Wedding Concept Amigurumi Free Crochet Pattern - Amigurumi

There is still time to download: 30 sec.



Thank you for downloading from us :)

If anything:

  • Share this document:
  • Document found in the public.
  • Downloading this document for you is completely free.
  • If your rights are violated, please contact us.
Type of: pdf
Founded: 05.01.2021
Added: 26.01.2021
Size: 4.42 Мб

Pin te re st O ffic a l P ag e :  F re eam ig uru m i.p ic p in .p ro
F a ce b ook G ro up :  F re e A m ig uru m i P ic p in
F a ce b ook O ffic a l P ag e:  F re eam ig uru m i.p ic p in .p ro

We s h are f r e e a m ig uru m i p atte rn s a n d c on tin ue w it h ou t s low in g d ow n. W e p re se n t y ou r a m ig uru m i w ed din g c on ce p t c on te n t t o you r lik in g .
MATERIALS
W ool : Y arn a rt B eg on ia
W eig ht: Fi ng erin g / 4 p ly ( 1 4 w pi)
L e n g th : 1 85 y a rd s ( 1 69 m ete rs )
U nit w eig ht: 5 0 g ra m s ( 1 .7 6 ou nce s)

Col or s: f le sh c ol or , b lu e, d ark b lu e, w hit e , li g ht b lu e.
H air w ool : N ako Pır la n ta
C ol or s: d ark r e d a n d b row n
Croc het: 1 .5 m m ( or a ccor din g t o th e t y p e o f y a rn y ou u se )
1 0m m s a fe ty e ye s
W hit e f e lt
4 m ete rs of w hit e t u lle
1 m ete r of w hit e la ce
H air c lip s a n d r u b ber b an d s
7cm w hit e p la stic f low ers
H air c lip s
U phol ste ry N eed le / S cis sor s / C ab le
e le ctr ic 4 0 c m / P ad din g f or d ol ls

TERMINOLOGY
Ch = c h ain
S c = s in g le c roc het
In c = in cra se ( 2 s c in t h e s a m e s c )
D cin c: d ou ble c roc het in cra se ( t w o hig h s c in t h e s a m e s c )
D ec = d ecre ase
D cd ec = d ou ble c roc het d ecre ase
d e3 c = d ecre ase t a kin g 3 s c
sl- s t = s lip s it it c h
D c = d ou ble c roc het
H dc = half d ou ble c roc het
Fe lt E ye T em pla te :
P rin t t h is p ag e, y ou w ill u se it la te r a s a g uid e t o cu t ou t t h e e ye s.
M ake a c u t in t h e c e n te r t o in se rt t h e s a fe ty e ye s.
B rid e e ye s t e m pla te :
B oy fr ie n d e ye s t e m pla te :
B rid e S iz e : Appr ox. 2 7 c m ( u sin g t h e s a m e y a rn )
B oy fr ie n d s iz e : a p prox . 3 0cm ( u sin g t h e s a m e y a rn ).
Notes to follow mSDWWHUQV:
✿ W orks in s p ir a ls . D o not joi n, d o a f la t s c or t w is t if n ot in d ic a te d b y t h e p atte rn .
✿ U se a s c m ark e r t o m ark t h e f ir s t s c of e ach r ou nd . It w ill h elp y ou n ot t o los e t h e n um ber of s c .

✿ Al te rn ativ e f or t h e m ark e r: u se a p ie ce o f y a rn of a d if fe re n t c ol or a n d m ov e it a rou nd a s y ou c h an g e b ack .
✿ Al te rn ativ e t o th e m ag ic r in g : c h 2 a n d w or k 6 s c in t h e 1 st c h .
✿ W ool s u g gestion : if y ou c a n not f in d t h e s a m e w ool , y ou c a n b uy a n ot her f r om a n ot her b ra n d .
M ake s u re it is m ot hp roof . Re mem ber t h at t h e t y p e of y a rn w ill d ete rm in e t h e c roc het y ou u se .
✿ If y ou w an t m y p atte rn s in a n ot her la n g uag e y ou c a n c h eck on m y p ag e. T h e f la g in e ach of t h e p atte rn s d ete rm in es t h e la n g uag e.

GIRLFRIEND
HEAD:
Col or : f le sh c ol or
✿ Rou nd 1 : m ag ic r in g of 6 s c = ( 6 )
✿ Row 2 : 1 in c in e ach s c of t h e p re viou s r o und = ( 1 2)
✿ Row 3 : ( 1 s c , 1 x in c) x 6 = ( 1 8)

✿ Rou nd 4 : ( 2 s c , 1 x in c) x 6 = ( 2 4)
✿ Row 5 : ( 3 s c , 1 x in c) x 6 = ( 3 0)
✿ Row 6 : ( 4 s c , 1 x in c) x 6 = ( 3 6)
✿ Row 7 : ( 5 s c , 1 x in c) x 6 = ( 4 2)
✿ Row 8 : ( 6 s c , 1 x in c) x 6 = ( 4 8)
✿ Row 9 : ( 7 s c , 1 x in c) x 6 = ( 5 4)
✿ Row 1 0: ( 8 s c , 1 x in c) x 6 = ( 6 0)
✿ Row 1 1 t o 19 ( 9 Row s): 1 s c in e ach s c of t h e p re viou s r ou nd = ( 6 0)
✿ Rou nd 2 0: 2 6 s c , 2 s c a n d s k ip 2 s c , 5 s c , 2 c h a n d s k ip 2 s c , 2 5 s c = ( 5 6)
✿ Row 2 1: 2 6 s c , 1 s c in e ach of t h e n ext 2 c h , 5 s c , 1 s c in e ach of t h e n ext 2 c h , 2 5 s c = ( 6 0)
✿ Rou nd 2 2 t o 27 ( 5 r ou nd s): 1 s c in e ach s c of t h e p re viou s r ou nd = ( 6 0)
✿ Row 2 8: ( 8 s c , 1 x d ec) x 6 = ( 5 4)
In se rt t h e s a fe ty e ye s in to th e h ol es in r ow 2 0.
✿ Row 2 9: 3 s c , 1 x d ec, ( 7 s c , 1 x d ec) x 5 , 4 s c = ( 4 8)
✿ Rou nd 3 0: ( 6 s c , 1 x d ec) x 6 = ( 4 2)
✿ Rou nd 3 0: 2 s c , 1 x d ec, ( 5 s c , 1 x d ec) x 5 , 3 s c = ( 3 6)
✿ Row 3 1: ( 4 s c , 1 x d ec) x 5 = ( 3 0)
✿ Row 3 2: 1 s c , 1 x d ec, ( 3 s c , 1 x d ec) x 5 , 2 s c = ( 2 4)
✿ Row 3 3: ( 2 s c , 1 x d ec) x 6 = ( 1 8)
✿ Row 3 4: ( 1 s c , 1 x d ec) x 6 = ( 1 2)
✿ Row 3 5: 6 x d ec = ( 6 ) C ast of f.
BODY
C ol or : f le sh c ol or
✿ Row 1 : C h 9 , joi n t o for m a c ir c le
✿ Row 2 : ( 1 s c in 1 c h ) x 9 = ( 9 )
✿ Row 3 a n d 4 : 1 s c in e ach s c of t h e p re viou s r ou nd = ( 9 )
✿ Row 5 : 3 s c , 1 x in c, 4 s c , 1 x in c = ( 1 1)

✿ Row 6 : 4 s c , 6 c h , 5 s c s ta rtin g f r om t h e 2 n d c h f r om t h e h ook ( w or k t h e b ack of t h e c h ), 6 s c ( f or t h e n eck ), 6 c h , 5 s c s ta rtin g f r om t h e 2 n d c h f r om
h ook ( w or k b ack of c h ), 1 s c ( f or n eck ) = ( 2 1 )
✿ Rou nd 7 : 4 s c , f or t h e s h ou ld er ( 4 s c , 2 x in c, 4 s c ), 2 s c , 1 x in c, 3 s c , f or t h e s h ou ld er ( 4 s c , 2 x in c, 4 s c ), 1 s c = ( 3 6)
✿ Rou nd 8 : 9 s c , 2 x in c, 1 7 s c , 2 x in c, 6 s c = ( 4 0)
✿ Row 9 t o 11: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 4 0)
✿ Rou nd 1 2: 8 s c , 3 c h a n d s k ip 8 s c , ( 1 s c , 1 x in c) x 6 , 3 c h a n d s k ip 8 s c , 4 s c = ( 3 0)
✿ Row 1 3: 8 s c , 1 s c in e ach of t h e n ext 3 c h , 1 8 s c , 1 s c in e ach of t h e n ext 3 c h , 4 s c = ( 3 6)
✿ Rou nd 1 4: 1 0 s c , ( 2 s c , 1 x in c) x 6 , 8 s c = ( 4 2)
✿ Row 1 5 a n d 1 6: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 4 2)
✿ Row 1 7: 1 1 s c , ( 2 s c , 1 x d ec) x 6 , 7 s c = ( 3 6)
✿ Row 1 8: 1 1 s c , ( 1 s c , 1 x d ec) x 6 , 7 s c = ( 3 0)
✿ Row 1 9: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 0)
✿ Rou nd 2 0: 1 0 s c , 1 x d ec, 1 3 s c , 1 x d ec, 3 s c = ( 2 8)
✿ Row 2 1: 9 s c , 1 x d ec, 1 2 s c , 1 x d ec, 3 s c ( 2 6)
✿ Rou nd 2 2: 8 s c , 1 x d ec, 1 2 s c , 1 x d ec, 2 s c ( 2 4)
✿ Rou nd 2 3 t o 25: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 2 4)
✿ Row 2 6: 1 0 s c , 1 x in c, 1 1 s c , 1 x in c, 1 s c = ( 2 6)
✿ Row 2 7: 1 1 s c , 1 x in c, 1 2 s c , 1 x in c, 1 s c = ( 2 8)
✿ Row 2 8: 1 1 s c , 1 x in c, 1 3 s c , 1 x in c, 2 s c ( 3 0)
N O TE: it is t im e t o sta rt f illin g t h e b od y. Ad d p ad din g a s y ou g o an d m ake s u re t o fill in s o th at it is t ig ht.
✿ Row 2 9: 1 2 s c , 1 x in c, 1 4 s c , 1 x in c, 2 s c = ( 3 2)
✿ Rou nd 3 0: ( 1 x in c, 2 s c ) x 4 , 2 0 s c = ( 3 6)
✿ Row 3 1: 1 s c , ( 1 x in c, 2 s c ) x 5 , 2 0 s c ( 4 1)
✿ Row 3 2: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 4 1)
✿ Row 3 3: 3 s c , ( 1 x in c, 5 s c ) x 3 , 2 0 s c = ( 4 4)
✿ Row 3 4 a n d 3 6: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 4 4)
✿ Row 3 7: 4 s c , ( 1 x d ec, 1 s c ) x 6 , 2 2 s c = ( 3 8)
✿ Row 3 8: ( 1 x d ec, 1 7 s c ) x 2 = ( 3 6)
✿ Row 3 9: ( 4 s c , 1 x d ec) x 6 = ( 3 0)
✿ Row 4 0: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 0)
✿ Row 4 1: ( 3 s c , 1 x d ec) x 6 = ( 2 4)
✿ Row 4 2: ( 2 s c , 1 x d ec) x 6 = ( 1 8)
✿ Rou nd 4 3: ( 1 s c , 1 x d ec) x 6 = ( 1 2)
✿ L a p 4 4: 6 x d ec = ( 6 )
Top it of f.

LEGS
Col or : f le sh c ol or
6 c h + 1 c h
✿ Rou nd 1 : 3 s c in t h e 2 n d c h f r om t h e h ook , ( 1 s c in 1 c h ) x 4 , 3 s c in t h e la st c h , t u rn a n d c on tin ue w or kin g f r om t h e op pos it e s id e of t h e in it ia l c h , ( 1 s c
in 1 c h ) x 4 = ( 1 4)
✿ Rou nd 2 : ( 3 x in c, 4 s c ) x 2 = ( 2 0)
✿ Rou nd 3 : ( 1 s c , 1 x in c) x 3 , 4 s c , ( 1 s c , 1 x in c) x 3 , 4 s c = ( 2 6)
✿ Row 4 a n d 5 : 1 s c in e ach s c of t h e p re viou s r ou nd = ( 2 6)
✿ Rou nd 6 : 1 1 s c , ( 1 s c , 1 x d ec) x 5 = ( 2 1)
✿ Rou nd 7 : 3 s c , ( 1 x d ec, 1 s c ) x 2 , 2 s c , 5 x d ec = ( 1 4)
✿ Row 8 : 8 s c , 3 x d ec = ( 1 1)
✿ Row 9 : 9 s c , 1 x d ec = ( 1 0)
✿ Row 1 0 a n d 1 1: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 0)
N O TE: it is t im e t o sta rt f illin g t h e b od y. Ad d p ad din g a s y ou g o an d m ake s u re t o fill in s o th at it is t ig ht.
✿ Rou nd 1 2: 4 s c , 1 x in c, 5 s c = ( 1 1)
✿ Row 1 3: 5 s c , 1 x in c, 5 s c = ( 1 2)
✿ Rou nd 1 4: 6 s c , 1 x in c, 5 s c = ( 1 3)
✿ Row 1 5: 7 s c , 1 x in c, 5 s c = ( 1 4)
✿ Row 1 6: 8 s c , 1 x in c, 5 s c = ( 1 5)
✿ Row 1 7: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 5)
✿ Rou nd 1 8: 8 s c , 1 x in c, 6 s c = ( 1 6)
✿ Row 1 9 t o 26: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 6)
✿ Row 2 7: 1 0 s c , 1 x d ec, 4 s c = ( 1 5)
✿ Row 2 8: 9 s c , 2 x d ec, 2 s c = ( 1 3)
✿ Row 2 9: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 3)
✿ Rou nd 3 0: 9 s c , 2 x in c, 2 s c = ( 1 5)
✿ Row 3 1: 1 1 s c , 1 x in c, 3 s c = ( 1 6)
✿ Row 3 2: 1 2 s c , 1 x in c, 3 s c = ( 1 7)
✿ Row 3 3: 1 3 s c , 1 x in c, 3 s c = ( 1 8)
✿ Row 3 4: 1 4 s c , 1 x in c, 3 s c = ( 1 9)
✿ Row 3 5: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 9)
✿ Row 3 6: 1 5 s c , 1 x in c, 3 s c = ( 2 0)
✿ Row 3 7 t o 42: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 2 0)
✿ Rou nd 4 3: 5 s c , 1 x d ec, 8 s c , 1 x d ec, 3 s c = ( 1 8)

✿ Row 4 4: 5 s c , 1 x d ec, 7 s c , 1 x d ec, 2 s c = ( 1 6)
✿ Row 4 5: 3 s c , 2 x d ec, 4 s c , 2 x d ec, 1 s c = ( 1 2)
✿ Row 4 6: 2 s c , 2 x d ec, 2 s c , 2 x d ec = ( 8 )
✿ Row 4 7: 4 x d ec = ( 4 )
Top it of f.
S ew t h e la st r ow f r om t h e le g t o th e b od y b etw een r ow s 8 a n d 9 .
ARMS
C ol or : f le sh c ol or
RIGHT ARM
Tu rn t h e b od y ov er a n d s ta rt k n it tin g f r om t h e c or ner ( look a t t h e illu str a tion s t o m ake s u re of t h e e xa ct s c ).
✿ Row 1 : 8 s c f or a rm , 3 s c f or b od y = ( 1 1)
✿ Row 2 t o 6: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 1)
✿ Row 7 : 9 s c , 1 x d ec = ( 1 0)
✿ Rou nd 8 t o 25: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 0)
✿ Row 2 6: 1 s c , 1 x in c, 4 s c , 1 x in c, 3 s c = ( 1 2 )
✿ Row 2 7: 2 s c , 1 x in c, 5 s c , 1 x in c, 3 s c = ( 1 4 )
✿ Row 2 8 t o 31: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 4)
✿ Row 3 2: 2 s c , d e3 c, 4 s c , d e3 c, 2 s c = ( 1 0)
Sew t h e p art t h at is le ft ope n. L ook a t t h e p ic tu re s t o guid e y ou .
LEFT ARM
Flip t h e b od y ov er a n d s ta rt k n it tin g a t t h e c or ner of t h e a rm . Fol low t h e illu str a tion s a b ov e t o guid e y ou .
✿ Row 1 : 3 s c f or t h e b od y, 8 s c f or t h e a rm = ( 1 1)
✿ Row 2 t o 6: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 1)
✿ Rou nd 7 : 2 s c , 1 x d ec, 7 s c = ( 1 0)
✿ Rou nd 8 t o 25: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 0)
✿ Row 2 6: 3 s c , 1 x in c, 4 s c , 1 x in c, 1 s c = ( 1 2 )
✿ Row 2 7: 4 s c , 1 x in c, 5 s c , 1 x in c, 1 s c = ( 1 4 )
✿ Row 2 8 t o 31: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 4)
✿ Row 3 2: ( 4 s c , d e3 c) x 2 = ( 1 0)
Sew t h e p art t h at is ope n. L ook a t t h e im ag es t o guid e y ou .
 C ut 2 0 c m of w ir e a n d b en d b ot h e n d s. C ove r t h e e n d s w it h m ask in g t a p e a s s h ow n in t h e p ic tu re s.
P la ce on e e n d in sid e t h e h ead a n d t h e ot her in sid e t h e b od y. S ew t h e n eck a n d h ead t og eth er.
M ake t h e e ye b row s, e ye s a n d la sh es w it h b la ck w ool . W eave t h e n os e w it h f le sh -c ol or ed w ool .

Hair
Cut t h e w ool in to th re ad s of a p prox im ate ly 1 8 in ch es. D on ’t c u t t h em t oo sh or t b eca u se w e’l l m ake a h air s ty le la te r. If y ou w an t c u rly h air y ou w ill s im ply
h ave t o und o th e y a rn s tr a n d s a s s h ow n in t h e im ag es.
Panties
2 0 c h + 2 c h
✿ Row 1 : s ta rtin g w it h t h e 3 rd c h f r om t h e h ook ( 1 d c in 1 c h ) x 2 0 = ( 2 0)
✿ Row 2 : 2 c h , t u rn , 1 x d cd ec, 1 6 d c, 1 x d cd ec = ( 1 8)
✿ Row 3 : 2 c h , t u rn , 2 x d cd ec, 1 0 d c, 2 x d cd ec = ( 1 4)
✿ Row 4 : 2 c h , t u rn , 2 x d cd ec, 6 d c, 2 x d cd ec = ( 1 0)
✿ Row 5 : 2 c h , t u rn , 2 x d cd ec, 2 d c, 2 x d cd ec = ( 6 )
✿ Row 6 t o 8: 2 c h , t u rn , 6 d c = ( 6 )
✿ Row 9 : 2 c h , r ot ate , 2 x d zin c, 2 d c, 2 x d zin c = ( 1 0)
✿ Row 1 0: 2 c h , t u rn , 2 x d zin c, 6 d c, 2 x d zin c = ( 1 4)
✿ Row 1 1: 2 c h , t u rn , 2 x d zin c, 1 0 d c, 2 x d zin c = ( 1 8)
✿ Row 1 2: 2 c h , t u rn , 1 x d zin c, 1 6 d c, 1 x d zin c = ( 2 0)
✿ Row 1 3: 2 c h , t u rn , 2 0 d c = ( 2 0)
✿ Row 1 4: 1 s c a rou nd t h e e n tir e p ie ce a n d c los e w it h a s l- s t.
O nce t h e p an tie s a re k n it te d , s e w t h e e n d s t o clos e t h em .
SHOES
W hit e c ol or
7 c h + 1 c h
✿ Rou nd 1 : 3 s c in t h e 2 n d c h f r om t h e h ook , ( 1 s c in 1 c h ) x 5 , 3 s c in t h e la st c h , t u rn a n d c on tin ue w or kin g f r om t h e op pos it e s id e of t h e in it ia l c h , ( 1 s c
in 1 c h ) x 5 = ( 1 6)
✿ Row 2 : ( 3 x in c, 5 s c ) x 2 = ( 2 2)
✿ Rou nd 3 : ( 1 s c , 1 x in c) x 3 , 5 s c , ( 1 s c , 1 x in c) x 3 , 5 s c = ( 2 8)
✿ Row 4 a n d 5 : 1 s c in e ach s c of t h e p re viou s r ou nd = ( 2 8)
✿ Rou nd 6 : 1 0 s c , ( 1 s c , 1 x d ec) x 6 = ( 2 2)
✿ Row 7 : k n it 1 0 s c , d o 8 c h a n d p ut t h e s h oe on a n d s k ip 1 2 s c , d o 1 s l- s t in t h e f ir s t s c . T op it of f.
DRESS
W hit e c ol or
38 c h + 1 c h
✿ Row 1 : S ta rtin g w it h t h e 2 n d c h f r om t h e h ook ( 1 s c in 1 c h ) x 3 8 = ( 3 8)
✿ Row 2 : C h 1 , t u rn , C atc h in g b ack loop: ( 5 s c , 1 x in c) x 6 , 2 s c = ( 4 4)
✿ Row 3 : C h 1 , t u rn , 2 2 s c , 1 x in c, 2 1 s c = ( 4 5)

✿ Row 4 : C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 4 5)
✿ Row 5 : C h 1 , t u rn , ( 5 s c , 1 x d ec) x 6 , 3 s c = ( 3 9)
✿ Row 6 : C h 1 , t u rn , ( 4 s c , 1 x d ec) x 6 , 3 s c = ( 3 3)
✿ Row 7 : C h 1 , t u rn , 7 s c , 1 x d ec, 1 5 s c , 1 x d ec, 7 s c = ( 3 1)
✿ Row 8 : C h 1 , t u rn , 7 s c , 1 x d ec, 1 3 s c , 1 x d ec, 7 s c = ( 2 9)
✿ Row 9 : C h 1 , t u rn , 7 s c , 1 x d ec, 1 1 s c , 1 x d ec, 7 s c = ( 2 7)
✿ Row 1 0 t o 13: 1 c h , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 2 7)
✿ Row 1 4: C h 1 , t u rn , ( 5 s c , 1 x in c) x 4 , 3 s c = ( 3 1)
✿ Row 1 5: C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 3 1)
✿ Row 1 6: C h 1 , t u rn , ( 6 s c , 1 x in c) x 4 , 3 s c = ( 3 5)
✿ Row 1 7: C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 3 5)
✿ Row 1 8: C h 1 , t u rn , ( 7 s c , 1 x in c) x 4 , 3 s c = ( 3 9)
✿ Row 1 9: C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 3 9)
✿ Row 2 0: C h 1 , t u rn , ( 8 s c , 1 x in c) x 4 , 3 s c = ( 4 3)
✿ Row 2 1: C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 4 3)
✿ Row 2 2: C h 1 , t u rn , ( 9 s c , 1 x in c) x 4 , 3 s c = ( 4 7)
✿ Row 2 3: C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 4 7)
✿ Row 2 4: C h 1 , t u rn , ( 1 0 s c , 1 x in c) x 4 , 3 s c = ( 5 1)
✿ Row 2 5: C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 5 1)
✿ Row 2 6 t o 30: 2 c h , t u rn , 1 d c in e ach s c of t h e p re viou s r ou nd = ( 5 1)
G o back t o row 2 a n d w or k w it h t h e f r on t lo op .
1 s l- s t in f ir s t s c ( s k ip 1 s c , 7 d c in n ext s c , s k ip 1 s c , 1 s l- s t in n ext s c ) ( d o 10 of t h ese )
S ew t h e d re ss c los in g it a t t h e b ack a s s h ow n in t h e im ag es.
T u lle s k ir t
T h e d re ss is m ad e w it h t u lle in t h e f ol low in g m easu re m en ts :
C ut 3 m ete rs lon g of t u lle b y 1 8 c m w id e. T u rn t h e w ris t ov er a n d s e w t h e t u lle w it h a f in e n eed le t o th e d re ss.
S ta rt s e w in g t h e t u lle b etw een r ow s 2 4 a n d 2 5. S ew t h e g ath ere d t u lle t o giv e t h e s k ir t m or e v ol um e.
S ew t h e la ce t o th e d re ss
S h ap in g h air
W it h a n e la stic b an d , g iv e t h e h air t h e s h ap e of a b ow . Fol low t h e p ic tu re s.
W it h h air p in s, h id e t h e e la stic a n d f or m t h e b ow .
Rol l u p t h e r e m ain in g s tr a n d s in t h e f r on t a n d t u ck t h em b ack ju st b elow t h e b un. U se b ob by p in s t o ke ep it in p la ce . L ook a t t h e p ic tu re s s o you c a n
g uid e y ou rs e lf .
P la ce t h e 7 c m p la stic f low ers in t h e c or ner of t h e b ow .

VEIL
For t h e v e il, c u t 3 0× 30 c m of t u lle .
U sin g a n eed le , g o se w in g t h e m id dle p art. Fol low t h e im ag es t o guid e y ou . T en sion t h e t h re ad a n d p la ce t h e t u lle a t t h e b ot tom of t h e b ow . S ew t h e
b ow t o th e v e il la st.
Bridal bouquet
U se t h e 7 c m f low ers .
M akin g t h e b ou quet is v e ry e asy . C ut 3 0× 20 c m of t u lle . Fol d it in h alf , it s h ou ld b e 3 0× 10 c m . W it h t h e t u lle , c ov er t h e f low ers a n d p ut t h e la ce b ow a t
th e e n d .
BOYFRIEND
HEAD:
C ol or : f le sh c ol or
✿ Rou nd 1 : m ag ic r in g of 6 s c = ( 6 )
✿ Row 2 : 1 in c in e ach s c of t h e p re viou s r o und = ( 1 2)
✿ Row 3 : ( 1 s c , 1 x in c) x 6 = ( 1 8)
✿ Rou nd 4 : ( 2 s c , 1 x in c) x 6 = ( 2 4)
✿ Row 5 : ( 3 s c , 1 x in c) x 6 = ( 3 0)
✿ Row 6 : ( 4 s c , 1 x in c) x 6 = ( 3 6)
✿ Row 7 : ( 5 s c , 1 x in c) x 6 = ( 4 2)
✿ Row 8 : ( 6 s c , 1 x in c) x 6 = ( 4 8)
✿ Row 9 : ( 7 s c , 1 x in c) x 6 = ( 5 4)
✿ Row 1 0: ( 8 s c , 1 x in c) x 6 = ( 6 0)
✿ Row 1 1: ( 9 s c , 1 in c) x 6 = ( 6 6)
✿ Rou nd 1 2 t o 21: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 6 6)
✿ Rou nd 2 2: 2 9 s c , 2 s c a n d s k ip 2 s c , 5 s c , 2 c h a n d s k ip 2 s c , 2 8 s c = ( 6 2)
✿ Rou nd 2 3: 2 9 s c , 1 s c in e ach of t h e n ext 2 c h , 5 s c , 1 s c in e ach of t h e n ext 2 c h , 2 8 s c = ( 6 6)
✿ Rou nd 2 4 t o 28: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 6 6)
✿ Row 2 9: 4 s c , 1 x d ec, ( 9 s c , 1 x d ec) x 5 , 5 s c = ( 6 0)
✿ Rou nd 3 0: ( 8 s c , 1 x d ec) x 6 = ( 5 4)
In se rt t h e e ye s in to th e h ol es in r ow 2 2.
✿ Row 3 1: 3 s c , 1 x d ec, ( 7 s c , 1 x d ec) x 5 , 4 s c = ( 4 8)
✿ Row 3 2: ( 6 s c , 1 x d ec) x 6 = ( 4 2)
✿ Row 3 3: 2 s c , 1 x d ec, ( 5 s c , 1 x d ec) x 5 , 3 s c = ( 3 6)
✿ Row 3 4: ( 4 s c , 1 x d ec) x 6 = ( 3 0)
✿ Row 3 5: 1 s c , 1 x d ec, ( 3 s c , 1 x d ec) x 5 , 2 s c = ( 2 4)

✿ Row 3 6: ( 2 s c , 1 x d ec) x 6 = ( 1 8)
✿ Row 3 7: ( 1 s c , 1 x d ec) x 6 = ( 1 2)
✿ Rou nd 3 8: 6 x d ec = ( 6 )
Top it of f.
C ut a p prox im ate ly 2 0 c m of c a b le , b en d t h e e n d s a n d in se rt on e of t h em in to th e h ead .
BODY
M eat c ol or
✿ Row 1 : C h 1 3, joi n t o for m a c ir c le
✿ Row 2 : ( 1 s c in 1 c h ) x 1 3 = ( 1 3)
✿ Row 3 t o 5: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 3)
W it h w hit e
✿ Rou nd 6 : 4 s c , 6 c h , 5 s c s ta rtin g f r om t h e 2 n d c h f r om t h e h ook ( w or k t h e b ack of t h e c h ), 7 s c ( f or t h e n eck ), 6 c h , 5 s c s ta rtin g f r om t h e 2 n d c h f r om
h ook ( w or k b ack of c h ), 2 s c ( f or n eck ) = ( 2 3 )
✿ Rou nd 7 : 4 s c , f or t h e s h ou ld er ( 4 s c , 2 x in c, 4 s c ), 7 s c f or t h e s h ou ld er ( 4 s c , 2 x in c, 4 s c ), 2 s c = ( 3 7)
✿ Rou nd 8 : 9 s c , 2 x in c, 8 s c , 1 x in c, 8 s c , 2 x in c, 7 s c = ( 4 2)
✿ Rou nd 9 : 9 s c , 1 x in c, 2 s c , 1 x in c, 1 8 s c , 1 x in c, 2 s c , 1 x in c, 7 s c = ( 4 6)
✿ Row 1 0 t o 12: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 4 6)
✿ Rou nd 1 3: 9 s c , 4 s c a n d s k ip 8 s c , 1 6 s c , 4 c h a n d s k ip 8 s c , 5 s c = ( 3 0)
✿ Rou nd 1 4: 9 s c , 1 s c in e ach of t h e n ext 4 c h , 1 6 s c , 1 s c in e ach of t h e n ext 4 c h , 5 s c = ( 3 8)
✿ Rou nd 1 5 t o 17: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 8)
✿ Row 1 8: 1 1 s c , 1 x d ec, 1 8 s c , 1 x d ec, 5 s c = ( 3 6)
✿ Row 1 9 t o 31: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 6)
C ol or b lu e
✿ Row 3 2 t o 37: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 6)
N O TE: Y ou c a n s ta rt f illin g t h e p ie ce a n d a d d f illin g a s y ou g o. M ake s u re t o ke ep t h e f illin g t ig ht.
✿ Row 3 8: s c 6 , s k ip s c 1 8, s c 1 2 = ( 1 8)
D on ’t c u t t h e w ool .
LEGS
Con tin ue k n it tin g t h e le ft le g .
W it h r os e
✿ Rou nd 1 : 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 8)
✿ Row 2 : 1 4 s c , 1 x d ec, 2 s c = ( 1 7)
✿ Row 3 : 1 s c in e ach s c of t h e p re viou s r o und ( 1 7)
✿ Rou nd 4 : 6 s c , 1 x d ec, 7 s c , 1 x d ec = ( 1 5)

Col or : f le sh c ol or
✿ Row 5 t o 10: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 5)
✿ Row 1 1: 8 s c , 1 x d ec, 5 s c = ( 1 4)
✿ Rou nd 1 2 t o 40: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 4)
Top it of f.
RIGHT LEG
T u rn t h e b od y a n d s ta rt b y k n it tin g t h e r ig ht le g f r om t h e s c in t h e c or ner of t h e le ft le g .
✿ Rou nd 1 : 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 8)
✿ Row 2 : 8 s c , 1 x d ec, 8 s c = ( 1 7)
✿ Row 3 : 1 s c in e ach s c of t h e p re viou s r o und = ( 1 7)
✿ Rou nd 4 : 1 x d ec, 6 s c , 1 x d ec, 7 s c = ( 1 5)
C ol or : f le sh c ol or
✿ Row 5 t o 10: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 5)
✿ Row 1 1: 1 x d ec, 1 3 s c = ( 1 4)
✿ Rou nd 1 2 t o 40: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 4)
Top it of f.
ARMS
RIGHT ARM
W hit e c ol or
Flip t h e b od y ov er a n d s ta rt k n it tin g t h e a rm t h rou gh t h e c or ner s c .
L ook a t t h e im ag es t o guid e y ou .
✿ Row 1 : 8 s c f or a rm , 4 s c f or b od y = ( 1 2)
✿ Row 2 t o 24: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 2)
C ol or : f le sh c ol or
✿ Rou nd 2 5: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 2)
✿ Row 2 6: ( 1 x in c, 5 s c ) x 2 = ( 1 4)
✿ Row 2 7: ( 1 x in c, 6 s c ) x 2 = ( 1 6)
✿ Row 2 8 t o 31: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 6)
✿ Row 3 2: ( d e3 c, 5 s c ) x 2 = ( 1 2)
Sew t h e p art t h at r e m ain s ope n. L ook t h e p hot os .
LEFT ARM
Whit e c ol or
Tu rn t h e b od y a rou nd a n d s ta rt k n it tin g t h e a rm a t t h e c or ner of t h e s h ou ld er a re a. L ook a t t h e im ag es t o guid e y ou .

✿ Row 1 : 4 s c f or t h e b od y, 8 s c f or t h e a rm = ( 1 2)
✿ Row 2 t o 24: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 2)
C ol or : f le sh c ol or
✿ Rou nd 2 5: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 2)
✿ Row 2 6: 3 s c , 1 x in c, 5 s c , 1 x in c, 2 s c = ( 1 4 )
✿ Row 2 7: 4 s c , 1 x in c, 6 s c , 1 x in c, 2 s c = ( 1 6 )
✿ Row 2 8 t o 31: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 1 6)
✿ Row 3 2: ( 5 s c , d e3 c) x 2 = ( 1 2)
Sew t h e p art t h at r e m ain s ope n. L ook t h e p hot os .
Ben d t h e f r e e e n d of t h e h ead w ir e ( a s s h ow n in t h e
im ag e) a n d in se rt it in to th e b od y ( h alf w ill r e m ain in sid e t h e h ead a n d t h e ot her
h alf on t h e b od y). S ew t h e h ead a n d b od y t og eth er. If y ou d on ’t u se t h e c a b le
h ead w ill n ot b e a b le t o hol d.
M ake t h e m ou th a n d e ye b row s w it h b la ck w ool . M ake t h e n os e w it h f le sh -c ol or ed w ool .
PANTS
Wit h b row n.
✿ Row 1 : C h 4 0, joi n t o for m a c ir c le .
✿ Row 2 : ( 1 s c in 1 c h ) x 4 0 = ( 4 0)
✿ Row 3 : ( 1 9 s c , 1 x in c) x 2 = ( 4 2)
✿ Row 4 t o 11: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 4 2)
✿ Rou nd 1 2: c h 4 a n d s k ip 2 1 s c , d o 1 s c in s c 2 2, s c 2 0 = ( 2 1)
✿ Row 1 3: 1 s c in e ach of t h e n ext 4 c h , 2 1 s c = ( 2 5)
✿ Rou nd 1 4 t o 55: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 2 5)
LO W ER RIGH T L E G
T u rn t h e p an ts f a ce d ow n a n d s ta rt k n it tin g a t t h e b ack c or ner.
✿ Row 1 : 2 1 s c , 1 s c in e ach of t h e n ext 4 c h ( 2 5)
✿ Row 2 t o 44: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 2 5)
Fol d t h e b ot tom s a n d d re ss t h e g room in p an ts .
S ew t h e p an ts t o th e w ais t of t h e b od y.
SHOES
C ol or : d ark b lu e
Sta rt w it h 6 c h + 1 c h
✿ Rou nd 1 : 3 s c in t h e 2 n d c h f r om t h e h ook , ( 1 s c in 1 c h ) x 4 , 4 s c in t h e la st c h , t u rn a n d c on tin ue w or kin g f r om t h e op pos it e s id e of t h e in it ia l c h , ( 1 s c
in 1 c h ) x 4 = ( 1 5) 1 s l- s t in t h e f ir s t s c

✿ Row 2 : C h 1 , 3 x in c, 4 s c , 4 x in c, 4 s c = ( 2 2) 1 s l- s t in t h e f ir s t s c
✿ Row 3 : 1 c h , ( 1 s c , 1 x in c) x 3 , 5 s c , 6 x in c, 5 s c = ( 3 1) 1 s l- s t in t h e f ir s t s c
✿ Rou nd 4 : 1 c h , 4 s c , 1 x in c, 9 s c , ( 1 s c , 1 x in c) x 6 , 5 s c = ( 3 8) 1 s l- s t in t h e f ir s t s c
P la ce t h e s h oe on a p ie ce of p la stic , d ra w t h e s h ap e a n d c u t it ou t.
T h is p ie ce of p la stic m ust g o in sid e t h e s h oe t o en su re t h at t h e g room r e m ain s s ta n d in g .
✿ Row 5 : T akin g t h e b ack loop: 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 8)
✿ Row 6 a n d 7 : 1 s c in e ach s c of t h e p re viou s r ou nd = ( 3 8)
✿ Row 8 : 1 7 s c , ( 1 x d ec, 5 s c ) x 3 = ( 3 5)
✿ Row 9 : 1 4 s c , ( 1 x d ec, 1 s c ) x 7 = ( 2 8)
✿ Row 1 0: 1 4 s c , 7 x d ec = ( 2 1)
✿ Row 1 1: ( 1 x d ec, 1 s c ) x 7 = ( 1 4)
✿ Rou nd 1 2: 7 x d ec = ( 7 )
Top it of f.
S ew t h e s h oe s t o th e le g s a n d u nfol d t h e b ot tom of t h e p an ts .
JACKET
W it h b row n
14 c h + 1 c h
✿ Rou nd 1 : 3 s c in t h e 2 n d c h f r om t h e h ook , ( 1 s c in 1 c h ) x 2 , ( 1 s l- s t in 1 c h ) x 8 , ( 1 s c in 1 c h ) x 2 , 3 s c in t h e la st c h , t u rn a n d c on tin ue w or kin g f r om t h e
oppos it e s id e of t h e in it ia l c h , ( 1 s c in 1 c h ) x 1 2 = ( 3 0)
✿ Row 2 : 1 s l- s t in e ach of t h e n ext 5 s c , t u rn
✿ Row 3 : 1 c h , 2 s c , 3 x in c, 1 2 s c , 3 x in c, 2 s c , t u rn = ( 2 8)
✿ Row 4 : 1 c h , 2 s c , ( 1 s c , 1 x in c) x 3 , 1 2 s c , ( 1 s c , 1 x in c) x 3 , 2 s c , t u rn = ( 3 4)
✿ Row 5 : 1 c h , 1 x in c, 1 s c , ( 2 s c , 1 x in c) x 3 , 1 2 s c , ( 2 s c , 1 x in c) x 3 , 1 s c , 1 x in c, t u rn = ( 4 2)
✿ Row 6 : 1 c h , 1 s c in e ach s c f r om t h e p re viou s r ou nd , t u rn = ( 4 2)
✿ Row 7 : c h 1 , 1 x in c, 4 0 s c , 1 x in c, t u rn = ( 4 4)
✿ Row 8 : 1 c h , 1 s c in e ach s c f r om t h e p re viou s r ou nd , t u rn = ( 4 4)
✿ Row 9 : c h 1 , 1 x in c, 4 2 s c , 1 x in c, t u rn = ( 4 6)
✿ Row 1 0: 1 c h , 1 s c in e ach s c f r om t h e p re viou s r ou nd , t u rn = ( 4 6)
✿ Row 1 1: c h 1 , 1 x in c, 4 4 s c , 1 x in c, t u rn = ( 4 8)
✿ Row 1 2: 1 c h , 1 s c in e ach s c f r om t h e p re viou s r ou nd , t u rn = ( 4 8)
✿ Row 1 3: 1 c h , 1 x in c, 5 s c , 5 c h a n d s k ip 1 1 s c , 1 4 s c , 5 c h a n d s k ip 1 1 s c , 5 s c , 1 x in c, t u rn = ( 2 8)
✿ Row 1 4: 1 c h , 7 s c , 1 s c in e ach of t h e n ext 5 c h , 1 4 s c , 1 s c in e ach of t h e n ext 5 c h , 7 s c , t u rn = ( 3 8)
✿ Row 1 5: c h 1 , 1 x in c, 3 6 s c , 1 x in c, t u rn = ( 4 0)
✿ Row 1 6: 1 c h , 1 s c in e ach s c f r om t h e p re viou s r ou nd , t u rn = ( 4 0)

✿ Row 1 7: 1 c h , 1 x in c, 3 8 s c , 1 x in c, t u rn = ( 4 2)
✿ Row 1 8: 1 c h , 1 x in c, 4 0 s c , 1 x in c, t u rn = ( 4 4)
✿ Row 1 9: 1 c h , 1 x in c, 4 2 s c , 1 x in c, r ot ate = ( 4 6)
✿ Row 2 0: 1 c h , 1 x in c, 4 4 s c , 1 x in c, t u rn = ( 4 8)
✿ Row 2 1 t o 35: 1 c h , 1 s c in e ach s c f r om t h e p re viou s r ou nd , t u rn = ( 4 8)
✿ Row 3 6: 1 c h , 1 x d ec, 4 4 s c , 1 x d ec = ( 4 6)
✿ Row 3 7: 1 s c a rou nd t h e e n tir e p ie ce , 1 s l- s t a n d b in d of f.
S ta rt w it h t h e p la ce t h at I in d ic a te in t h e p hot o:
✿ Row 1 : 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 1 7)
✿ Row 2 : C h 1 , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 1 7)
✿ Row 3 t o 24: 1 c h , t u rn , 1 s c in e ach s c f r om t h e p re viou s r ou nd = ( 1 7)
JACKET COLLAR
C ol or : d ark b lu e
54 c h + 1 c h
✿ Row 1 : S ta rtin g w it h t h e 2 n d c h f r om t h e h ook , ( 1 s c in 1 c h ) x 2 , ( 1 h d c in 1 c h ) x 2 , ( 1 d c in 1 c h ) x 1 0, 2 c h a n d 1 s l- s t in t h e n ext c h , 3 c h , ( 1 s c in 1 c h )
x2 , ( 1 d c in 1 c h ) x 2 0, ( 1 s c in 1 c h ) x 2 , 3 c h a n d 1 s l- s t in n ext c h , 2 c h , ( 1 d c in 1 c h ) x 1 0 , ( 1 h d c in 1 c h ) x 2 , ( 1 s c in 1 c h ) x 2 .
Sew t h e c ol la r t o th e ja ck e t.
P la ce t h e ja ck e t on t h e g room a n d s e w t h e p art of t h e s le eve s t h at is op en . L ook t h e p hot os .
BIRD
✿ Row 1 : in m ag ic r in g : ( 2 c h , 2 d c, 2 c h , 1 s l- s t) x 2
U sin g t h e s a m e y a rn , r ol l a s tr a n d t h rou gh t h e c e n tr a l p art u ntil y ou g et t h e s h ap e of t h e b ow t ie .
S ew t h e b ow t ie a rou nd t h e n eck .
W it h w ool of t h e s a m e c ol or , c los e t h e ja ck e t in f r on t. Y ou c a n u se a b utton
a ls o to giv e t h e look of a c los ed ja ck e t.
For t h e g room ’s h air , c u t 8 c m s tr a n d s of w ool . If y ou w an t c u rly h air
s e p ara te t h e s tr a n d s of t h e w ool .
You c a n u se b lu sh f or t h e c h eeks if y ou w an t.
❁ Y ou h ave f in is h ed . C on gra tu la tion s. ❁