Amigurumi Doll Adry Free Crochet Pattern - Amigurumi

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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

Welc om e t o ou r w eb sit e w here y ou c a n f in d t h e m os t b eau tif u l a n d h ig hest q ualit y s a m ple s of A m ig uru m i p atte rn s. A ll t h e a m ig uru m i p atte rn s y ou c a n ’t
f in d a re a va ila b le on ou r w eb sit e . E ve ry d ay w e c on tin ue t o sh are n ew a m ig uru m i p atte rn s f or y ou . S ta y t u ned t o re ach t h ese a m ig uru m i p atte rn s b efor e
an yon e e ls e
Abbr evia tion s:
➢ c h c h ain
➢ s t s tit c h ( e s)
➢ s c s in g le c roc het

➢ d c d ou ble C roc het
➢ r n d r ou nd
➢ y o ya rn ov er
➢ in v-s c 2 tog in vis ib le d ecre ase s in g le c roc het 2 t og eth er
➢ d c-2 tog r e d uction = d ou ble c roc het t og eth er
➢ In c in cre ase = t w o sin g le c roc het in on e s tic h
➢ FL f r on t loop
➢ FL O f r on t loop only
➢ B L b ack loop
➢ B LO b ack loop only
➢ S l s t s lip s tic h
➢ L p loop
➢ P F puff s tic h

➢ S k s k ip
➢ B BO b ack b um p on ly or b ot tom loop only
➢ B Pd c b ack p os t d ou ble c roc het
➢ FP dc f r on t p os t d ou ble c roc het
➢ S B s c S u rfa ce B ra id s in g le c roc het

Mate ria ls :
➢ H ook : H /8 -5 .0 0M M
➢ H ook : G /6 -4 .2 5M M
➢ Ac ry lic Y arm Ar an ( Re d H eart) M ed iu m 4
➢ Ac ry lic Y arm W hit e ( Re d H eart) M ed iu m 4
➢ Ac ry lic Y arm M in ty ( Re d H eart) M ed iu m 4
➢ Ac ry lic Y arm C of fe ( Re d H eart) M ed iu m 4
➢ C roc het t r e ad s B la ck ( Au nt L y d ia ’s ) s iz e 3
➢ Y arn n eed le
➢ T ap e m easu re
➢ S tic h m ark e r
➢ Fi ber f ill
➢ G lu e g un
➢ C arb oa rd f or t h e s ol e

➢ W ir e
➢ Fe lt : w hit e
➢ 1 8m m s a fe ty e ye s

Measu re m en t: 2 1 in ch es t a ll
S p ecia l T ech niq ues: C roc het in s p ir a l r ou nd s = T h is d ol l is w or ke d s p ir a l r ou nd s ( d o not J oi n) U se s tic h m ark e r t o
m ark t h e b eg in nin g of e ach r ou nd .
H ow t o fin is h y ou r c roc het w or k in t h e s p ir a l r ou nd = T h is w ill h elp t o m in im iz e t h e jog in
h eig ht. In str u ction s: s lip s tic h in t h e n ext s t, f a ste n of f, u se a y a rn n eed le , s k ip 1 s t, in se rt t h e
need le in t h e n ext s t, p ull t h e y a rn t h rou gh ( P ic # 1 ,2 ) in se rt t h e n eed le in t h e c e n te r of t h e la st
s t a n d p ull t h e y a rn t h rou gh t o se cu re . ( p ic # 3 ,4 )
C han g e c ol or w it h a s in g le c roc het = In str u ction s: In se rt t h e h ook in n ext s t, y o, a n d d ra w u p a
loop, y ou h ave t w o loops , in ste ad of f in is h in g t h e s c , a d d t h e s e con d c ol or a n d p ull t h rou gh 2
loops , f a ste n of f t h e p re viou s c ol or a n d m ake a k n ot ( s e e p ic tu re s).
W ork on t h e B B of t h e c h ain = As t h e p ic tu re in d ic a te in ste ad of w or kin g d e s c a t t h e B L, w or k
th e s c a t t h e B B of t h e c h . t h is w ill a llow t o have s ts t o th e b ot h s id es t o wor k in s p ir a l. S ta rt t h e
sp ir a l r ou nd w here t h e a rrow in d ic a te s in p ic # 5 .
Stu ffin g = w hen y ou f ill a rm s a n d le g s d o it in s m all a m ou nt of f ib er f ill, lit tle b y lit tle , t h at w ay
you c a n g iv e a b ette r s h ap e, u se b ig ger a m ou nt of f ib er f ill w it h p ie ce s lik e h ead a n d b od y.
H ow t o clos e t h e r e m ain in g h ol es = w hen y ou f in is h t h e h ead , f or e xa m ple , y ou w ill h ave a lit tle
h ol e a t le ast 6 s ts , t o fin is h or c los e t h is h ole , s l s t in t h e n ext s t, f a ste n of f a n d le ave a t a il, u se a
n eed le , in se rt f r om t h e b ack t o fr om a n d p ull t h rou gh a ll t h e w ay, m ake t h e s a m e in e ve ry s tit c h
a rou nd , t h en p ull t h e t h re ad t o clos e t h e h o le , w eave in a ll loos e e n d s.
S p ecia l S tic h es: S in g le c roc het = in se rt t h e h ook in t h e n ext s t, y o, d ra w u p a lp , y o, a n d p ull t h rou gh t w o lp s.

Half - D ou ble C roc het = y o, in se rt t h e h ook in t h e n ext s tit c h , y o an d d ra w u p a lp , t h ere a re n ow
th re e loops on h ook , y o an d p ull t h rou gh t h re e loop s.
D ou ble C roc het = y o, in se rt t h e h ook in t h e n ext s tit c h , y o an d d ra w u p a lp , t h ere a re n ow t h re e
loops on h ook , y o an d p ull t h rou gh t h e f ir s t t w o loop s, t h ere a re n ow t w o loop s on t h e h ook , y o
a n d p ull t h rou gh b ot h lp s on t h e h ook .
Slip S tic h = In se rt t h e h ook in t h e n ext s t, p ull u p a lp , p ull t h e lp a ll t h e w ay t h rou gh t h e lp on
y ou r h ook .
In cre ase s c = w or k t w o sc in t h e s a m e s ts .
In vis ib le d ecre ase s in g le c roc het = In se rt t h e h ook in t h e 1 st FL a n d in to th e 2 n d FL of n ext s t, y o
p ull t h rou gh t w o lp s, y o, p ull t h rou gh t w o lp s on t h e h ook .
In cre ase d c = W ork t w o dou ble c roc het in t h e s a m e s ts
D ecre ase d c = y o, in se rt t h e h ook in in d ic a te d s t, y o an d d ra w u p a lp , y o pull t h rou gh t w o lp s, y o
in se rt t h e h ook in t h e n ext s t, y o an d d ra w u p a lp , y o pull t r ou gh t w o lp s, y o pull t h rou gh 3 lp s
on t h e h ook .
FPdc, Fr on t P os t D ou ble C roc het = y o, in se rt y ou r h ook f r om t h e f r on t of y ou r w or k t o th e b ack
(a rou nd t h e p os t) y o an d d ra w u p a lp , t h ere a re n ow t h re e loop s on h ook , y o an d p ull t h rou gh
th e f ir s t t w o loops , t h ere a re n ow t w o loop s on t h e h ook , y o an d p ull t h rou gh b ot h lp s on t h e
hook .
BPd c, B ack P os t D ou ble C roc het = y o, in se rt y ou r h ook f r om t h e b ack of y ou r w or k t o th e f r on t
(a rou nd t h e p os t) y o an d d ra w u p a lp , t h ere a re n ow t h re e loop s on h ook , y o an d p ull t h rou gh
th e f ir s t t w o loops , t h ere a re n ow t w o loop s on t h e h ook , y o an d p ull t h rou gh b ot h lp s on t h e
hook .
Salom on’s K not = 1 c h , p ull u p a loop on h ook t o ap prox im ate ly 1 ″, y o, p ull t h rou gh t h e
loop, in se rt y ou r h ook u nd er le ft m os t loop , 1 s c t o clos e t h e k n ot . For m or e d eta ils
h ere is a v id eo tu tor ia l h ttp s:/ /w ww.y ou tu b e.c om /w atc h ?v = 2D Q zD 8K C X-E
P atte rn — -Ad ry D ol l— -P atte rn
H ead
➢ T h e h ead is w or ke d in s p ir a l r ou nd , u se H ook G /6 -4 .2 5M M a n d y a rn c ol or A ra n
Rd :1 M ag ic r in g : 6 s c in t h e m ag ic r in g ( 6 s ts )
Rd :2 * 1 In c* c roc het 6 t im es ( 1 2 s ts )
Rd :3 * 1 s c , 1 In c* c roc het 6 t im es ( 1 8 s ts )
Rd :4 * 2 s c , 1 In c* c roc het 6 t im es ( 2 4 s ts )
Rd :5 * 3 s c , 1 In c* c roc het 6 t im es ( 3 0 s ts )
Rd :6 * 2 s c , 1 In c, 2 s c * c roc het 6 t im es ( 3 6 s ts )

Rd:7 * 5 s c , 1 In c* c roc het 6 t im es ( 4 2 s ts )
Rd :8 * 3 s c , 1 In c, 3 s c * c roc het 6 t im es ( 4 8 s ts )
Rd :9 * 7 s c , 1 In c* c roc het 6 t im es ( 5 4 s ts )
Rd :1 0 * 4 s c , 1 In c, 4 s c * c roc het 6 t im es ( 6 0 s ts )
Rd :1 1-2 0 6 0 s c ( 6 0 s ts )
Rd :2 1 * 8 s c , 1 In v-s c 2 tog * c roc het 6 t im es ( 5 4 s ts )
Rd :2 2 * 4 s c , 1 In v-s c 2 tog , 3 s c * c roc het 6 t im es ( 4 8 s ts )
➢ P la ce t h e e ye s b etw een r ou nd s 1 5 & 1 6 ( s e e in str u ction of t h e Fa ce , m ake t h e e ye la sh es w hen y ou f in is h t h e
head .
Rd :2 3 * 6 s c , 1 In v-s c 2 tog * c roc het 6 t im es ( 4 2 s ts )
Rd :2 4 * 3 s c , 1 In v-s c 2 tog , 2 s c * c roc het 6 t im es ( 3 6 s ts )
Rd :2 5 * 4 s c , 1 In v-s c 2 tog * c roc het 6 t im es ( 3 0 s ts )
➢ S ta rt f illin g
Rd :2 6 * 1 s c , 1 In v-s c 2 tog , 2 s c * c roc het 6 t im es ( 2 4 s ts )
Rd :2 7 * 2 s c , 1 In v-s c 2 tog * c roc het 6 t im es ( 1 8 s ts )
Rd :2 6 * 2 s c , 1 In v-s c 2 tog , 2 s c * c roc het 3 t im es ( 1 5 s ts ) s l s t, f a ste n of f a n d le ave a lon g t a il t o se w a n d f in is h
th e s p ir a l r ou nd , s e e s p ecia l t e ch niq ues.
Fa ce
➢ P la ce t h e e ye s: C ut t w o cir c le s of w hit e f e lt , a lit tle b ig ger t h an t h e s iz e of t h e e ye s, p la ce t h e e ye s in t h e
p os it ion t h at t h e f e lt look lik e a h alf m oon , ( m ust op en a s m all h ol e in t h e f e lt t o in se rt t h e p in of t h e e ye )
P la ce t h e e ye s b etw een r ou nd s 1 5 & 1 6 f r om t h e c e n te r of t h e h ead , le ave 5 s ts b etw een e ye s, p ut a s m all
a m ou nt of h ot g lu e t o se cu re t h e f e lt , w it h t h e b la ck t h re ad s iz e 3 , m ake 4 e ye la sh es a s y ou s e en in t h e p ic tu re
# 1 . D o not f or get t o pla ce t h e s a fe ty p art b eh in d t h e e ye s. M ake t h e n os e 2 r d s u nd er t h e e ye s a n d a s m ile 3
r d s u nd er t h e n os e.
➢ If y ou lik e a d d c ol or t o th e c h eeks w it h a lig ht p in k m ark e r.
H air
➢ C ut s tr a n d s a p prox im ate ly 2 6 In ch lon g a s y ou s e en it on p ic tu re # 1, u se y a rn c ol or C of fe e.
➢ W it h a h ook , p la ce e ach s tr a n d s, f ol low t h e s h ap e ( in s p ir a l) of t h e h ead , s ta rin g a t t h e c e n te r of t h e h ead .
➢ B en d t h e s tr a n d s in h alf t , p la ce t h e h ook ( p ic tu re s # 4 ) p ull t r ou gth t h e s tr a n d s w it h t h e h ook , ( p ic tu re s # 5 )
➢ P u ll t h e s tr a n d s t r ou gth t h e loop (p ic tu re s # 6) p ull t o se cu re ( p ic tu re s # 7). For m or e d eta ils h ere is a v id eo
tu tor ia l h ttp s:/ /w ww.y ou tu b e.c om /w atc h ?v = Q T_H F-q4M nE
➢ W ork u p t o rou nd # 9 .
H an d s ( m ake t w o)
➢ U se y a rn c ol or Ar an a n d H ook G /6 -4 .2 5M M, w or k in s p ir a l r ou nd s.

Rd:1 M ag ic r in g , 1 c h ( d oe s n ot c ou nt a s s t) 6 s c in t h e m ag ic r in g ( 6 s ts )
Rd :2 * 1 In c* c roc het 6 t im es ( 1 2 s ts )
Rd :3 * 3 s c , 1 In c* c roc het 3 t im es ( 1 5 s ts )
Rd :4 -6 1 5 s c , ( 1 5 s ts )
Rd :7 5 s c , 1 In v-s c 2 tog , 4 s c , 1 In v-s c 2 tog , 2 s c ( 1 3 s ts )
Rd :8 1 3 s c ( 1 3 s ts )
Rd :9 3 s c , 1 In v-s c 2 tog , 3 s c , 1 In v-s c 2 tog , 3 s c ( 1 1 s ts )
Rd :1 0 1 In v-s c 2 tog , 9 s c ( 1 0 s ts )
Rd :1 1-2 8 1 0 s c ( 1 0 s ts )
Rd :2 9 1 0 s c , s l s t, ( 2 9 s ts ) f a ste n of f, f in is h t h e s p ir a l r ou nd ( s e e s p ecia l t e ch niq ues) w eave in a ll loos e e n d s
Bod y a n d L e g s ( m ake t w o)
➢ W e w ill s ta rt t h e b od y f r om t h e le g s, s ta rtin g a t s ol es, w or k s p ir a l r ou nd s.
➢ U se h ook G /6 -4 .2 5M M a n d y a rn c ol or M in ty .
Rd :1 W ork a ll s c in t h e B B of t h e c h ain , 8 c h , 1 s c in t h e B B of t h e 1 st c h , 7 s c ( 1 6 s ts )
Rd :2 1 In c, 6 s c , 3 In c, 4 s c , 2 In c ( 2 2 s ts )
Rd :3 2 In c, 6 s c , 5 In c, 7 s c , 2 In c ( 3 1 s ts )
Rd :4 2 In c, 2 9 s c ( 3 3 s ts )
Rd :5 1 2 s c , * 1 In c, 1 s c * c roc het 5 t im es, 1 In c, 1 0 s c ( 3 9 s ts )
➢ U se t h e c a rb oa rd a n d m ake a s ol e, c u t 2 p ie ce s. C ut t w o str a p s of w ir e , 3 5 In ch e ach . ( s e e p ic tu re s, y ou w ill u se t h e s ol e a n d w ir e a t r ou nd 1 5). B en d
th e t ip of t h e w ir e a n d u se m ask in g t a p e a s y ou s e en in t h e p ic tu re s.
Rd :6 -9 3 9 s c ( 3 9 s ts )
Rd :1 0 3 9 s c + 2 s c , m ov e t h e s tic h m ark e r ( 3 9 s ts )
Rd :1 1 1 3 s c * 1 In v-s c 2 tog , 3 s c * c roc het 3 t im es, 1 In v-s c 2 tog , 9 s c ( 3 5 s ts )
Rd :1 2 1 1 s c , 1 In v-s c 2 tog , 2 s c , 1 In v-s c 2 tog , 1 s c , 1 In v-s c 2 tog , 2 s c , 1 In v-s c 2 tog , 1 1 s c ( 3 1 s ts )
Rd :1 3 1 s c , 1 In v-s c 2 tog , 3 s c , 1 In v-s c 2 tog , 5 s c , 1 In v-s c 2 tog , 1 s c , 1 In v-s c 2 tog , 4 s c 1 In v-s c 2 tog , 3 s c , 1 In vsc 2 tog , 2 s c ( 2 5 s ts )
Rd :1 4 6 s c , 1 In v-s c 2 tog , 2 s c , * 1 In v-s c 2 tog , 1 s c * c roc het t w o tim es, 1 In v-s c 2 tog , 7 s c , ( 2 1 s ts ) P u t t h e s ol e
in to th e f oot .
Rd:1 5 7 s c , * 1 In v-s c 2 tog , 1 s c * c roc het 2 t im es 1 In v-s c 2 tog , 6 s c ( 1 8 s ts )
Rd :1 6-1 7 1 8 s c , ( 1 8 s ts )
➢ In se rt w ir e in to th e f oot , s ta rt s tu ffin g .
Rd :1 8 6 s c , 1 In v-s c 2 tog , 2 s c , 1 In v-s c 2 tog , 6 s c , ( 1 6 s ts )
Rd :1 9-2 0 1 6 s c ( 1 6 s ts )
Rd :2 1 C han g e c ol or w it h s c ( s e e s p ecia l t e ch n iq ues) w or k t h is r ou nd a t t h e B LO : 1 6 s c ( 1 6 s ts ) d on ’t f a ste n
of f, w hen w e f in is h t h e e d ge of t h e s h oe w e w ill c on tin ued w it h t h e le g .
➢ At ta ch y a rn c ol or m in ty a t t h e 2

nd FL of t h e Rd 2 0, 1 c h , * 3 s c t og eth er in t h e s a m e s t, s l s t in t h e n ext s t*
r e p eat d e s a m e a ll a rou nd , f in is h w it h a s l s t. Fa ste n of f, w it h a n eed le f in is h t h is r ou nd a n d w eave in a ll loos e
en d s.
➢ B ack t o th e le g
Rd :2 2-3 5 1 6 s c ( 1 6 s ts )
Fi rs t le g : + 3 s c , s l s t, f a ste n of f a n d f in is h t h e s p ir a l r ou nd ( s e e s p ecia l t e ch niq ues)
Rd :3 6 S econ d le g : c h an ce t o ya rn c ol or w hit e w it h a s c , 1 6 s c , 1 4 c h , joi n w it h a s c t o th e ot her le g ( b e s u re
th e le g s a re w ell a lig ned ), 1 5 s c , 1 s c in t h e u nion , 1 4 s c in t h e c h s, 1 s c in t h e u nion , 1 6 s c , 1 4 s c in t h e
ch s, 2 3 s c ( 6 2 s ts ) p ut t h e s tit c h m ark e r t o sta rt t h e n ext r ou nd .
Rd :3 7-5 3 6 2 s c , ( 6 2 s ts )
➢ At t h e Rd :4 0 b en d t h e w ir e t o th e c e n te r e n d t h en u p a n d t w it it a s y ou s e en in t h e p ic tu re .
Rd :5 4-5 6 T o sta rt Rd :5 4 C han g e t o ya rn c ol or A ra n w it h a s c ( s e e s p ecia l t e ch niq ues) 6 2 s c , ( 6 2 s ts )
Rd :5 7 * 6 s c , 1 In v-s c 2 tog * c roc het 8 t im es, 6 s c ( 5 4 s ts )
Rd :5 8-6 0 5 4 s c ( 5 4 s ts )
Rd :6 1 * 3 s c , 1 In v-s c 2 tog , 4 s c * c roc het 6 t im es ( 4 8 s ts )
Rd :6 2-6 4 4 8 s c ( 4 8 s ts )
Rd :6 5 * 6 s c , 1 In v-s c 2 tog * c roc het 6 t im es ( 4 2 s ts )
Rd :6 6-6 8 4 2 s c ( 4 2 s ts )
Rd :6 9 * 3 s c , 1 In v-s c 2 tog , 2 s c * c roc het 6 t im es ( 3 6 s ts )
Rd :7 0-7 2 3 6 s c ( 3 6 s ts ) a t t h e e n d of Rd :7 2 s l s t, f a ste n of f a n d f in is h t h e s p ir a l r ou nd ( s e e s p ecia l t e ch niq ues)
d on ’t m ov e t h e s tit c h m ark e r, w e w ill s ta rt t h e u p per p art of t h e d re ss f r om t h is p oi nt.
D re ss
Rd :1 w or k t h is r ou nd a t t h e B BO : 3 6 c h , 1 s c in t h e 1 st B B of t h e 1 st c h f r om t h e h ook , 3 5 s c ( 3 6 s ts )
Rd :2 1 s c in t h e 1 st s c y ou m ad e, f or min g a c ir c le , 4 s c , 1 in c, * 5 s c , 1 In c* c roc het 5 t im es ( 4 2 s ts )
Rd :3 4 2 s c ( 4 2 s ts )
Rd :4 * 3 s c , 1 in c, 3 s c * C roc het 6 t im es ( 4 8 s ts )
Rd :5 4 8 s c ( 4 8 s ts )
Rd :6 * 7 s c , 1 in c * C roc het 6 t im es ( 5 4 s ts )
Rd :7 5 4 s c ( 5 4 s ts )
Rd :8 * 4 s c , 1 in c, 4 s c * C roc het 6 t im es ( 6 0 s ts )
Rd :9 6 0 s c ( 6 0 s ts )
Rd :1 0 * 9 s c , 1 in c * C roc het 6 t im es ( 6 6 s ts )
Rd :1 1-1 2 6 6 s c ( 6 6 s ts )
Rd :1 3 * 5 s c , 1 In c, 5 s c * c roc het 6 t om es ( 7 2 s ts )

Rd:1 4-2 0 7 2 s c ( 7 2 s ts ) a t t h e e n d of r ou nd 2 0 s l s t f a ste n of f a n d f in is h t h e s p ir a l r ou nd
Rd :2 1 S w it c h t o ya rn c ol or M in ty , 2 c h ( c ou nts a s d c) * 2 d c, 1 In c* r e p eat a ll t h e w ay t ill t h e e n d , s l s t a t t h e
top of t h e 1 st d c. Fa ste n of f a n d w eave in a ll loos e e n d s
Rd :2 2 S w it c h t o ya rn c ol or W hit e , a tta ch y a rn : 2 c h ( c ou nts a s d c) * 1 d c, 1 In c* r e p eat a ll t h e w ay t ill t h e e n d ,
sl s t a t t h e t op of t h e 1 st d c. Fa ste n of f a n d w eave in a ll loos e e n d s.
Rd :2 3 S w it c h t o ya rn c ol or M in ty , a tta ch y a rn : 2 c h ( c ou nts a s d c) * 2 d c, 1 In c* r e p eat a ll t h e w ay t ill t h e e n d ,
sl s t a t t h e t op of t h e 1 st d c. Fa ste n of f a n d w eave in a ll loos e e n d s.
Rd :2 4 S w it c h t o ya rn c ol or W hit e , a tta ch y a rn : 2 c h ( c ou nts a s d c) * 3 d c, 1 In c* r e p eat a ll t h e w ay t ill t h e e n d ,
sl s t a t t h e t op of t h e 1 st d c. Fa ste n of f a n d w eave in a ll loos e e n d s.
Rd :2 5 S w it c h t o ya rn c ol or M in ty , a tta ch y a rn : 2 c h ( c ou nts a s d c) * 4 d c, 1 In c* r e p eat a ll t h e w ay t ill t h e e n d ,
sl s t a t t h e t op of t h e 1 st d c. Fa ste n of f a n d w eave in a ll loos e e n d s.
Rd :2 6 S w it c h t o ya rn c ol or W hit e , a tta ch y a rn : 2 c h ( c ou nts a s d c) 1 d c in e ve ry s ts a rou nd t ill t h e e n d , s l s t a t
th e t op of t h e 1 st d c. Fa ste n of f a n d w eave in a ll loos e e n d s.
Rd :2 7 P la ce t h e d re ss a n d s ta rt t h is r d w here t h e s tit c h m ark e r of t h e b od y is . W ork a ll s c of t h is r ou nd
joi nin g t h e d re ss w it h t h e b od y: a tta ch y a rn c ol or w hit e , 1 c h ( c ou nts a s s c ) 3 5 s c in t h e n ext s ts ( 3 6 s ts )
S tit c h m ake r of t h e
b od y
Sta rt Rd :2 7 h ere
Rd :2 8 1 s c in t h e 1 st s c of t h e r d 2 7, 1 1 s c , P la ce t h e 1 st a rm , 3 s c joi n t h e d re ss, 1 5 s c , P la ce t h e 2
n d a rm , 3 s c
joi n t h e d re ss, 2 s c ( 3 5 s ts )
Rd :2 9 1 2 s c , 7 s c a rou nd t h e 1 st a rm , 1 5 s c , 7 s c a rou nd t h e 2
n d a rm , 2 s c ( 4 3 s ts )
Rd :3 0 3 s c , 1 In v-s c 2 tog , 1 s c , 1 In v-s c 2 tog , 3 s c , 1 In v-s c 2 tog , 5 s c , 1 In v-s c 2 tog , 4 s c 1 In v-s c 2 tog , 1 s c , 1 In vsc 2 tog , 4 s c , 1 In v-s c 2 tog , 5 s c , 1 In v-s c 2 tog ,
1 s c ( 3 5 s ts )
Rd :3 1 * 5 s c , 1 In v-s c 2 tog * c roc het 5 t im es ( 3 0 s ts )
Rd :3 2 C han g e t o ya rn c ol or a ra n w it h a s c ( s e e s p ecia l t e ch niq ues): 3 0 s c ( 3 0 s ts )
Rd :3 3 * 2 s c , 1 In v-s c 2 tog , 1 s c * c roc het 6 t im es ( 2 4 s ts )
Rd :3 4 * 1 s c , 1 In v-s c 2 tog , 1 s c * c roc het 6 t im es ( 1 8 s ts )
Rd :3 5-3 6 1 8 s c ( 1 8 s ts )
Rd :3 7 * 2 s c , 1 In v-s c 2 tog , 2 s c * c roc het 3 t im es ( 1 5 s ts )
Rd :3 8-4 7 1 5 s c ( 1 5 s ts ) a t t h e e n d of r d 4 7 f a ste n of f a n d w eave in a ll loos e e n d s.
➢ Fi nis h t h e e d ge of t h e d re ss c ol la r: w or k 3 6 c h ( f ir s t b e s u re t h e c h c ov er a ll t h e e d ge of d e d re ss c ol la r) w it h
t h e g lu e g un, g lu e t h e c h a rou nd d e e d ge, s ta rt a l t h e m id dle of t h e b ack , t h en joi n w it h a n eed le a n d w eave in
a ll loos e e n d s.

Ja ck e t S le eve s ( m ake t w o)
➢ W ork t h e s le eve s in r ou nd s, e ve ry t im e y ou f in is h a r ou nd , joi n a t t h e 1 st s c , 1 c h ( d on ’t c ou nt a s s c ) a n d t u rn
Rd :1 L e ave a t a il of 6 In ch . W ork t h e s c of t h is r ou nd a t t h e B BO : 1 7 c h , 1 s c in B B of t h e 1 st c h , 1 6 s c in t h e
next s ts , s l s t in t h e 1 st s c ( f or min g a c ir c le ) ( 1 7 s ts )
Rd :2 -8 1 c h ( d on ’t c ou nt a s s c ) t u rn , 1 7 s c , s l s t in t h e 1 st s c ( 1 7 s ts )
Rd :9 S le eve H em : 1 c h ( c ou nts a s s ts ), * 3 s c t og eth er in t h e n ext s t, s l s t in t h e n ext s t* d o th e s a m e a ll
a rou nd , f a ste n of f, w it h a n eed le f in is h t h e r ou nd .
➢ W it h t h e t h re ad t h at y ou le ft in t h e f ir s t Rd f in is h ed joi nin g t h e r ou nd .
Ja ck e t
➢ T h e J a ck e t is w or ke d in r ou nd s, e ve ry t im e y ou f in is h a r ou nd , w or k 1 c h ( d on ’t c ou nt a s s c ) a n d t u rn
➢ U se y a rn c ol or M in ty a n d H ook G /6 -4 .2 5M M
➢ P ay a tte n tion t o th e in str u ction of t h e In vis ib le d ecre ase , s om e r d s a re a t t h e B L a n d ot hers a re a t t h e FL .
Rd :1 W ork a ll s c of t h is r d in t h e B BO , 6 0 c h , 1 s c in t h e 1 st B B of t h e f ir s t c h f r om t h e h ook , 5 9 s c in t h e n ext
sts ( 6 0 s ts )
Rd :2 -6 6 0 s c ( 6 0 s ts )
Rd :7 * 4 s c , 1 In v-s c 2 tog , B L, 4 s c * c roc het 6 t im es ( 5 4 s ts )
Rd :8 -1 0 5 4 s c , ( 5 4 s ts )
Rd :1 1 6 s c , * 1 In v-s c 2 tog , B L, 6 s c * c roc het 6 t im es ( 4 8 s ts )
Rd :1 2-1 3 4 8 s c , ( 4 8 s ts )
Rd :1 4 6 s c , * 1 In v-s c 2 tog , FL , 5 s c * c roc het 6 t im es ( 4 2 s ts )
Rd :1 5-1 6 4 2 s c , ( 4 2 s ts )
Rd :1 7 6 s c , * 1 In v-s c 2 tog , FL , 4 s c * c roc het 6 t im es ( 3 6 s ts )
Rd :1 8-1 9 3 6 s c , ( 3 6 s ts )
Rd :2 0 6 s c , P la ce t h e 1 st s le eve , 4 s c joi n t h e s le eve a n d t h e ja ck e t, 1 6 s c , P la ce t h e 2
n d s le eve , 4 s c joi n t h e
sle eve a n d t h e ja ck e t, 6 s c ( 3 6 s c )
Rd :2 1 6 s c , 1 3 s c a rou nd t h e 1 st s le eve , 1 6 s c , 1 3 s c a rou nd t h e 2
n d s le eve , 6 s c ( 5 4 s ts )
Rd :2 2 6 s c , * 5 s c , 1 In v-s c 2 tog FL * c roc het 6 t im es ( 4 8 s ts )
Rd :2 3 6 s c * 4 s c , 1 In v-s c 2 tog B L* c roc het 6 t im es, 6 s c ( 4 2 s ts )
Rd :2 4 4 2 s c ( 4 2 s ts )
Rd :2 5 6 s c , 1 In v-s c 2 tog B L, 7 s c , * 1 In v-s c 2 tog B L, 1 s c * c roc het 4 t im es, 7 s c , 1 In v-s c 2 tog B L, 6 s c ( 3 6 s ts )
Rd :2 6 6 s c , * 1 s c , 1 In v-s c 2 tog FL , 1 s c * c roc het 6 t im es, 6 s c ( 3 0 s ts )
➢ W ork a t t h e r ig ht s id e: S ta rt r ou nd 2 7 a t t h e s c # 3 0 a s t h e p ic tu re in d ic a te .

Rd:2 7 2 c h ( c ou nts a s d c) 2 9 d c, 3 d c t og eth er ( c or ner) 2 5 d c, 3 d c t og eth er ( c or ner) 1 d c * 2 d c, 1 d is m -d c*
croc het 6 t im es, 3 d c, 3 d c t og eth er ( c or ner) 2 5 d c, 3 d c t og eth er ( c or ner) 2 8 d c, s l s t in t h e t op of t h e 1 st
d c. Fa ste n of f a n d w eave in a ll loos e e n d s.
Fl ow er d re ss
Rd :1 M ag ic r in g , * 3 c h ( c ou nt a s d c) 4 d c in t h e m ag ic r in g , s l s t* c roc het 5 t im es, P u ll t h e t h re ad t o clos e t h e
m ag ic r in g , a d d a f a u x p earl t o th e c e n te r of t h e f low er, s e w t h e f low er a t t h e r ig th s id e of t h e ja ck e t.
H at
➢ U se y a rn c ol or M in ty , h ook G /8 -5 .0 0M M
Rd :1 M ag ic r in g , 3 c h ( c ou nts a s d c), w or k 1 1 d c, joi n a t t h e t op of c h 3 ( 1 2 s ts )
Rd :2 3 c h , ( c ou nts a s d c) 1 d c in s a m e s t of t h e 3 c h , * 1 In c* c roc het 1 1 t im es, joi n a t t h e t op of c h 3 ( 2 4 s ts )
Rd :3 3 c h , ( c ou nts a s d c) 1 In c * 1 d c, 1 In c* c roc het 1 1 t im es, joi n a t t h e t op of c h 3 ( 3 6 s ts )
Rd :4 3 c h , ( c ou nts a s d c) 1 d c, 1 In c * 2 d c, 1 In c* c roc het 1 1 t im es, joi n a t t h e t op of c h 3 ( 4 8 s ts )
Rd :5 3 c h , ( c ou nts a s d c) 2 d c, 1 In c * 3 d c, 1 In c* c roc het 1 1 t im es, joi n a t t h e t op of c h 3 ( 6 0 s ts )
Rd :6 3 c h , ( c ou nts a s d c) 8 d c, 1 In c * 9 d c, 1 In c* c roc het 5 t im es, joi n a t t h e t op of c h 3 ( 6 6 s ts )
Rd :7 -1 0 6 6 d c, joi n a t t h e t op of c h 3 ( 6 6 s ts )
➢ S F sc = S u rfa ce b ra id s in g le c roc het: T h is s tic h in lik e FP dc b ut in ste ad of w or kin g d c w or k a s c , In se rt t h e h ook
fr on t t o back a rou nd t h e d c, p ic # 1, y o, y ou h ave 2 loop , p ic # 2, y o, p ull t h rou gh t w o loop s, p ic # 3.
Rd :1 1 1 c h , ( c ou nts 1 st S B s c ) S B s c in e ach d c a rou nd , s l s t in t h e 1 st c h t o joi n ( 6 6 s ts )
B rim
➢ W ork t h e n ext r ou nd s w it h h ook G /6 -4 .2 5 M M
Rd :1 2 W ork in t h e s ts of Rd :1 0: 6 6 s c ( 6 6 s ts )
Rd :1 3-1 6 6 6 s c ( 6 6 s ts ) a t t h e e n d of Rd :1 6 s l s t f a ste n of f a n d f in is h t h e s p ir a l r ou nd .
➢ M ake 4 b ow s: U se y a rn c ol or w hit e , M ag ic r in g , * 3 c h , 4 d c, 3 c h , s l s t* c roc het 2 t im es, p ull t h e t h re ad t o
c los e t h e m ag ic r in g , w it h y a rn c ol or M in ty m ake 4 t u rn a rou nd t h e c e n te r of t h b ow , m ake a k n ot t o se cu re .
➢ U se t w o bow s f or t h e h at a n d t w o for t h e s h oe s.
➢ B en d a ll t h e w ir e e n d s, t h en c ov er it w it h f ib er f ill a n d s e cu re w it h s tr a n d s, f r om t h e n eck t o th e e n d s s h ou ld
n ot m easu re m or e t h an 3 ½ in ch es.
➢ In tr od uce t h e n eck in to th e h ol e of t h e h ead , w it h t h e t a il y ou le ft ( of t h e h ead ) s e w e ve ry s in g le c roc het of
t h e h ead t o th e n eck . L e ave on e in ch of n eck .
S ca rf
➢ W ork S alom on S tit c h : w or k 4 s tr ip s of 2 8 S alom on s tit c h es, 2 s tr ip s w it h y a rn c ol or w hit e a n 2 w it h y a rn c ol or
M in ty .