Moriko Sweater by Valentina Bogdanova |
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Merino Tencel Single Ann Riegler ZAUBERHAFT HANDGEMACHT, fingering weight, (70% , 30% ), 360 / 100 310 (340, 370, 405, 465) (505, 540, 570, 600) 1115 (1215, 1330, 1455, 1665) (1785, 1900, 2010, 2095) * Planet Earth
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2 , 60 .. ()
3.0 , 80 , , .
3.0 , 60 .. ()
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27 ./35 .. = 10 ., 3.0 , .
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1 (2, 3, 4, 5) (6, 7, 8, 9)
: 70 (80, 90, 100, 110) (120, 130, 140, 150)
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80 (89, 99.5, 109.5, 118.5) (129, 139.5, 149.5, 158.5)
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2(3, 4).. = 2 (3, 4) . .
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3 = 3 : , 3- 4- . 1- . ; 2 .., 1 ., 1 .. (-: https://www.instagram.com/reel/CrNtcrZI-Bh/
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= .. 4-2 = 4 2 : 4 . ; 4 . 2 ( ) ; 4 . . (- : https://www.youtube.com/watch?v=ONSuKXvhOKw
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1 = 1 . ( ): , , . . . (1 . )
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1:
, , 160 (176, 192, 192, 192) (208, 224, 224, 224) . .., , . ( ).
2 .. . :
.. 1: . .
.. 2: .. 1, 16 .
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• 1 ( ) 1A .
• , .. 1-15 , , .. 1 1 6 .
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• 10 (11, 12, 12, 12) (13, 14, 14, 14) ..
1/ 1A, 180 (198, 216, 216, 216) (234, 252, 252, 252) .
2:
: • . • .. 11 15, 2 . , . . 2 . (1 ., 1 ..) . .., « 4-2» 2 . 2 . . . • .. 12 16, .
2, 240 (264, 288, 288, 288) (312, 336, 336, 336) .
3:
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• 1, , ( ) 3 3A .
3/ 3A, 280 (308, 336, 336, 336) (364, 392, 392, 392) .
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, 4 5 ( ).
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• .. 13 17, 2 . , . . 2 . (1 ., 1 ..) . .., « 4-2» 2 . 2 . . .
• .. 14 18, .
4 , 320 (352, 384, 384, 384) (416, 448, 448, 448) .
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• 1 b 3, ( ) 5 5A .
4 /5/5A, 320 (352, 384, 384, 384) (416, 448, 448, 448) . .
.. . :
1: *20 ., 1; * .. (16 . , 336 .).
2: *(18 ., 1) x 3, (17 ., 1) x 2; * .. (20 . , 372 .).
3: *16 ., 1; * .. (24 . , 408 .).
4: *6 ., 1; * .. (64 . , 448 .).
5: *(4 ., 1) x 9, (3 ., 1) x 20; * .. (116 . , 500 .).
6: *4 ., 1, (3 ., 1) x 3; * .. (128 . , 544 .).
7: *(4 ., 1) x 5, (3 ., 1) x 12; * .. (136 . , 584 .).
8: *(3 ., 1) x 2, 2 ., 1; * .. (168 . , 616 .).
9: *3 ., 1, (2 ., 1) x 2; * .. (192 . , 640 .).
1 (1, 1, 6, 12) (14, 18, 19, 22) ..
2:
.. 1: 50 (56, 62, 69, 74) (81, 88, 94, 99) ., . 68 (74, 80, 86, 102) (110, 116, 120, 122) . , 8 (8, 10, 10, 12) (12, 12, 14, 16) . , 100 (112, 124, 138, 148) (162, 176, 188, 198) ., . 68 (74, 80, 86, 102) (110, 116, 120, 122) . , 8 (8, 10, 10, 12) (12, 12, 14, 16) . , 50 (56, 62, 69, 74) (81, 88, 94, 99) . ( 216 (240, 268, 296, 320) (348, 376, 404, 428) .).
1 ..
, . (: ; . , . . . . ; , . . ) :
1 () : 50 (56, 64, 70, 76) (84, 90, 96, 102) ., .
2 () : , . , , 50 (56, 64, 70, 76) (84, 90, 96, 102) ., .
3: , . , , . , . 2 .., 1 (1, 1, 1, 1) (1, 2, 2, 2) ., .
4: , . , , . , . , 1 (1, 1, 1, 1) (1, 2, 2, 2) ., .
3 4 4 , .
. .. : , . , , . , . 2 .., . 1 . , . , . .. , .., , .
3:
.. 24 (24, 24, 24, 24) (23, 22, 22, 22) ( 7 ).
.. : 1: *25 ., 2 ..; * .. (8 . , 208 .).
2: . ( , 240 .).
3: *20 ., 2 ..; * 4 ., 4 . (12 . , 256 .).
4: *35 ., 2 ..; * .. (8 . , 288 .).
5: . ( , 320 .).
6: *27 ., 2 ..; * .. (12 . , 336 .).
7: *45 ., 2 ..; * .. (8 . , 368 .).
8: *99 ., 2 ..; * .. (4 . , 400 .).
9: 4 ., *33 ., 2 ..; * 4 ., 4 . (12 . , 416 .).
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.. 1: *1 .., 1 .; * ..
.. 1 , 6, 6:
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• .. 9 13, 1 . , .. . (1 ..) . .., 3 2 . 1 . . .
• .. 10 14, .
6, 6 .. , . :
.. 1: *1 ., 1; * ..
.. 2: *1, 1 .; * ..
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4:
, , . 4 (4, 5, 5, 6) (6, 6, 7, 8) ., . 1 . . . , 68 (74, 80, 86, 102) (110, 116, 120, 122) . , . 1 . . . , 4 (4, 5, 5, 6) (6, 6, 7, 8) . , (78 (84, 92, 98, 116) (124, 130, 136, 140 .).
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.., *.. 9 (30, 10, 7, 6) (5, 4, 4, 3) .. 3 (2, 6, 5, 10) (6, 8, 1, 18) (), 8 (0, 0, 6, 0) (4, 3, 3, 2) .. 4 (0, 0, 4, 0) (8, 9, 19, 4) (). (14 (4, 12, 18, 20) (28, 34, 40, 44) . , (64 (80, 80, 80, 96) (96, 96, 96, 96) .)). 20 ( 7 ).
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.., *.. 8 (6, 5, 4, 4) (4, 3, 3, 3) .. 12 (3, 9, 2, 7) (27, 9, 21, 29) (), 9 (7, 6, 5, 5) (5, 4, 4, 4) .. 3 (15, 13, 23, 19) (3, 24, 15, 9) (), (30 (36, 44, 50, 52) (60, 66, 72, 76) . , (48 (48, 48, 48, 64) (64, 64, 64, 64) .)).
36 ( 7 ).
*.. : , 1 ., 2 .., . 3 . , , 1 .
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.. 1: *1 .., 1 .; * ..
.. 1 5 , 6, 6 (. 10).
6, 6 .. 3 .
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1:
.. 1 - 2: . (16 .)
.. 3: (7 ., 1 .) × 2.
.. 4: .. 3.
.. 5: (, 1 .) × 2, , , , 1 ., 3 .., 2 .., (, 1 .) × 2, , 1 .
.. 6: .. 3.
.. 7: .. 3.
.. 8 - 11: .. 4 - 7.
.. 12: .. 3.
.. 13: 1, (, 1 .) × 2, , , , 1 ., 1, 3 .., 2 .., (, 1 .) × 2, , 1 . (18 .)
.. 14 - 15: 1 ., 7 ., 2 ., 7 ., 1 .
1A:
.. 1 – 2: . (16 .)
.. 3: (7 ., 1 .) × 2.
.. 4: .. 3.
.. 5: (, 1 .) × 2, , , , 1 ., 3 .., 2 .., (, 1 .) × 2, , 1 .
.. 6: (, 1 .) × 2, , 2 ., 1 ., 2 ., (, 1 .) × 2, , 1 .
.. 7: .. 3.
.. 8 - 11: .. 4 - 7.
.. 12: .. 3.
.. 13: 1, (, 1 .) × 2, , , , 1 ., 1, 3 .., 2 .., (, 1 .) × 2, , 1 . (18 .)
.. 14: 1 ., (, 1 .) × 2, , 2 ., 2 ., 2 ., (, 1 .) × 2, , 1 . .. 15: 1 ., 7 ., 2 ., 7 ., 1 .
2:
.. 1: 1 ., (1, 2 .) × 3, 1 ., 2 ., 1 ., (2 ., 1) × 3, 1 . (24 .)
.. 2: 1 ., (1 .., 2 .) × 7, 1 .., 1 .
.. 3: 1 ., (1 .., 2 .) × 3, 4-2, (2 ., 1 ..) × 3, 1 .
.. 4: .. 2.
.. 5: 1 ., (1 .., 2 .) × 2, ( 4-2, 2 .) × 2, 1 .., 2 ., 1 .., 1 .
.. 6: .. 2.
.. 7: 1 ., 1 .., (2 ., 4-2) × 3, 2 ., 1 .., 1 .
.. 8: .. 2.
.. 9: 1 ., ( 4-2, 2 .) × 3, 4-2, 1 .
.. 10: .. 2.
.. 11 15, 2 . , . . 2 . (1 ., 1 ..) .
.., « 4-2» 2 . 2 . . .
• .. 12 16, .
.. 11: 1 ., 1 .., *2 ., 4-2, (2 ., 1 ..) × 2, (2 ., 4-2) × 2**, * ** ..
.. 12: .. 2.
.. 13: 1 ., 4-2, (2 ., 1 ..) × 4, 2 ., 4-2, 1 .
.. 14: .. 2.
.. 15: 1 ., 1 .., *(2 ., 1 ..) × 6, 2 ., 4-2**, * ** ..
.. 16: .. 2.
3:
.. 1 – 2: 1 ., 10 ., 2 ., 10 ., 1 . (24 .)
.. 3: 1 ., (, 1 .) × 4, , , , 2 ., 4 .., 2 .., (, 1 .) × 4, , 1 . (26 .)
.. 4: 1 ., 11 ., 2 ., 11 ., 1 .
.. 5: .. 4.
.. 6: .. 4.
.. 7: 1 ., (, 1 .) × 4, , , , 2 ., 4 .., 3 .., (, 1 .) × 4, , 1 .
.. 8 - 11: .. 4 - 7.
.. 12 - 14: 1 ., 11 ., 2 ., 11 ., 1 .
.. 15: 1 ., (, 1 .) × 5, , , 2 ., 4 .., 2 .., (1 ., ) × 5, 1 . (28 .)
.. 16 - 18: 1 ., 12 ., 2 ., 12 ., 1 .
.. 19: 1 ., (, 1 .) × 5, , , 2 ., 4 .., 3 .., (1 ., ) × 5, 1 .
.. 20 - 21: 1 ., 12 ., 2 ., 12 ., 1 .
3A:
.. 1 - 2: 1 ., 10 ., 2 ., 10 ., 1 . (24 .)
.. 3: 1 ., (, 1 .) × 4, , , , 2 ., 4 .., 2 .., (, 1 .) × 4, , 1 . (26 .)
.. 4: 1 ., (, 1 .) × 4, , 2 ., 2 ., 2 ., (, 1 .) × 4, , 1 .
.. 5: 1 ., 11 ., 2 ., 11 ., 1 .
.. 6: .. 5.
.. 7: 1 ., (, 1 .) × 4, , , , 2 ., 4 .., 3 .., (, 1 .) × 4, , 1 .
.. 8 - 11: .. 4 - 7.
.. 12: .. 4.
.. 13 - 14: 1 ., 11 ., 2 ., 11 ., 1 .
.. 15: 1 ., (, 1 .) × 5, , , 2 ., 4 .., 2 .., (1 ., ) × 5, 1 . (28 .)
.. 16: 1 ., (, 1 .) × 4, , 3 ., 2 ., 3 ., (, 1 .) × 4, , 1 .
.. 17 - 18: 1 ., 12 ., 2 ., 12 ., 1 .
.. 19: 1 ., (, 1 .) × 5, , , 2 ., 4 .., 3 .., (1 ., ) × 5, 1 .
.. 20: .. 16. .. 21: .. 17.
4 :
.. 1: 1 ., 1 ., 2 ., 1, (2 ., 1 .) × 6, 2 ., 1, 2 ., 1 ., 1 . (30 .)
.. 2: 1 ., (1 .., 2 .) × 9, 1 .., 1 .
.. 3: 1 ., (1 .., 2 .) × 4, 4-2, (2 ., 1 ..) × 4, 1 .
.. 4: .. 2.
.. 5: 1 ., (1 .., 2 .) × 3, 4-2, 2 ., 4-2, (2 ., 1 ..) × 3, 1 .
.. 6: .. 2.
.. 7: 1 ., (1 .., 2 .) × 2, ( 4-2, 2 .) × 2, 4-2, (2 ., 1 ..) × 2, 1 .
.. 8: .. 2.
.. 9: 1 ., 1 .., (2 ., 4-2) × 4, 2 ., 1 .., 1 .
.. 10: .. 2.
.. 11:1 ., 4-2, 2 ., 4-2, (2 ., 1 ..) × 2, 2 ., 4-2, 2 ., 4-2, 1 .
.. 12: .. 2.
.. 13 17, 2 . , . . 2 . (1 ., 1 ..) . .., « 4-2» 2 . 2 . . . • .. 14 18, .
.. 13: 1 ., 1 .., *2 ., 4-2, 2 ., 1 .., 2 ., 4 ., 2 ., 1 .., (2 ., 4-2) × 2**, * ** ..
.. 14: 1 ., (1 .., 2 .) × 3, 1 .., 1 ., 6 ., 1 ., (1 .., 2 .) × 3, 1 .., 1 .
.. 15: 1 ., 4-2, (2 ., 1 ..) × 2, k8, (1 .., 2 .) × 2, 4-2, 1 .
.. 16: 1 ., (1 .., 2 .) × 3, 10 ., (2 ., 1 ..) × 3, 1 .
.. 17: 1 ., 1 .., *(2 ., 1 ..) × 2, 1 ., 12 ., 1 ., (1 .., 2 .) × 2, 4-2**, * ** ..
.. 18: 1 ., (1 .., 2 .) × 2, 1 .., 14 ., (1 .., 2 .) × 2, 1 .., 1 .
.. 19: 1 ., (1 .., 2 .) × 2, 2 ., 1, 12 ., 1, 2 ., (2 ., 1 ..) × 2, 1 . (32 .)
.. 20: 1 ., 1 .., 2 ., 1 .., 1 ., 20 ., 1 ., 1 .., 2 ., 1 .., 1 .
.. 21: 1 ., 1 .., 2 ., 1 .., 22 ., 1 .., 2 ., 1 .., 1 .
.. 22: 1 ., 1 .., 2 ., 24 ., 2 ., 1 .., 1 .
.. 23: 1 ., 1 .., 1 ., 26 ., 1 ., 1 .., 1 .
.. 24: 1 ., 1 .., 28 ., 1 .., 1 .
4 :
.. 1: 1 ., 1 ., 2 ., 1, (2 ., 1 .) × 6, 2 ., 1, 2 ., 1 ., 1 . (30 .)
.. 2: 1 ., (1 .., 2 .) × 9, 1 .., 1 .
.. 3: 1 ., (1 .., 2 .) × 4, 4-2, (2 ., 1 ..) × 4, 1 .
.. 4: .. 2.
.. 5: 1 ., (1 .., 2 .) × 3, 4-2, 2 ., 4-2, (2 ., 1 ..) × 3, 1 .
.. 6: .. 2.
.. 7: 1 ., 1 .., 2 ., 1 .., (2 ., 4-2) × 3, (2 ., 1 ..) × 2, 1 .
.. 8: .. 2.
.. 9: 1 ., 1 .., (2 ., 4-2) × 4, 2 ., 1 .., 1 .
.. 10: .. 2.
.. 11: 1 ., ( 4-2, 2 .) × 2, (1 .., 2 .) × 2, 4-2, 2 ., 4-2, 1 .
.. 12: .. 2.
.. 13 17, 2 . , . . 2 . (1 ., 1 ..) . .., « 4-2» 2 . 2 . . . • .. 14 18, .
.. 13: 1 ., 1 .., *2 ., 4-2, (2 ., 1 ..) × 4, (2 ., 4-2) × 2**, * ** ..
.. 14: .. 2.
.. 15: 1 ., 4-2, (2 ., 1 ..) × 6, 2 ., 4-2, 1 .
.. 16: .. 2.
.. 17: 1 ., 1 .., *(2 ., 1 ..) × 8, 2 ., 4-2**, * ** ..
.. 18: .. 2.
5 :
.. 1 - 2: 1 ., 13 ., 2 ., 13 ., 1 . (30 .)
.. 3: 1 ., (, 1 .) × 6, , , 2 ., 4 .., 3 .., (1 ., ) × 6, 1 . (32 .)
.. 4: 1 ., 14 ., 2 ., 14 ., 1 .
.. 5: .. 4.
.. 6: .. 4.
.. 7: 1 ., (, 1 .) × 6, × 2, 2 ., 4 .. × 2, (1 ., ) × 6, 1 .
.. 8 - 19: .. 4 - 7.
.. 20 - 21: .. 4.
.. 22 - 23: .
.. 24: .
.. 25: (1 ., ) × 4, 3 ., 2 .. × 4, 2 ., × 4, 3 ., (, 1 .) × 4.
.. 26: (1 ., ) × 4, 16 ., (, 1 .) × 4.
5A :
.. 1 – 2: 1 ., 13 ., 2 ., 13 ., 1 . (30 .)
.. 3: 1 ., (, 1 .) × 6, , , 2 ., 4 .., 3 .., (1 ., ) × 6, 1 . (32 .)
.. 4: 1 ., (, 1 .) × 5, , 3 ., 2 ., 3 ., (, 1 .) × 5, , 1 .
.. 5: 1 ., 14 ., 2 ., 14 ., 1 .
.. 6: .. 5.
.. 7: 1 ., (, 1 .) × 6, × 2, 2 ., 4 .. × 2, (1 ., ) × 6, 1 .
.. 8 - 19: .. 4 - 7.
.. 20: .. 4.
.. 21: .. 5.
.. 22 - 23: .
.. 24: .
.. 25: (1 ., ) × 4, 3 ., 2 .. × 4, 2 ., × 4, 3 ., (, 1 .) × 4.
.. 26: (1 ., ) × 4, 16 ., (, 1 .) × 4.
6:
.. 1: (1 .., 1 .) × 3, 3, (1 ., 1 ..) × 3, 1 . (16 .)
.. 2: (1 .., 1 .) × 8.
.. 3: (1 .., 1 .) × 2, ( 3, 1 .) × 2, (1 .., 1 .) × 2.
.. 4: .. 2.
.. 5: 1 .., (1 ., 3) × 3, 1 ., 1 .., 1 .
.. 6: .. 2.
.. 7: ( 3, 1 .) × 4.
.. 8: .. 2.
.. 9 13, 1 . , .. . (1 ..) . .., 3 2 . 1 . . . • .. 10 14, .
.. 9: 1 .., *1 ., 3, (1 ., 1 ..) × 2, (1 ., 3) × 2**, * ** ..
.. 10: .. 2.
.. 11: (1 .., 1 .) × 6, 3, 1 .
.. 12: .. 2.
.. 13: 1 .., *(1 ., 1 ..) × 6, 1 ., 3**, * ** ..
.. 14: .. 2.
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