ R eih e 1 54 [ L IS ]:​
( W eiß ) x 5 4

← R eih e 1 55 [ R S]:​
( W eiß ) x 5 3

→ R eih e 1 56 [ L IS ]:​
( W eiß ) x 5 2

← R eih e 1 57 [ R S]:​
( W eiß ) x 5 1

→ R eih e 1 58 [ L IS ]:​
( W eiß ) x 5 0

← R eih e 1 59 [ R S]:​
( W eiß ) x 4 9

→ R eih e 1 60 [ L IS ]:​
( W eiß ) x 4 8

← R eih e 1 61 [ R S]:​
( W eiß ) x 2 6, ( S ch w arz ) x 2 , ( W eiß ) x 1 9

→ R eih e 1 62 [ L IS ]:​
( W eiß ) x 1 7 , ( S ch w arz ) x 4 , ( W eiß ) x 2 5

← R eih e 1 63 [ R S]:​
( W eiß ) x 2 5, ( S ch w arz ) x 6 , ( W eiß ) x 1 4

→ R eih e 1 64 [ L IS ]:​
( W eiß ) x 1 2 , ( S ch w arz ) x 8 , ( W eiß ) x 2 4

← R eih e 1 65 [ R S]:​
( W eiß ) x 2 4, ( S ch w arz ) x 1 0, ( W eiß ) x 9

→ R eih e 1 66 [ L IS ]:​
W eiß , ( S ch w arz ) x 1 8, ( W eiß ) x 2 3

← R eih e 1 67 [ R S]:​
( W eiß ) x 2 3, ( S ch w arz ) x 1 8

→ R eih e 1 68 [ L IS ]:​
( S ch w arz ) x 1 8, ( W eiß ) x 2 2

← R eih e 1 69 [ R S]:​
( W eiß ) x 2 2, ( S ch w arz ) x 1 7

→ R eih e 1 70 [ L IS ]:​
( S ch w arz ) x 1 6, ( W eiß ) x 2 2

← R eih e 1 71 [ R S]:​
( W eiß ) x 2 1, ( S ch w arz ) x 1 6

→ R eih e 1 72 [ L IS ]:​
( S ch w arz ) x 1 5, ( W eiß ) x 2 1

← R eih e 1 73 [ R S]:​
( W eiß ) x 2 1, ( S ch w arz ) x 1 4

→ R eih e 1 74 [ L IS ]:​
( S ch w arz ) x 1 3, ( W eiß ) x 2 1

← R eih e 1 75 [ R S]:​
( W eiß ) x 2 0, ( S ch w arz ) x 1 3

→ R eih e 1 76 [ L IS ]:​
( S ch w arz ) x 1 2, ( W eiß ) x 2 0

← R eih e 1 77 [ R S]:​
( W eiß ) x 2 0, ( S ch w arz ) x 1 1

→ R eih e 1 78 [ L IS ]:​
( S ch w arz ) x 1 0, ( W eiß ) x 2 0

← R eih e 1 79 [ R S]:​
( W eiß ) x 2 0, ( S ch w arz ) x 9

→ R eih e 1 80 [ L IS ]:​
( S ch w arz ) x 8 , ( W eiß ) x 2 0

← R eih e 1 81 [ R S]:​
( W eiß ) x 2 0, ( S ch w arz ) x 7

→ R eih e 1 82 [ L IS ]:​
( S ch w arz ) x 6 , ( W eiß ) x 2 0

← R eih e 1 83 [ R S]:​
( W eiß ) x 2 1, ( S ch w arz ) x 4

→ R eih e 1 84 [ L IS ]:​
( S ch w arz ) x 2 , ( W eiß ) x 2 2

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 7

← R eih e 1 85 [ R S]:​
( W eiß ) x 2 3

→ R eih e 1 86 [ L IS ]:​
( W eiß ) x 2 2

← R eih e 1 87 [ R S]:​
( W eiß ) x 2 1

→ R eih e 1 88 [ L IS ]:​
( W eiß ) x 2 0

← R eih e 1 89 [ R S]:​
( W eiß ) x 1 9

→ R eih e 1 90 [ L IS ]:​
( W eiß ) x 1 8

← R eih e 1 91 [ R S]:​
( W eiß ) x 1 7

→ R eih e 1 92 [ L IS ]:​
( W eiß ) x 1 6

← R eih e 1 93 [ R S]:​
( W eiß ) x 1 5

→ R eih e 1 94 [ L IS ]:​
( W eiß ) x 1 4

← R eih e 1 95 [ R S]:​
( W eiß ) x 1 3

→ R eih e 1 96 [ L IS ]:​
( W eiß ) x 1 2

← R eih e 1 97 [ R S]:​
( W eiß ) x 1 1

→ R eih e 1 98 [ L IS ]:​
( W eiß ) x 1 0

← R eih e 1 99 [ R S]:​
( W eiß ) x 9

→ R eih e 2 00 [ L IS ]:​
( W eiß ) x 8

← R eih e 2 01 [ R S]:​
( W eiß ) x 7

→ R eih e 2 02 [ L IS ]:​
( W eiß ) x 6

← R eih e 2 03 [ R S]:​
( W eiß ) x 5

→ R eih e 2 04 [ L IS ]:​
( W eiß ) x 4

← R eih e 2 05 [ R S]:​
( W eiß ) x 3

→ R eih e 2 06 [ L IS ]:​
( W eiß ) x 2

← R eih e 2 07 [ R S]:​
W eiß















Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 8

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 9

Corn er t o c o rn er


Reih e 1




1. B egin ne m it 5 L uftm asch e n
2. I n d ie 3 . L uftm asch e w ir d 1 S tb g eh äke lt


3. H äkle S tb in d ie n äch ste n 2 L uftm asch en.

Je tz t h ast d u d ein en e rs te n P ix e l g ehäke lt



Reihe 2

Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 1 0

1. B ild e 5 L uftm asch en
2. 1 S tb in d ie 3 . lm a b d er N ade l




3. S tb in d ie n äch ste n 2 lm .

Je tz t h ast d u n och e in en P ix e l.
4. J e tz t w erd en d ie b e id en P ix e l

zu sa m men gehä ke lt . D as m ach st d u , in dem d u

die A rb e it w ende st u nd 1 k m in d ie lin ke S eit e

des e rs te n P ix e l h äke ls t. D as B ild z e ig t d ie

beid en z u sa m men g ehä ke lt e n P ix e l.


Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 1 1

5. B ild e 2 lm ( e rs e tz e n d as 1 . S tb )
6. 3 S tb in d en L m -B og en h äke ln , in d en d u

gera de 1 k m g ehäke lt h ast. D u h ast je tz t 2

Pix e l in R eih e 2 .



Reihe 3


1. B ild e 5 lm
2. 1 S tb in d ie d rit te lm a b d er N adel u nd

dana ch S tb in d ie le tz te n 2 lm .


Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 1 2

3. 1 k m in d en P ix e l d aru n te r h ä ke ln .
4. B ild e 2 lm u n d h äkle 3 S tb i d en L m -B ogen

in d en d u g era de 1 k m g ehäke lt h ast.


5. 1 k m in d en P ix e l d aneb en h äke ln . H äkle 2 lm . 3 S tb in d en L m -B ogen, in d en d u e ben 1

km g ehäke lt h ast. D u h ast je tz t 3 P ix e l u nd d ie 3 . R eih e is t fe rtig .








Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 1 3

Abnahmen für die Ecke



1. A nste lle 5 lm a m E nde d er R eih e z u h äke ln , w erd e n 3 k m e ntla ng d er S eit e d es le tz te n

Pix e ls g ehäke lt .



2. H äkle w eit e r P ix e l w ie v o rh er b is z u m

Ende d er R eih e.
3. H ie r k a nnst d u s e he n, w ie d u d ie A bn ahm en

häke ls t, w en n a m E nde e in er R eih e

abge nom men w erd en s o ll , in dem d u 2 P ix e l m it

1 k m z u sa m men h äke ls t.



Desig n v o n J e n nif e r S a n to s - H obbii. d e - C opyrig h t © 2 019 – A lle R ech te v o rb eh alt e n . S e it e 1 4
X