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( : 34) _ ___ _ _ ___ _ _ - __ __ _ _ _______ __ _ _ ___ ___ _ __ __ handmade_sale _ _-_ _ _ __ -- __
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 LiveInternet.ru:
: 13.01.2019
: 107019
: 891
: 107905

:


Joni by Natasja Hornby

, 31 2026 . 14:08 +
Joni by Natasja Hornby


 (700x700, 700Kb)








Joni . , . , . , , , . , . : , . .





1 [2, 3, 4](5, 6,7, 8)





85 [94.5, 105.5, 115] {125, 136, 145.5, 155} / 33.5 [37.25, 41.5, 45.25] {49.25, 53.5, 57.25, 61}".



, 5 - 7,5 / 2 - 3"



: 2 5 /2”





heavy fingering / sports weight , , () ().



625 [675, 750, 800] [875, 925, 1000, 1075} /685 [740, 820, 875] {955, 1010, 1090, 1175] .



Schoppel-Wolle El Linio, 100% , 150 / 164 50 , : 990 Wei.





( ): 80 . / 30", o .



: 3:5



( ): 40 ( , 1 2 )



: 3,25





.



: 21 . 30 = 10 10 / 4 4”





, ,





. , .



( )



1 (..): ..



2 (..): ..



3: .



4: . .



. 3 4 3 p.



( )



..1 ..



.. 2-10: ..





. , .. () .. (). .. .





German Short Rews



, German Short Rows. .



. 1 . , , , , . . . , .







20 [24:28, 32] (36, 38, 42, 46] .



. (. ): .





o German Short Raws (. ).



1 (..): .. 3 [5, 6, 6] 6, 5, 5, 4) ., .



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



3: .. , .., .. 3 [3, 3, 41 (4, 4:4, 5) ., .



4: , .. , 1 ..



3 4 .





. .



1 (..): , .. , .., .. 3 [3, 3, 4] [4, 4, 4, 5} ., 21 [25, 29, 33] {37,39, 43, 47] .



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



1 2 0 [0, 0, 0] {0, 1, 1, 1} ; 21 [25, 29, 33] [37, 40, 44, 48] .



. (..): , .. , ., . 3 [3, 3, 4] [4, 4, 4, 5) ., 22 [26, 30, 34] [38, 41, 45, 49] .



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



, .





20 [24, 28, 32] {36, 38, 42, 46] .



. (..): .. .



. (..): .. .





German Short Rows.



1 (..): 1 .., .. 2 [4, 5, 5] {5, 4, 4, 3] ., .



2 (..): , .. .



3: 1 .., .. , .., .. 3 [3, 3, 4] [4, 4, 4, 5] ., .



4: , .. .



3 .



. .



1 ( .): , . . , 21 [25, 29, 33] (37, 39; 43, 47) .



2 (..): 1 .., .. , .., .. 3 [3, 3, 4] {4, 4, 4, 5) ., .



12 0 [0, 0, 0] {0, 1, 1, 1} () ; 21 [25, 29, 33] {37, 40, 44, 48} .



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



. (..); 1 ., . , .., .. 3 [3, 3,4] (4 4, 4, 5) ., ; 22 [26, 30 34] (38, 41,45, 45, 49) .





, . . ..:



. (..): , .. . 41 [43, 45, 47] [49, 53, 55, 57} . backward loop cast on. .. , .., .. 3 [3, 3, 4] {4, 4, 4, 5} ., 85 [95, 105, 115] {125, 135, 145, 155} .



. ( ): , . . .., . . 3 [3, 3,4] {4, 4, 4 5} ., .



1 2 .



3, 4, 5, 6, 7 8


 



. (..): , .. , .., .. - [-, 3, 4] [4, 4, 4, 5] ., .



. (..): , .. , .., .. [, 3, 4] [4, 4, 4, 5] ., .



2 - [-, 0, 0] {0, 0, 1, 1} .





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



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



, 4 [4, 2, 2] {2, 2, 0, 0} .. .. (= . ..).





.. (== . ..) . .





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



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



3 - 10: .. .



17.5 [18.5, 20, 21] {22.5, 23.5, 25, 26.5} / 7 [7.25, 8, 8.25] {8.75, 9.25, 9.75, 10.5) " . 2, 4, 6 8 . .





, o .. 20 [24, 28, 32]{36, 38, 42, 46} . ,



. (..): . .





.



1 (..): .. 3 [5, 6, 6] {6, 5, 5, 4} ., .



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



3: .. , .., .. 3 [3, 3, 4] [4, 4, 4, 5} ., .



4: , .. . , 1 ..



3 4 2 [2, 2, 2] {2, 3, 3, 3} .



. (..): 1 .., .. , .., .. 3 [3, 3, 4] [4, 4, 4, 5] ., .



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



3 4 1 [1, 0, 1] {0, 2, 2, 2} .





: , . , 10- . .



1



1( .): , .. , .., .. ; 21 .



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



3: , 1 .., , .. ; 22 .



4: 1 .., .. , , 1 .., 1 .., 1 ..



5: , 1 .., 1 .. , . 23 .



6: 1 .., .. , , 1 , 2 .., 1



7: , 2 ., 1 . . , .. , ,1 ..: 24 .



8: 1 ., , , 1 .., 2 .., 2



2



1 (..): , .. , .., .. ; 25 .



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



3: , .. ; 26 .



4: 1 .., .. . 2 ., , 2 g



5: , 1 .., , .. ; 27



6: 1 .., .. , 1 .. 1 .., 1 ..



7: 3, 1 .. 1., , .. , 1 .. 29



8:1 .., .. , , 1 .., 2 .. 2 .



3



1 (..): , .. , .., 3 .., 29 .



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



1 2 ; 30 .



1 (..): , . , .., .. ; 31



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



3: , 1 .., , .. ; 32 .



4: 1 .., .. , , 1 .., 1 .., 1 ..



5: , 1 .., 1 .., , .. . , 1 ..; 34 .



6: 1 .., .. , , 1 .., 2 .., 2 ..



4



1 ( ): , ., .., .. ; 33



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



3: , .. ; 34 .



: 4:1 .., .. . , 1 .. 3 4 ; 35 .



5



1 (..): , .. , .., 4 .., 37 .



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



1 2 ; 38 .



1 (..): , .. , ,



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



:3: , .. ; 40 .



4: 1 .. .. . , 1 ..



6



1 (..): , .. , .., .. ; 39 .



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



3: , .. ; 40 .



4: 1 .., .. . , 1 ..



5: , .. . , 1 ..; 41 .



6: 1 .., .. . , 1 ..



7: , .. ; 42 .



8: 1 .., .. . 2 ., , 2 ..



9: , 1 .., , .. ; 43 .



10: 1 .., .. , , 1 .., 1 .., 1 ..



11: , 1 .., 1 .., , .. ; 45 .



12: 1 .., .. , , 1 .., 2 .., 2 ..



7



1 (..): , .. , .., 4 .., ; 43



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



1 (..): , .. , . .., .. : 44



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



3: , .. . , 1 ..; 45 .



4: 1 .., .. . , 1 ..



5: , .. ; 46 .



6: 1 .., .. . , 1 ..



7: , .. ; 48 .



8: 1 .., .. 3 ., 1 .., 1 .., 1 ..



9: , 1 .., 1 .., . ; 50



10:1 .., .. , , 1 .., 2 .., 2 .



8



1 (..): , .. , .., 5 .., 47 .



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



1 (..): , .. , .., .. ; 48 .



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



3: , .. . 1. ..; 49



4: 1 .... .. , , 1 .



5: , .. ; 51.



6:1 .. , 1 ..



7: , . ; 53 .



8:1 ., . . 3 ., , 1 .., 1 .., 1 .



9: . 1 .., 1 .., , .. ; 55 .



10: 1 .., .. , , 1 .., 2 .., 2 ..





1, 2 3



1 (..): , 1 .., , 1 .., , .. ; 26 [31, 36, - ] [-, -, -].



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



:3: , 2 ., 1 .., , 1 .., , . ; 28[33, 38, -] {-, -, -, -} .



4: 1 .., .. , , 1 .., 2 .., 1 .., .. . , 1 ..



5: , 4 .., 1 .., , 1 .., , .. ; 30 [35, 40, -] {-, -, -, -} .



6: 1 .., .. , , 1 .., 2 .., 1 .., .. , , 1 ..



4 5



1 (.): . . . , 1 ..; -[-, -,36] [41, -, -, -,]



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



: 3: , 1 .., , .. ; - [-, -, 37] {42, -, -, -} n.



4:1 .., .. , , 1 .., 1 .., 1 ..



5: , 1 .., 1 .., , .. . , 1 ..;- [-, -, 39] {44, -, -, -} .



6: 1 .., .. , , 1 .., 2 .., 2 ..



7 (..): , 1 .., , 1 .., , .. ; - [-, -, 41] [46,-, -, -] .



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



9: , 2 .., 1 .., , 1 .., , .. : [-,-, 43] (48, -, -, -] .



10:1 , .. , , 1 .., 2 . ., 1 . . . , 1 ..



6, 7 8



1 (..): , 1 .., , 1 .., , .. ; - [-, -, -] {-, 47, 52, 57} .



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



3: , 2 .., 1 .., , 1 .., , .. . , 1 ..; - [-, -, -] {-, 49, 54, 59} .



4: 1 .., .. , , 1 .., 2 .., 1 .., .. . , 1 ..





, .





, .. 20 [24, 28, 32] {36, 38, 42, 463 . , .



. (..): .. .



. (..): .. .





1 (..): 1 .. . . 2 [4, 5, 5][5, 4, 4,3) .,



2 (..): , .. .



3: 1 .., .. , , .. 3 [3, 3, 4] [4, 4, 4, 5] ., .



4: , .. .



3 4 1 [1, 1, 1] {1, 2, 2, 2} .



3 .



. (..): , , 1 .



3 4 1[1, 0.1] {0, 2, 1, 2} .



3 .





1



1 (..): , .. . , ; 21 .



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



3: .. , , 1 .., ; 22 .



4: 1 .., 1 .., 1 .., , .. . , 1 ..



5: .. , , 1 . 1 , ; 23 .



6: 1 .., 2 . ., 1 , , .. . , 1 ..



7: 1 .., . , , 1 .., 2 .. ; 24



8: 2 ; 2 .., 1 .., , .. . 1



2



1 (..): , .. , ; 25 .



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



3: . . , ; 26 .



4: 2 .., , . . . , 1 ..



: 5: .. , , 1 .., ; 27 .



6: 1 . 1 .., 1 .., , .. , 1 ..



7:1 .., .. , , 1 .., 1 .., ; 29 .



8: 2 .., 2 .., 1 .., , .. . , 1 ..



3



1 (..): , .. . , ; 29



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



1 2 ; 30 .



1 ; 31 .



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



1 (..): .. , , 1 .., ; 32 .



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



3: 1 .., .. , , 1 .., 1 .., ; 34 .



4: 2 .., 2 .., 1 ., , . . . ; 1 ..



4



1 (..). .. . . , ; 33



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



3: .. . , ; 34 .



4: 1 .., .. . , 1 ..



3 4 ; 35 .



5



1 (..): , .. . , ; 37 .



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



1 2 ; 38 .



1 (..): , .. . , ; 39 .



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



3: .. , ; 40. .



4: 1 .., .. , , 1 .



T 6



1 ( .): , .. . , ; 39 .



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



3: .. . , ; 40 .



4: 1 .., .. . , 1 ..



5: 1 .., .. . , ; 41 .



6:1 .., .. , 1



7: .. . , ; 42.



8: 2 .., , .. , 1



9: . , , 1 . . ; 43



10:1 ., 1 .., 1 .. , .. ,1 .



11: . , , 1 .., 1 .., ; 45



12: 2 .. 2 .., 1 .., , .. . , 1 ..



7



1 (..): , .. . , ; 43 .



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



1 ; 44 .



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



1 ..): 1 .., .. . , ; 45 .



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



3: , , ; 46 .



4: 1 .., .. . , 1 ..



5: .. . , ; 48 .



6:1 .., 1 .. 1 .., , .. . , 1 ..



7: .. , , 1 .., 1 .., ; 50 .



8: 2 .., 2 . , , .. . 1 ..



8



1 (..): , .. . , ; 47 .



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



1 ; 48 .



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



1 (..): 1 .., . . , ; 49 .



2 (.): 1 . . , 1 .



3: . , ; 51 .



4: 1 .., .. . , 1 ..



: 5: . , , ; 53 .



6:1 .., 1 .. 1 .., , .. . , 1 ..



7: .. , , 1 .., 1 .., ; 55 .



8: 2 .., 2 .., 1 .., , .. . , 1 ..





1, 2 3



1 (..): .. , ,1 .., , 1 ; 26 [31,36 -]



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



3: .. , , 1 .., , 1 .., 2 ., ; 28 [33, 38, -] {-, -, -, -} .



4: 1 .., 4 .. 1 .., 2 .., 1 .., , .. . , 1 ..



5: .. , , 1 .., , 1 .., 4 .., ; 30 [35, 40, -] {-, -, -, -} .



6: 1 .., 6 .., 1 .., 2 .., 1 .., , .. . , 1 ..



4 5



1 (..): 1 .., .. . , ; - [-, -, 36] {41, -, -, -} .



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



3: .. , , 1 .., ; - [-, - , 37] [42, -, -, -} .



P 4: 1 .., 1 .., 1 .., , .. . , 1 ..



5: .. , , 1 .., 1 , ; - [-, -, 39] (44,-, -, -)



6: 2 .., 2 .. 1 .., , .. . , 1 ..



7: . , , 1 . ., , ., ; -[-, -,41] (46, -, -, -).



8: 1 .., 2 .., 1 .., 2 .., 1 .., , .. , 1 ..



9: .. , , 1 .., , 1 .., 2 .., ; -[-, -, 43] {48, -, -, -} .



10: 1 .., 4 .. 1 .., 2 .., 1 .., , .. . , 1 ..



6, 7 8



1 (..): .. , , 1. .. , .., ; - [-, -, -]{-, 47, 52, 57}



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



3: 1 .., .. o , , 1 .., , 1 .., 2 .., ; -[-, -, ] {-, 49, 54, 59} .



4: 1 , 4 . . 1 .., 2 .., 1 .., , .. , 1 ..





, .



1, 2, 3, 6, 7 8



. (..): .. , , 1 .., , 1 .., .. . 25 [25, 25] [-,37, 37, 37] . backward loop . . .. 4 . , 1 .., , 1 ., , .. ; 85 [95, 105, -]{-, 135, 145, 155} n.



4 5



. (..): 1 .., .. , , 1 .., , 1 . , .. . –[ -, -, 29] {29, -, -, -} . backward loop CO. . .. 4 . , 1 .., , 1 .., , .. . , 1 ..; - [-, -, 115] {125, -, -, -}







. . .. .., .. , .



.. ( 0).



..:



: .. , , , , .. .



, .



, , , .





, .



..:



. ..: , 2 [2, 3, 3] {3, 4, 4, 4} . backward loop CO, , 2 [2, 3, 3] [3, 4, 4, 4] . , 2 12, 3, 3] {3, 4, 4, 4} ., ., 2 [2, 3, 3] (3, 4, 4, 4) . , ..; 178 [198, 222, 242] (262 286, 306, 326) .





.. , .. . .. .



.. : .. , , , , .. , , .. .., ..



: .. 5 / 2" .



: .., 4 .



.. . .





a, . .. ., . ( / 2 . ..) .. .. .. (/ 2 . .). . .:



. .. .. : 1 . , /, . , , , . 3 . , 2 ../2 . ., 1 . , , 1 . , /, .. 3 . , 2 . ../2 . ., 1 . , ..; 174 [194, 218, 238) {258, 282, 302, 322} .



.. 5 / 2’’ .



.., 4 , 5 / 2’’ .. , 5 / 2".



, .





.. . , 5 / 2", 5 .. : 158 [178, 202, 222] {242, 266; 286, 306}



.. . , 27,5 / 10.75" 3,5 / 1.5’’. ..





German Short rows (. ).



..:



1 (..): .. 8 [8, 8, 10] {10, 10, 12, 12} . , .



2 (..): , .. 8 [8, 8, 10] (10 10, 12:12) . .., .



3: , .. 5 [5, 7, 7] {9, 9, 11, 11} . ( - 6- [6-, 8-, 8-] [10-, 10-, 12-, 12-] . ), .



4: , .. 5[5, 7, 7] {9, 9, 11, 11} . , .



5 6: 3 4.



7: , .. , 1 , , .. 8[8, 8, 10] (10, 10, 12, 12) . ., .



o 8: , .. 8 [8, 8, 10] {10, 10, 12, 12} . , .



3 4 2 .



: , .. .., 1 , ..



.. 2 .., 1 1- ..



. ..: .. .., ..



2-



1 (..): . 6 [8, 8, 10] {10, 12, 12, 12} . , .



2 (..): , .. 6 [8, 8, 10] (10, 12, 12, 12) . .., .



3: .. 5 [5, 7, 7] {9, 9, 11, 11} . , .



4: , .. 5 [5, 7, 7] {9, 9, 11, 11} . , .



3 4 2 .



. : , .. , 1 , , .. 6 [8, 8, 10] {10, 12, 12, 12} . .., .



. : , .. 6 [8, 8, 10] [10, 12, 12, 12} . , .



3 4 3 .



: , .. .., 1 , ..



.. 2 .., 1 1- ..



.. 3 ..



. ..: .. .. .



. ..: , .





, , .. 30 [31, 32, 33] {34, 37, 38, 39} . , , .. 36 [36, 37, 40] {40, 43, 45, 45} . , .. 36 [36, 37, 40] {40, 43, 45, 45} . , .. 30 [31, 32, 33]{34, 37, 38, 39} . , ..; 132 [134, 138, 146] {148, 160, 166, 168} .



.. 3 ..



. ..: .. ,



. ..: .





. , , .. 35 [38, 41, 43] {46, 48, 51, 54} . , , .. 35 [38, 41, 43] {46, 48, 51, 54) . , ..



.. 1: .. , , .. .., ..





, .



1 (..): .. , , .. 8 [10, 10, 12] {12, 12, 14, 16} ., .



2 (..): , .. , , .. 8 [10, 10, 12] {12, 12, 14, 16} ., .



3: , .. , .., 6 .., .



4: , .. , .., 6 .., .



: 3 4 2 [2, 2, 2] {3, 3,3, 3}



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



..: .. , .., .. .., ..



. ..: .. .., ..



. ..: .. .., ..



. ..: .. .., ..



. ..: ..





. .



 (531x700, 244Kb)

 (565x700, 259Kb)

 (700x459, 214Kb)

 (465x450, 113Kb)

a85 (94.5, 105.5, 115] {125, 136, 145.5, 155} / 33.5 [37.25, 41.5, 45.25] 149.25. 53.5, 57.25, 61}"


( ) 75 [85, 96, 105.5] (115, 126.5, 136, 145.5)./29,5 [33.5, 37.75, 41.5] {45.25, 49.75, 53,5, 57.25}”



c16.5 [17.5, 19, 20] {21.5, 22.5, 24, 25.5} c/6.5[7, 7, 5, 8] {8.5, 8.75, 9.5, 10}"



d 31 /12.25”



e 21.5 [22.5, 23.5, 24.5] {25, 28, 29,30} /8.5 [8.75, 9.25, 9.75]{9.75, 11, 11.5, 11/75}’’



f 7.5 [7.5, 7.5, 8.5] {8.5, 9.5, 9.5, 9.5} /3 [3, 3, 3.25] {3.25, 3.75, 3.75, 3.75}’’



g 13.5 [15.5, 17.5, 19] {21, 22, 24, 26} /5.25 [6, 7, 7.5] {8.25, 8.75, 9.5, 10.25}"





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



=



2 . .. / 2 . . = 1 .



3 . .. / 3 . . = 2 .



/ = ../.. ( 1 .)



/ = ../.. , ( 2 .)



= ; 2 .. , . , . 2- .. , .. 1- . 2- . . .



= ; 2 . .., . 1- . .. .. .



+1 +1= ( 1 .. / . ): , . , ../ . . .



+1 / +1 = ( 1 .. / .. ): . , ../ . .



=



=



= ( .. .. .., ).



/ = 1 . , 1 . . ; , .. / .. ( 1 . )



/ - 1 . .., 1 . .., 1 . .., , .. / .. ( 2 . )

/

: [1] []
 

:
: 

: ( )

:

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