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   tanydeva

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 LiveInternet.ru:
: 17.11.2012
:
:
: 16541

:


Lemon CLAiRE by ANKESTRiCK

, 17 2026 . 19:02 +
 (700x522, 351Kb)

: 1 (2, 3, 4, 5)

:
20 . x 28 = 10 (4")

: 4 3

: ITO So Kosho+Sensai

: 1 (2, 3, 4, 5)

/: 103 (118, 136, 154, 169) / 40.5 (46.5, 53.5, 60.5, 66.5)"

18-31 (7-12)"/

: 70-81 (83-95, 97-113, 115-131, 133-155) 27.5-32 (33-37.5, 38-44.5, 45.25-51.5, 52.5-61)"

, , , .

, 89 (35") + 27 (10,5") = 116 (45,5") = 2.

, 27 (10,5").

20 (8").


20 . x 28 ./.. = 10 10 .. . , ,


6 , , 6-8

: 4 40 80

: 3 .

2 : 6 (7, 8, 9, 10) ITO So Kosho (90% , 10% ), 175 (191 )/50

: Vanilla

/: 950/1095 (1120/1225, 1320/1440, 1520/1660, 1720/1880) 5 (5, 6, 7, 8) ITO Sensai (60% , 40% ), 240 (262 )/20 .

: Lime

/: 1050/1150 (1200/1310, 1400/1530, 1600/1750, 1800/1970)

Lemon CLAiRE Cardigan . . , , . .. .

  (363x324, 27Kb)

a: 51.5 (59, 68, 77, 84.5)

b: 47 (54, 63, 72, 80)

c: 43 (47, 52, 56, 60)

d: +/-22

: 42

+1 (..): ( 1 ): , . , .. ( 1 ).

+1 (..): ( 1 ): , . , .. ( 1 )

https://youtu.be/6DzdlT-a8K8

+1 (..): ( 1 .. ): . , .. .

+1 (..): ( 1 . ): , . , .. .

https://youtu.be/RnF67ZMqSo8

( GERMAN SHORT ROWS)

: (): .., , , 2 (= DS). https://www.youtube.com/watch?v=tvxG5fTLfVA

: .. ..

: .. ..

I-cord bind off ( 2 .)

https://youtu.be/khMhWvd2y1w

..

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , , , 2 .., 1 .., 2 . .., , 2 .., 1 ., 1 ..

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

3 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , , , 2 .., 2 .., .. 1 ( ), 2 .., 1 ., 1 ..

[2x1]:

:

:

: .. ( 1 .) 1 .: 1 ..

: 1 . .., 1 . .., , .. ( 1 . )

101 (110, 110, 110, 119) .

(..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , [2 .., 1 ..] 11 . , 2 .., , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , [2 .., 1 ..] 2 . , 2 .., , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , [2x1] , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1+2, 10 3 (1,25") (. ).

.

. (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , [2x1] 18 (21, 21, 21, 24) ., , 2 .., 1 .., 2 .., , [2x1] 37 (40, 40, 40, 43) ., , 2 .., 1 .., 2 .., , [2x1] 18 (21, 21, 21, 24) ., , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

37 (40, 40, 40, 43) . , 18 (21, 21, 21, 24 . + 9 . 5 . .

() ( ).

. (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , [2x1] , , 2 .., 1 .., 2 .., , [2x1] 8 ., , [2x1] 8 . , , [2x1] , , 2 .., 1 .., 2 .., , [2x1] , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , .. , , 2 .., 1 .., 2 .., , +1, .. , +1, , .. , , +1, .. , +1, , 2 .., 1 .., 2 .., , 2 .., . (4 . .)

2 (..): , 1 .., , 2 .., 1 .., 2 .., , .. 2 , , 2 .., 1 .., 2 .., , 2 .., .

41 (44, 44, 44, 47) .

:

3 , (..): , 1 .., +1, , 2 .., 1 .., 2 .., , +1, .. , +1, , .. , , +1, .. , +1, , 2 .., 1 .., 2 .., , +1, 1 .., , 1 .., . (6 . .)

4 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, .. , +1, , .. , , +1, 1 **, .. , , 1 .., . (6 . .)

49 (52, 52, 52, 55) . , 20 (23, 23, 23, 26) . + 9 . 5 . .

5 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, .. , +1, , .. , , +1, 1 **, .. , , 1 .., . (6 . .)

6 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, .. , +1, , .. , , +1, 1 **, .. , , 1 .., . (6 . .)

57 (60, 60, 60, 63) . , 22 (25, 25, 25, 28) . + 9 . 5 . . :

7 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 1 .., . (4 . .)

8 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 1 .., . (4 . .)

61 (64, 64, 64, 67) . , 24 (27, 27, 27, 30) . + 9 . 5 . .

9 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 1 (2, 2, 2, 2) .., . (4 . .)

10 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 1 (2, 2, 2, 2) .., . (4 . .)

65 (68, 68, 68, 71) . , 26 (29, 29, 29, 32) . + 9 . 5 . .

9+10 3

77 (80, 80, 80, 83) . , 32 (35, 35, 35, 38) . + 9 . 5 . .

3 4 :

17 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 2 (3, 3, 3, 3) .., . (4 . .)

18 (..): , *.. , , 2 .., 1 .., 2 .., , *, 1 **, .. , , 2 (3, 3, 3, 3) .., .

79 (82, 82, 82, 85) . , 33 (36, 36, 36, 39) . + 9 . 5 . .

19 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 3 (4, 4, 4, 4) .., . (4 . .)

20 , (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 3 (4, 4, 4, 4) .., . (4 . .)

83 (86, 86, 86, 89) . , 35 (38, 38, 38, 41) . + 9 . 5 . .

.

, (..): , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (4 . .)

.. ( .. 1 ).

. (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. , , 2 .., 1 .., 2 .., *, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (4 . .)

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. , +1, , 2 .., 1 .., 2 .., , +1*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 . (4 . .)

3 (..): 1

4 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. , , 2 .., 1 .., 2 .., *, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1-4 4 (6, 9, 12, 14) 1 1- 30- .

115 (130, 148, 166, 181) . , 51 (60, 69, 78, 87) . + 9 . 5 . .

, + (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 5 . , 2 . .., 2 .., 1 .., , 2 .., , 2 .., , 1 .., 2 .., *, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (2 . , 4 . )

. (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , .. 1 . , 1 .., , 3 .. . 53 (62, 71, 80, 89) . + 9 .

. 30 .

1, (..): 3 .., 1 .., 2 .., 2 . .., .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (1 . )

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , .. 4 . , 1 .., 3 ..

1+2 7 45 (54, 63, 72, 81) . + 9 . .

4- . :

1 (..): 3 .., 1 .., .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , .. 4 . , 1 .., 3 ..

3 (..): 3 .., 1 .., 2 .., 2 . .., .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (1 . )

4 (..): 2

1-4 3 41 (50, 59, 68, 77) . + 9 .

6- :

1-4: 1+2 2 ( )

5+6: 3+4 ( )

1-6 4

36 (45, 54, 63, 72) . + 9 .

1+2 0 (3, 5, 8, 11) ( 22 (24, 26, 28, 30) (8.5 (9.5, 10.25, 11, 11.75)")

.

3 . .. ..:

(..): 3 .., , 1 .., .. 1 . , 1 .., , 3 .. 119 (134, 152, 170, 185) .

1 (..): 3 .., 1 .., 2 .., 2 . .., .. 8 . , , 2 .., 1 .., 3 .. (2 . )

2 (..): 3 .., 1 .., .. 4 . , 1 .., 3 .. 1+2 7

103 (118, 136, 154, 169) .

4- :

1 (..): 3 .., 1 .., .. 4 . , 1 .., 3 ..

2 (..): 3 .., 1 .., .. 4 . , 1 .., 3 ..

3 (..): 3 .., 1 .., 2 .., 2 . .., .. 8 . , , 2 .., 1 .., 3 .. (2 . )

4 (..): 2

1-4 3

95 (110, 128, 146, 161) .

6- :

1-4: 1+2 2 ( . )

5+6: 3+4 ( . )

1-6 4

85 (100, 118, 136, 151) .

1+2 0 (3, 5, 8, 11) ( 22 (24, 26, 28, 30) (8.5 (9.5, 10.25, 11, 11.75)")

.

, .. ..:

(..): 3 .., 1 .., .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

53 (62, 71, 80, 89) . + 9 .

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , .. 8 . , , 2 .., 1 .., 3 ..

2 (..): 3 .., 1 .., .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1+2 7

45 (54, 63, 72, 81) . + 9 .

4- :

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , .. 4 . , 1 .., 3 ..

2: 3 .., 1 .., .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

3 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , .. 8 . , , 2 .., 1 .., 3 ..

4: 2.

1-4 3

41 (50, 59, 68, 77) . + 9 .

6- :

1-4: 1+2 2 ( . )

5+6: 3+4 ( . )

1-6 4

36 (45, 54, 63, 72) . + 9 .

1+2 0 (3, 5, 8, 11) ( 22 (24, 26, 28, 30) (8.5 (9.5, 10.25, 11, 11.75)")

.

(..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , .. 4 . , 1 .., 3 .., 4 ., , 4 ., 3 .., 1 .., .. 4 . , 1 .., 3 .., 4 ., , 4 ., 3 .., 1 .., .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

. (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 8 . , 1 .., 2 .., 1 .., 4 .. , 4 .. 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1: 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 8 . , 1 .., 2 .., 1 .., 4 .., , 4 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 8 . , 1 .., 2 .., 1 .., 4 .. , 4 .. 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1+2 3

: , 1, 5, 9, 13. 2 ( 8 ) 3 ( 4 = 6 )

1 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 8 . , 1 .., 2 .., 1 .., , 2 .., , 2 .., 2 . .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (4 . )

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 7 . , 1 .., 2 .., 1 .., 3 .., , 3 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

3 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 7 . , 1 .., 2 .., 1 .., 3 .., , 3 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

4 (..): 2

3+4 3

5 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 7 . , 1 .., 2 .., 1 .., , 1 .., , 1 .., 2 . .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (4 . )

6 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 6 . , 1 .., 2 .., 1 .., 2 .., , 2 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

7 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 6 . , 1 .., 2 .., 1 .., 2 .., , 2 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

8 (..): 6

7+8 3

9 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 6 . , 1 .., 2 .., 1 .., , , 2 . .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (4 . )

10 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 5 . , 1 .., 2 .., 1 .., 1 .., , 1 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

11 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 5 . , 1 .., 2 .., 1 .., 1 .., , 1 .., 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

12 (..): 10 11+12 3

13 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 5 . , 1 .., 2 .., 2 . ., , 2 . ., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (4 . )

14 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 4 . , 1 .., 2 .., 1 .., , 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

15 (..): 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , *.. 4 . , 1 .., 2 .., 1 ., , , 2 . ., , 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 2 .., 1 ., 1 .. (2 . )

16 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , *.. 3 . , 1 .., 2 .., , 1 .., 2 .., 1 ..*, 1 **, .. , , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

2 .

173 (206, 242, 278, 311) .

, 3 - 1.

1 : 1 .., 1 ., 2 .., 1 .., 2 .., 2 .., , [2 .., 1 ..] 2 . , 2 .., , 2 .., 2 .., 1 .., 2 .., 1 ., 1 ..

2 (..): 1 ., 1 .., 1 ., 1 .., 1 .., 2 .., 2 .., , [2 .., 1 ..] 2 . , 2 .., , 2 .., 2 .., 1 .., 1 .., 1 ., 1 .., 1 .

1+2 8 (3"). 4 (1,5").

I-cord BO 2 . (. ),

()

,

, , .. 86 (94, 104, 112, 120) . ( 2 . 3 ), .. 86 (94, 104, 112, 120) . .

.. : .. .., . 17 .. ( 6,5 (2,5"))

.. : 1 .., 2 . .., .. 3 . .. M, , 1 .., (2 . )

18 .. 3

78 (86, 96, 104, 112) . .

3 .. .

.. .

4 .. 2

72 (80, 90, 98, 106) .

1 .. .

.. .

2 .. 2

66 (74, 84, 92, 100) .

1 .. .

.. : 5 (4, 3, 2, 3) .., 2 . .., [9 (6, 5, 6, 5) .., 2 . ..] 5 (8, 11, 11, 13) , .. .., . (6 (9, 12, 12, 14) . )

60 (65, 72, 80, 86) .

1 .. .

.. : 4 (3, 3, 6, 2) .., 2 . .., [8 (5, 6, 4, 4) .., 2 . ..] 5 (8, 8, 12, 13) , .. .., . (6 (9, 9, 13, 14) . )

54 (56, 63, 67, 72) .

1 .. .

.. : 4 (3, 3, 2, 2) .., 2 . .., [7 (5, 5, 5, 4) .., 2 . ..] 5 (7, 8, 9, 11) , .. .., . (6 (8, 9, 10, 12) . )

48 (48, 54, 57, 60) .

1 .. .

.

.. : [2 .., 1 ..] ..,

.. 8 (3")

I-cord BO 2 . (. ),

, . . .

/

: [1] []
 

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: 

: ( )

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