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Marram , , . tuck stitch*, , . , .
Marram Knit on Texel, - - . *tuck stitch - , 1 , . (. )
Marram . .
, (, ).
, . , V- . . .
. . .
Marram , .
1 [2, 3, 4] {5, 6, 7, 8}
88 [100, 112, 118] {134, 146, 152, 162} .
10 – 12.5 .
2, 10 .
British Wool 4ply, Wol Verhalen, 100% ( Bluefaced Leicester Masham), 450 / 100 .
: 450 [500, 550, 600]{660, 710, 780, 850} .
: 250 [270, 290, 310]{340, 370, 400, 430} .
Sand Grey () Adrena ().
A ()
80 .
: 3.25 .
B ()
60 , .
: 2.5 .
C ( )
.
: 2.75 .
D ( )
.
: 3.75 .
.
tuck stitch A:
20 . x 40 . = 10 x 10
, , , , , , .

. ,p> .
Tuck Stitch
.
1a (): : 1 ., (1, 1 .) . . , .
1b (): : 1 ., (, 1 .) ., .
2a (): , 2 ., (1, 1 .) . ., 1 ., ..
2b (): , 2 ., (, 1 .) . ., 1 ., .
.
. . 1: , (1, 1 .) .
. . 2: , (, 1 .) .
. . 3: , (1 ., 1)
. . 4: , (1 ., ) .
. : , , - , . -, .
. ravelry.com.
Ravelry: Moonstruck Knits by Natasja Hornby - Marram
Tuck Stitch
, Tuck stitch , . .
.
.
, , , 4 , 6, 4, () .
( ) = ., ., 1 . .
( ) = ., ., 1 . .
1 ( 1 . ) = (). - , . . , .
, , , Craftsy:
, .
.
. . , (). .
, .
. 1 . .
1: . . . . . .
2: . . . . .
3: . . .
1 - 3 2 . . . 1 2 . . . . . .
, . , . , .
, . Pink Knits : - Spit Splicing – YouTube
: Moonstruck Knits - Marram – YouTube
, .

13 [15, 15, 17] {17, 17, 19, 19} . .
4 . . ( )
tuck stitch
1a (): , 1 . (1, 1 .) . . . , . .
1b (): , 1 ., (, 1 .) . 2 ., , 1 ., .
2a () : , 2 ., (1, 1 .) 1 . ., 1 ., .
2b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
. 1a - 2b 1 [1, 1, 1] {2, 2, 3, 3} ().
1a () : , 21, (1, 1 .) ., .; 14 [16, 16, 18] {18, 18, 20, 20} .
1b () : , 1 ., (1 ., ) 1 . ., 1 ., .
2a () : , 2 ., (1, 1 .) . 2 ., 1, 21, .; 15 [17, 17, 19] {19, 19, 21, 21} .
2b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
1a - 2b 1 ; 17 [19, 19, 21] {21, 21, 23, 23} .
.
1a () : , 31, (1, 1 .) ., .; 19 [21, 21, 23] {23, 23, 25, 25} .
1b () : , 2 ., 1 ., (, 1 .) 2 . ., , 1 ., .
2a () : , 2 ., (1, 1 .) 1 . ., 31, .; 21 [23, 23, 25] {25, 25, 27, 27} .
2b () : , 1 ., 1 ., (, 1 .) 3 . ., 1 ., 1 ., 1 ., .
, .
; 13 [15, 15, 17] {17, 17, 19, 19} .
( )
1a () : , (1 ., 1) 1 . ., 21, .; 14 [16, 16, 18] {18, 18, 20, 20} .
1b () : , 1 ., (, 1 .) 1 . ., 1 ., .
2a () : , 21, (1, 1 .) 1 . ., 1 ., .; 15 [17, 17, 19] {19, 19, 21, 21} .
2b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
. 1a - 2b 1 ; 17 [19, 19, 21] {21, 21, 23, 23} .
( ).
1a () : , (1 ., 1) 1 . ., 31, .; 19 [21, 21, 23] {23, 23, 25, 25} .
1b () : , 1 ., (, 1 .) . 2 ., 2 ., .
2a () : , 31, 1 ., (1, 1 .) 1 . ., 1 ., .; 21 [23, 23, 25] {25, 25, 27, 27} .
2b (): , (1 ., 1 .) , (, 1 .) 1 . ., 1 ., .
. a () : , 1 ., (1, 1 .) ., 17 [17, 21, 21] {21, 25, 25, 25} . .
. ; 1 ., (1, 1 .) ., .;
59 [63, 67, 71] {71, 75 79, 79} .
. b () : , 1 ., (, 1 .) ., 1 ., (1 ., 1 .) . , (1 ., ) 1 . ., 1 ., .
1a () : , 2 ., (1, 1 .) 1 . ., 1 ., .
1b () : , 1 ., 1 ., (, 1 .) . ., 1 ., .
2a () : , 1 ., (1, 1 .) ., .
2b () : , 1 ., (, 1 .) 2 . ., , 1 ., .
13 [12, 12, 13] {11, 11, 11, 11} .
. 1a - 1b 1 .
. A
1a () : , 21, (1, 1 .) 2 . ., 1, 21, .;
61 [65, 69, 73] {73, 77, 81, 81} .
1b () : , 1 ., (1 ., ) 2 . ., 1 ., 1 ., .
2a () : , 21, (1, 1 .) 2 . ., 1, 21, .;
63 [67, 71, 75] {75, 79, 83, 83} .
2b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
A 1 [3, 5, 5] {7, 9, 9, 11} ;
67 [79, 91, 95] {103, 115, 119, 127} .
.
1a () : , 31, (1, 1 .) 2 . ., 1, 31, .;
71 [83, 95, 99] {107, 119, 123, 131} .
1b () : , 2 ., (1 ., ), 3 . ., 1 ., 2 ., .
2a () : , 31, 1 ., (1, 1 .) 1 . ., 31, .;
75 [87, 99, 103] {111, 123, 127, 135) .
2b () : , (1 ., 1 .) , (, .) 3 . ., 1 ., 1 ., 1 ., .
11 [1, 1, 1] {2, 2, 2, 2} ; 83 [95, 107, 111] {127, 139, 143, 151} .
, . . .
, . . ;
13 [15, 15, 17] {17, 17, 19, 19} .
1a () : , 1 ., (1, 1 .) ., ..
1b () : , 1 ., (, 1 .) 2 . ., , 1 ., .
2a () : , 2 ., (1, 1 .) 1 . ., 1 ., .
2b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
1a - 2b 5 [6, 6, 7] {8, 8, 9, 11} .
V-
V- 4 .
1a () : , 21, (1, 1 .) ., .;
14 [16, 16, 18] {18, 18, 20, 20} .
1b () : , 1 ., (1 ., ) 1 . ., 1 ., .
2a () : , 2 ., (1, 1 .) ., .
2b () : , 1 ., (1 ., ) 1 . ., 1 ., .
3a () : , 21, (1 ., 1) 1 . ., 1 ., .;
15 [17, 17, 19] {19, 19, 21, 21} .
3b () : , 2 ., (1 ., ) 1 . ., 1 ., .
4a () : , 2 ., (1, 1 .) 1 . ., 1 ., ..
4b () : , 1 ., 1 ., (, 1 .) . ., 1 ., .
1a - 4b 6 [5, 5, 5] {4, 4, 4, 3} ;
27 [27, 27, 29] {27, 27, 29, 27} .
2 . 4 . .
1a () : , 21, (1, 1 .) 2 . ., 1, 21, .;
29 [29, 29, 31] {29, 29, 31, 29} .
1b () : , 1 ., (1 ., ) 2 . ., 1 ., 1 ., .
2a () : , 21, (1, 1 .) ., .;
30 [30, 30, 32] {30, 30, 32, 30} .
2b () : , 1 ., (1 ., ) . ., 1 ., .
3a () : , 21, (1 ., 1) 1 . ., 21, .;
32 [32, 32, 34] {32, 32, 34, 32} .
3b () : , 2 ., (1 ., ) 2 . ., 1 ., 1 ., .
4a () : , 21, (1, 1 .) 1 . ., 1 ., .;
33 [33, 33, 35] {33, 33, 35, 33} .
4b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
1a - 4b 0 [1, 2, 2] {3, 4, 4, 5} ;
33 [39, 45, 47] {51, 57, 59, 63} .
. .
, . . ;
13 [15, 15, 17] {17, 17, 19, 19} .
1a () : , 1 ., (1, 1 .) ., .
1b () : , 1 ., (, 1 .) 2 . ., , 1 ., .
2a () : , 2 ., (1, 1 .) 1 . ., 1 ., .
2b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
1a - 2b 5 [6, 6, 7] {8, 8, 9, 11} .
V-
V- 4 .
1a () : , (1 ., 1) 1 . ., 21, .;
14 [16, 16, 18] {18, 18, 20, 20} .
1b () : , 1 ., (, 1 .) 2 . ., , 1 ., .
2a () : , 1 ., (1, 1 .) 1 . ., 1 ., .
2b () : , 1 ., (, 1 .) 1 . ., 1 ., .
3a () : , 1 ., (1, 1 .) 1 . ., 21, .;
15 [17, 17, 19] {19, 19, 21, 21} .
3b () : , 1 ., (, 1 .) 2 . ., 1 ., 1 ., .
4a () : , 2 ., (1, 1 .) 1 . ., 1 ., .
4b () : , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
1a - 4b 6 [5, 5, 5] {4, 4, 4, 3} ;
27 [27, 27, 29] {27, 27, 29, 27} .
2 . 4 . .
1a (): , 21, (1, 1 .) 2 . ., 1, 21, .;
29 [29, 29, 31] {29, 29, 31, 29} .
1b (): , 1 ., (1 ., ) 2 . ., 1 ., 1 ., .
2a (): , (1 ., 1) 1 . ., 21, .;
30 [30, 30, 32] {30, 30, 32, 30} .
2b (): , 1 ., (, 1 .) 3 . ., , 1 ., 1 ., .
3a (): , 21, (1, 1 .) 1 . ., 21, .;
32 [32, 32, 34] {32, 32, 34, 32} .
3b (): , 1 ., 1 ., (, 1 .) 2 . ., 2 ., .
4a (): , 2 ., (1, 1 .) 2 . ., 1, 21, .;
33 [33, 33, 35] {33, 33, 35, 33} .
4b (): , 1 ., 1 ., (, 1 .) 1 . ., 1 ., .
1a - 4b 0 [1, 2, 2] {3, 4, 4, 5} ;
33 [39, 45, 47] {51, 57, 59, 63} .
1a (): , 31, (1, 1 .) 2 . ., 1, 21, . : (1 ., 1) 1 . ., 31, .;
71 [83, 95, 99] {107, 119, 123, 131} .
1b (): , 2 ., 1 ., (, 1 .) 1 . , 1 ., , (1 ., ) 3 . ., 1 ., 2 ., .
.
1a (): , 31, (1 ., 1) 2 . ., 1 ., 31, .;
75 [87, 99, 103] {111, 123, 127, 135} .
1b (): , 1 ., 1 ., 1 ., 1 ., (, 1 .) 3 . ., 1 ., 1 ., 1 ., .
2a (): , 31, (1, 1 .) 2 . ., 1, 31, .;
79 [91, 103, 107] {115, 127, 131, 139} .
2b (): , 2 ., 1 ., (, 1 .) 2 . ., 2 ., .
1a - 2b 0 [0, 0, 0] {1, 1, 1, 1} ;
79 [91, 103, 107] {123, 135, 139, 147} .
1a - 1b 1 ;
83 [95, 107, 111] {127, 139, 143, 151} .
, 5 [5, 5, 7] {7, 7, 9, 11} . , . , . . .
. . (): , 6 [6, 6, 8] {8, 8, 10, 12} . ., (1, 1 .) ., 5 [5, 5, 7] {7, 7, 9, 9, 11} . . . : 1 ., (1, 1 .) .;
176 [200, 224, 236] {268, 292, 304, 324} .
, 2 [2, 2, 4] {4, 4, 4, 6} . . ( ) , .
. . .: , (1 ., 1 .) 2 [2, 2, 2] {2, 3, 3} , (, 1 .) ., (1 ., 1 .) 3 [3, 3, 4]{4, 4, 5, 6} , (, 1 .) 2 [2, 2, 4] {4, 4, 4, 6} . , (1 ., 1 .) , .
. . 1: , (1 ., 1) , .
. . 2: , (1 ., ) , .
. . 3: , (1, 1 .) , .
. . 4: , (, 1 .) , .
, 23 , 8 . . . 3, .
. .: (, 1 . .) , .
. . .: B, (1 . ., 1 . .) , .
. . . , 8 , .
, , :
, 1 . .
1: 2.., 1 . . . . .
2: , . . . 1 - 2, . 2..
. B . 62 [64, 70, 74] {78, 82, 86, 92} . , , . 62 [64, 70, 74] {78, 82, 86,C 92} . , .
, .
1 . . .
. . .: C (. ). , , . ., .
. . .: B, (1 . ., 1 . .) , .
. . . 3 .
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. . 1 (): . . , , 14 [16, 20, 22] {20, 22, 24, 24} . . ., .
. . 2 (): , . . , 13 [15, 19, 21] {18, 21, 23, 23} . . ., .
. . 3: , . . , ., 8 [8, 8, 8] {10, 10, 10, 10} . . ., . . . 4: , . . , ., 8 [8, 8, 8] {10, 10, 10, 10} . . ., .
. . 3 - 4 3 [3, 3, 3] {3, 3, 3, 4} .
. . .: , . . , .
3 . . . ., . ![]()
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1 . . . . .
1 . . . .
. . . .: D . .
B. ( ), . 55 [55, 57, 61] {61, 63, 65, 65} .
. , . 63 [67, 73, 75] {77, 81, 85, 89} . V- , , . 63 [67, 73, 75] {77, 81, 85, 89} . . , ;
181 [189, 203, 211]{215, 225, 235, 243} .
, .
. . .: . , .
. . .: C (. ). , , . ., .
. . 2 . . V- .
. . 1: B, (1 . ., 1 . .) 2 . , 2.., , CC, 1 . ., (1 . ., 1 . .) , .
. . 2: (1 . ., 1 . .) 1 . , 1 ., , 1 ., 1 . ., (1 . ., 1 . .) , ;
179 [187, 201, 209] {213, 223, 233, 241} .
. . 3: 1 . ., (1 . ., 1 . .) 2 . , 2.., , CC, (1 . ., 1 . .) , .
. . 4: 1 . ., (1 . ., 1 . .) 1 . , 1 ., , 1 ., (1 . ., 1 . .) , ;
177 [185, 199, 207] {211, 221, 231, 239} .
. . V- .
. . 1 () : . . 2 . , 2.., , CC, 1 . ., (1 . ., 1 . .) 4 , ;
175 [183, 205]197, {209, 219, 229, 237} .
. . 2 () : , (1 . ., 1 . .) 1 . , 1 ., , 1 ., 1 . ., (1 . ., 1 . .) 4 , .
. . 3 () : , . . 2 . , 2.., , CC, . . , ., 8 . . ., ;
173 [181, 195, 203] {207, 217, 227, 235} .
. . 4 () : , . . 1 . , 1 ., , 1 ., . . , ., 8 . . ., .
. . 3 - 4 4 [4, 4, 4] {6, 6, 6, 6} ; 165 [173, 187, 195] {195, 205, 215, 223} .
. . . () : , . . 2 . , 2.., , CC, . . , ., . . , ;
163 [171, 185, 193] {193, 203, 213, 221} .
. . . : . . 1 . , 1 ., 1 ., , 1 ., . . , .
. . . : . . 1 . , 1 ., , 1 ., . . , .
. . . 1 .
..
V- .
. . 1 () : . . 1 . , 1, 1 ., , 1 ., 1, 39 [39, 39, 39] {54, 54, 54, 54} . . ., ;
165 [173, 187, 195] {195, 205, 215, 223} .
. . 2 () : , . . 1 . , 1 ., , 1 ., 40 [40, 40, 40] {54, 54, 54, 54} . . ., .
. . 3 () : , . . 1 . , 1, 1 ., , 1 ., 1, . . 7 . ( 8- . . .), ;
167 [175, 189, 197] {197, 207, 217, 225} .
. . 4 () : , . . 1 . , 1 ., , 1 ., . . 7 . , .
. . 5 () : , . . 1 . , 1, 1 ., , 1 ., 1, . . 7 . , ;
169 [177, 191, 199] {199, 209, 219, 227} .
. . 6() : , . . 1 . , 1 ., , 1 ., . . 7 . , .
. . 3 - 6 1 [1, 1, 1] {2, 2, 2, 2} ;
173 [181, 195, 203] {207, 217, 227, 235} .
. . 3 - 4 1 ;
175 [183, 197, 205] {209, 219, 229, 237} .
. . . () : , . . 1 . , 1, 1 ., , 1 ., 1, . . , - 1 .;
177 [185, 199, 207] {211, 221, 231, 239} .
. . . : . . 1 . , 1 ., 1 ., , 1 ., . . , .
. . . : . . 1 . , 1, 1 ., , 1 ., 1, . . , ;
179 [187, 201, 209] {213, 223, 233, 241} .
. . . : . . 1 . , 1 ., , 1 ., . . , .
. . . : . . 1 . , 1, 1 ., , 1 ., 1, . . , ;
181 [189, 203, 211] {215, 225, 235, 243} .
. . . : . . 1 . , 1 ., , 1 ., . . , .
1 . . ., .
.
. . . : D . .
(. ).
. , , .

a 88 [100, 112, 118] {134, 146, 152, 162}
b 12 [13, 13, 14] {14, 14, 15, 15.5}
c 21 [22, 24, 25] {27, 29, 30, 32}
d 16.5 [17.5, 19.5, 20.5] {20.5, 22.5, 23.5, 25.5}
e 22.5 [22.5, 23.5, 25.5] {25.5, 26.5, 27.5, 27.5}
f 33.5
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(x, y) =
21 = . . . . (1 . .) 21 = . . . . (1 . .) 2.. / 2.. = 2 . ./. - 31 = ., . ., . . (2 . .) 31 = ., . ., . . (2 . .) = = , ( . ) . (. ) . = (, ) = = , ( . ) . (. ) . = () . = (, ) = = = .. |
. = ()
1 / 1 = 1 ./. : , ./. . 1 / 1 = 1 ./. : , ./. . = . = () . = () . = 1 = . . (. ) . = . = = . . . = (: ., , : ., , ). / = , , . / . ( ); 2 . ., . , 2 . . / . . = () . . = |
| : |