tag:blogger.com,1999:blog-27896459629591120192024-03-21T22:04:36.977-07:00ANZSO Frivoli csipkék Csipke apróságok. Minták és kész csipkék.
Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-2789645962959112019.post-78182075850531304852022-01-11T00:22:00.000-08:002022-01-11T00:22:25.814-08:00<p> Egy kis rajzolvasás hajóscsipkéhez!</p><p><br /></p><p>Sok esetben kérdés. mikor kell két hajócskát fogni egy mintához és mikor, melyik a magszál, illetve a hurokszál,</p><p>Mintának egyszerű rajzot vettem alapul!</p><p><br /></p><p>Két hajócskás minta : A és B jelű hajócskát használtam.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmgM8eBjBveuKOjkOw6Uumvt-On-vvF_Hoi-PGwEt_qoqq7ysXelD7O99C8L3SiRqufFa2YjXe0yuMYdmMpwcfuolSepGkZf-_7uebbwF-Q9jCYbFNsC80AmxWAwt09xLgszX4gp4Tt4HT/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="478" data-original-width="447" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmgM8eBjBveuKOjkOw6Uumvt-On-vvF_Hoi-PGwEt_qoqq7ysXelD7O99C8L3SiRqufFa2YjXe0yuMYdmMpwcfuolSepGkZf-_7uebbwF-Q9jCYbFNsC80AmxWAwt09xLgszX4gp4Tt4HT/" width="224" /></a></div><br /><br /><p></p><p>A minta kezdésnél az A ( lila ) jelű hajócskát fogtam, amivel a három gyűrűt készítettem el. Szinén tartva folytattam a pirossal rajzolt ( kék hajócska ) ívet, a következő gyűrű is piros, mert az ív megtört, tehát hajócska csere, a pirossal jelzett gyűrű a B jelű hajócskával készül. </p><p> A rajzon követhető, ha az ív megtörik, akkor hajócska csere történik.</p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPN43BHtNOZUv0W2HKrcquzJROA_2H9BQimn4JHCYSSbqR7NkD0jwDbEfaqK8SL6X2aWosWC-XVpml_-2DpifxP1_NKbnn0b-vh-cko6Bfc2e4BrvnqQ-w679jpp1ueVCijxJ1Os_9xM1T/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="321" data-original-width="370" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPN43BHtNOZUv0W2HKrcquzJROA_2H9BQimn4JHCYSSbqR7NkD0jwDbEfaqK8SL6X2aWosWC-XVpml_-2DpifxP1_NKbnn0b-vh-cko6Bfc2e4BrvnqQ-w679jpp1ueVCijxJ1Os_9xM1T/" width="277" /></a><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Ha az ívre kívülre kerül a gyűrű akkor hajócska sere történik. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwcWKgAseuwMfxg7dAuNVMwu34iBRYVE0fufZpJtvsuVs3CJxXaGZv8G3vNAY1M0jcU4_jfJZ9GVrMK6WDdqEibCFisb99VcX8LsmLSI5G6A5bp4VK4Q88ilSlw8EJVSU8p12vGLdeeEMQ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="349" data-original-width="432" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwcWKgAseuwMfxg7dAuNVMwu34iBRYVE0fufZpJtvsuVs3CJxXaGZv8G3vNAY1M0jcU4_jfJZ9GVrMK6WDdqEibCFisb99VcX8LsmLSI5G6A5bp4VK4Q88ilSlw8EJVSU8p12vGLdeeEMQ/" width="297" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #0000ee;"><u><br /></u></span></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #0000ee;"><u><br /></u></span></div><br /><br /><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu73ssTeq_-hhN7PNTvo6LNA92a7laVxTvPCpD3x6n5yccakWRx-QAS0XRofRgA9PHXKyVhNLmDQ2zBqwPh2MNZKn8jOzWcotFFZZR9EaFcPwOI4ZWjwhVYLqre7NuQK9tn5pToFoLfwKH/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="320" data-original-width="602" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu73ssTeq_-hhN7PNTvo6LNA92a7laVxTvPCpD3x6n5yccakWRx-QAS0XRofRgA9PHXKyVhNLmDQ2zBqwPh2MNZKn8jOzWcotFFZZR9EaFcPwOI4ZWjwhVYLqre7NuQK9tn5pToFoLfwKH/w486-h259/image.png" width="486" /></a></div><br /><br /><p></p>Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-36871916531856957812021-12-14T11:05:00.003-08:002021-12-14T11:05:21.966-08:00<p> Csak egy színes cérna!</p><p><br /></p><p>Tél van, elfogytak a kerti munkák, így aztán több időm marad a csipkekészítéshez.</p><p>Rengeteg ötletem van, vajon hol kezdjem el, melyik színt és milyen formát alakítsak ki a hajócskáim segítségével?</p><p>Nem kellett sokat töprengeni, mert már napok óta kisértett egy minta, amit egy oldalon láttam. Na megint egy kihívás, nekem ezt muszály kipróbálni. </p><p>A feladat az volt, hogy a kész csipkéről egy olvasható mintát és rajzot kellene csinálni, de a csomókat nem igazán lehet kiolvasni. Egy gyönyörű fehér szív, aminek a kidolgozása sem volt egyszerű.</p><p>Első ránézésre három különálló résznek tetszett. Jobban megnézve, láttam, hogy két részre van bontva. A belső egyszerűbb minta , de itt is van egy kis csavar, mert a gyűrű, gyűrűre kapcsolódik. </p><p>Ezt kétféleképpen lehet elkészíteni..</p><p></p><div class="separator" style="clear: both; text-align: center;">Az első megoldás: gyűrűre gyűrű.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP-jQVsyfIzv-oboOsJzceDx1K-nNg9K5MqsYhdrM9HU4AoB5wJ4yEmblWdgpNMjWeADaL9a4PG4lII4le-x9Au7CUX5G7v43h2tJgv2Ar1zbGqVrj76flAErBIQZ6ctDQ11XeG5ZFEghx/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="479" data-original-width="406" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP-jQVsyfIzv-oboOsJzceDx1K-nNg9K5MqsYhdrM9HU4AoB5wJ4yEmblWdgpNMjWeADaL9a4PG4lII4le-x9Au7CUX5G7v43h2tJgv2Ar1zbGqVrj76flAErBIQZ6ctDQ11XeG5ZFEghx/w309-h307/image.png" width="309" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">A második ahogy én csináltam, az osztott gyűrűs megoldás, nyíl mutatja, hogy melyik az osztott gyűrű.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFj2l6AEfp-zE0ZF0nFkvJReCBBw5zevtXgULwbQUtkBJ5YHKjl0UXZ6-Po-c5Z70rz7Iqh9jiyZ9dNnc43dczz1M4zTQfA-HAbT0x-RNheew9p-6drbDdtiYkOEuExO9PF9z3yHRuFfGw/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="187" data-original-width="404" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFj2l6AEfp-zE0ZF0nFkvJReCBBw5zevtXgULwbQUtkBJ5YHKjl0UXZ6-Po-c5Z70rz7Iqh9jiyZ9dNnc43dczz1M4zTQfA-HAbT0x-RNheew9p-6drbDdtiYkOEuExO9PF9z3yHRuFfGw/" width="320" /></a></div><p><br /></p>A szív elkészült mindkét megoldással egy szép csipke készült.<p></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-T6tuuBj5DuITMivx0okmH0dkp5duZZlxtK0hlWtCL-_bJlPdA5ofoEBAA-FH7d9efEAoV42u-rZKCm1YFiG78jgIM6JGqYEK_tWE_dpPsfmgcmvY4IOJB6sF91Iv4Q3XfJ8tzPV6p0Mk/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="259" data-original-width="240" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-T6tuuBj5DuITMivx0okmH0dkp5duZZlxtK0hlWtCL-_bJlPdA5ofoEBAA-FH7d9efEAoV42u-rZKCm1YFiG78jgIM6JGqYEK_tWE_dpPsfmgcmvY4IOJB6sF91Iv4Q3XfJ8tzPV6p0Mk/" width="222" /></a></div><br /><br /><br /><br /><p></p>Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comWQ6G+2H Pécs, Magyarország47.9100532 22.776442826.387618128408892 -12.379807199999998 69.432488271591112 57.9326928tag:blogger.com,1999:blog-2789645962959112019.post-69953021524292960312021-01-10T01:22:00.004-08:002021-01-10T01:24:43.528-08:00<p> Új év új kezdetek. Vagy mégsem? </p><p>Egy ideje leálltam a csipkék tattingolásával, de ez az örök szerelem nem hagy föl. A napokban újra elkezdtem mintákkal kísérletezni. Rengeteg kutatás, majd egy egy próba a fonalakkal, színekkel, így alakítgatom a formákat.</p><p></p><div class="separator" style="clear: both; text-align: center;">Első minta: A fonal nagyon vékony, 180-as vékonyságú cérna ezért négy szálat fogtam össze, illetve tekertem fel a hajócskára. Próbáltam másik fonalakat is, de a tartásával nem voltam elégedett. Ha fülbevalót készítek, fontos, hogy a kész mintának legyen tartása keményítés nélkül is. </div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"> A képen látható az eredmény. </div><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji4QKnZKYRBrXYJbRh329Sgz3LGG1TjS23bhVvDoDdYUAqv5zo6_LQN9jrQER5OP6CmVaRuQIwavfiWsHyJkxpWpq9AU6kpHTh-14JenRYvu6MZC6MMJMG4j_wbg_KA5id7tzXMx3dgfjt/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="402" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji4QKnZKYRBrXYJbRh329Sgz3LGG1TjS23bhVvDoDdYUAqv5zo6_LQN9jrQER5OP6CmVaRuQIwavfiWsHyJkxpWpq9AU6kpHTh-14JenRYvu6MZC6MMJMG4j_wbg_KA5id7tzXMx3dgfjt/" width="320" /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"> </div><br /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #0000ee;"><u><br /></u></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Ezzel a cérnával készült a fenti minta:<br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2-ylKQXQFZb_a4gHUbWlxSe297e2eLtvUtkRnJjjMqlFXORWPOCqUSGLS5N5PHekY3FKSEkiM8zjFv6I0Kix8N4gqR4PLjZDPMZGw7DHtgJaYY_Jq2L7TtbDgwleDej_2d0zbCbch09Mj/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="402" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2-ylKQXQFZb_a4gHUbWlxSe297e2eLtvUtkRnJjjMqlFXORWPOCqUSGLS5N5PHekY3FKSEkiM8zjFv6I0Kix8N4gqR4PLjZDPMZGw7DHtgJaYY_Jq2L7TtbDgwleDej_2d0zbCbch09Mj/" width="320" /></a></div><br />Ez a mélybordó fülbevaló két szálból készült: a cérna 60-as vastagságú:</div></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU6y5VDlSpNSHUiV09bGwmGeBKyPLsZoXhZo5lW_JMqKkUT7X83tuoHE5utAjXcv81Bd2alOnqbOjUwO1NGlisBKTs5Eu9ExTtcYAQHdYPtrTUpePnh2GtcDVCbTs0DCd6sYdQoNH6CqLM/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="402" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU6y5VDlSpNSHUiV09bGwmGeBKyPLsZoXhZo5lW_JMqKkUT7X83tuoHE5utAjXcv81Bd2alOnqbOjUwO1NGlisBKTs5Eu9ExTtcYAQHdYPtrTUpePnh2GtcDVCbTs0DCd6sYdQoNH6CqLM/" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrEVCPzrrz192jZudebuW2c-oCs29lZ4e7DSFLcC2pBFkSj9zi8FITtaOLJ23munBqx8VkOaSr_Klnv90X4F53NXB6DSyV7HgF0kAOB-8-hScciMEjqWzmojKKNSV7yes96tASKFqylx4l/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="402" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrEVCPzrrz192jZudebuW2c-oCs29lZ4e7DSFLcC2pBFkSj9zi8FITtaOLJ23munBqx8VkOaSr_Klnv90X4F53NXB6DSyV7HgF0kAOB-8-hScciMEjqWzmojKKNSV7yes96tASKFqylx4l/" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;">A minta: mivel vizuális típusú vagyok, nekem egyszerűbb, ha rajzot olvasok, ezért így szoktam kísérletezgetni csipkekészítés közben.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQynQDwjnp0jgAlyYK8NvkXtjgS3GMqFwLKsFavwE16KrhVIR8wBKOZTi10Z2dmXmaKFLzNTus3evGseGSUouQATsHxhFvZYJuaFsqy5FrB3MD0KknOOeLe3EWuTiQHGBdBbY7HOenaRkt/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="402" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQynQDwjnp0jgAlyYK8NvkXtjgS3GMqFwLKsFavwE16KrhVIR8wBKOZTi10Z2dmXmaKFLzNTus3evGseGSUouQATsHxhFvZYJuaFsqy5FrB3MD0KknOOeLe3EWuTiQHGBdBbY7HOenaRkt/" width="320" /></a></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Ezt a mintát kétféleképpen lehet elkészíteni.<p></p><p> Előszőr a belső négytagú motívumot készítettem el, majd egy újabb kezdéssel körbe "hajócskáztam" az egészet, így alakítva egy kört kaptam.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd_h-at3OB82aYCbe915j0m8VmnfeQOEP9NMgDAjzkPbXiUwJV0WiiMFf3O5k4iVWbsk_0aIw-nDnEliIdTRmRGHWYV82rHRsA_AtuKEoS2A9k092m20pNPfQfyKZLlGQMprFz4pr5paaU/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="232" data-original-width="304" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd_h-at3OB82aYCbe915j0m8VmnfeQOEP9NMgDAjzkPbXiUwJV0WiiMFf3O5k4iVWbsk_0aIw-nDnEliIdTRmRGHWYV82rHRsA_AtuKEoS2A9k092m20pNPfQfyKZLlGQMprFz4pr5paaU/" width="314" /></a></div><br /><br /><p></p><p>A második megoldás: a képen látható kék jelzésnél, osztott gyűrűvel lépek tovább, ami nagy előny mert nem kell darabolni a cérnákat.</p><p>A kezdés is más, már nem a hármas szirommal indulok, csak egy gyűrűt csinálok, ami jelen esetben a kék gyűrűtől ballra esik. Kezdés az egyes számú gyűrűvel:</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW5vxBU1xKKqVblI4tQjSbkh9NuMxEi16N1mMgEJewZKMMe3pu__djGARexzPESiSERVimM7lnPsUkG-M_eKbHr3Ab_DBbCao5g09z9JvVjCWKtie8wSPecBjkIx-h-roSCOYBg-28lio4/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="492" data-original-width="960" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW5vxBU1xKKqVblI4tQjSbkh9NuMxEi16N1mMgEJewZKMMe3pu__djGARexzPESiSERVimM7lnPsUkG-M_eKbHr3Ab_DBbCao5g09z9JvVjCWKtie8wSPecBjkIx-h-roSCOYBg-28lio4/" width="320" /></a></div><br /><p></p><p>Kis magyarázat a jelekhez:</p><p>1. R ring - gyürű</p><p>2. Ch chain - ív</p><p>3. - picot with beads - pikot gyöngyökkel </p><p>4. + joining picot - + csatlakozó pikot ( abban az esetben ha csatlakozó, az-az két gyűrű, vagy gyűrű ív összekötéséhez készül a pikot, érdemes kis pikottot készíteni, mert szebb és tartósabb a minta)</p><p><br /></p><p>Itt leolvasható írott formában a teljes minta:</p><p>Kezdés:</p><p>R: 2 p 5 p 4</p><p>Ch: 8</p><p>R: 4 p 5 p 2</p><p>R. 2 p 7 p 7 p 2</p><p>R: 2 p 5 p 4</p><p>Ch: 8</p><p>R: 4 p 5 p 2</p><p>R. 2 p 7 p 7 p 2</p><p>R: 2 p 5 p 4</p><p>Ch: 8</p><p>R: 4 p 5 p 2</p><p>R. 2 p 7 p 7 p 2</p><p>R: 2 p 5 p 4</p><p>Ch: 8</p><p>R: 4 p 5 p 2</p><p>R. 2 p 7 p 7 p 2 És ezt a gyűrűt már osztott gyűrűként készítem. A képen látható hogy kőrbe értem, tehát csatlakozás az egyes számú gyűrűhöz és osztott gyűrűvel lépek tovább.</p><p>A pirossal jelzett 16 és 17-es gyűrűket osztott gyűrűként csinálom, majd jön a külső kör kialakítása ív és gyűrűk segítségéve. </p><p>R: 3 p 2 p 2 p 3 ( A képen pirossal jelzett- 17- es gyűrű )</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 2 p 2 p 3 Ez a gyűrű csatlakozik a belső gyűrűhöz. </p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 2 p 2 p 3 Ez a gyűrű csatlakozik a belső gyűrűhöz. </p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 2 p 2 p 3 Ez a gyűrű csatlakozik a belső gyűrűhöz. </p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8</p><p>R: 3 p 4 p 3</p><p>Ch: 8 Itt összekötöm a kezdő kis gyűrűvel és kész a mintám!</p><p><br /></p><p>A fülbevalóm elkészült ilyen egyszerű volt az egész! </p><p><br /></p><p> </p>Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-12709520903229321132020-09-05T00:57:00.000-07:002020-09-05T00:57:20.274-07:00Kéthajócskás fülbevaló minta.<br />
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Jó ideje nem volt időm csipkéket készíteni, most viszont megint elővettem a hajócskákat.<br />
<br />
A fülbevaló amit készítettem két hajócskás, mert a minta ebben az esetben nem csavarodik. Ha tűvel csinálom akkor egy csomóval áttudom váltani az ívek hajlása irányában. <div><br /></div><div> A fonal 30-as vastagságú, Saba varrócérna. </div><div>Sokan kérdezik, hogy mivel keményítek. </div><div>Hajócskával tattolva, nem szoktam a fülbevalókat keményíteni, mert nagyon jó lesz a tartásuk.<br /> <img alt="" src="data:image/png;base64,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" /></div>Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-58750518110180967672019-09-27T07:36:00.002-07:002019-09-27T07:36:53.120-07:00Csomó<h1 class="entry-title" style="background: rgb(255, 255, 255); border: 0px; clear: both; font-family: "Helvetica Neue", Arial, Helvetica, "Nimbus Sans L", sans-serif; font-size: 21px; line-height: 1.3em; margin: 0px; padding: 0px; vertical-align: baseline;">
Csomó</h1>
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Első ránézésre nagy a hasonlóság a horgolt és a frivoli csipke közt, épp ezért sokan nem is ismerik fel a különbséget.</div>
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Kevesen tudják, hogy ez a kézimunka egy speciális technikával, <b style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">úgynevezett csomózási folyamattal készül, </b>amit hajócskával is és tűvel is <span style="background: transparent; border: 0px; color: black; margin: 0px; padding: 0px; vertical-align: baseline;">készíthetünk</span>..</div>
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Az a kifejezés, hogy <strong style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">csomózás</strong> a legtalálóbb, ha az alábbi videót és a képeket figyelembe vesszük. A videó alatt képekben is megtalálod a csipkekészítés alaplépéseit.</div>
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Ha mintáról olvasunk akkor egy szám ,minden esetben egy elölről és hátulról leemelt csomót jelent. Az-az egy csomó két félből áll össze, videóban is és a képeken is látható..</div>
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A videóban röviden megmutatom, hogy milyen fonalakat használok a csipkékhez.</div>
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A Frivoli csipke kezdő lépései. Győrű és az ív készítése.</div>
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<a href="https://www.youtube.com/watch?time_continue=4&v=2sqCc1t1ZWw">https://www.youtube.com/watch?time_continue=4&v=2sqCc1t1ZWw</a></div>
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A képeken a jobbkezeseknek készült illusztrációk vannak.</div>
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Kezdés:</div>
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Kezdő lépés. Ezen a képen látható ahogy a tű mellé helyezzük a fonalat.</div>
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<img alt="1" class="alignnone wp-image-235" height="217" sizes="(max-width: 260px) 100vw, 260px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/1-300x250.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/1-300x250.png 300w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/1-768x640.png 768w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/1.png 817w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="260" /></div>
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A tűt és a fonalat egy ponton tartva elkezdheted a csipke készítését.</div>
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<img alt="2" class="alignnone wp-image-237" height="305" sizes="(max-width: 254px) 100vw, 254px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/2-250x300.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/2-250x300.png 250w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/2.png 466w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="254" /></div>
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Ballkezedre ráfoditod elölről hátrafelé a fonalat és ráhúzod a tűre.</div>
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<img alt="4" class="alignnone wp-image-241" height="333" sizes="(max-width: 250px) 100vw, 250px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/4-225x300.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/4-225x300.png 225w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/4.png 381w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="250" /></div>
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Jól látszik, ahogy a fonal fordul a tűre, kezdésekor ez az első <strong style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;">fél csomó</strong> .</div>
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<img alt="3" class="alignnone wp-image-239" height="355" sizes="(max-width: 245px) 100vw, 245px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/3-207x300.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/3-207x300.png 207w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/3.png 322w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="245" /></div>
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A fonal helyes tartása: szorosan a tű mellett tartjuk, hogy ne legyen laza a csomózás.</div>
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<img alt="5" class="alignnone wp-image-243" height="280" sizes="(max-width: 246px) 100vw, 246px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/5-264x300.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/5-264x300.png 264w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/5.png 289w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="246" /></div>
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A másik fél csomót hátulról emeljük le az ujjunkról,</div>
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<img alt="6" class="alignnone wp-image-255" height="283" sizes="(max-width: 243px) 100vw, 243px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/6-258x300.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/6-258x300.png 258w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/6.png 398w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="243" /></div>
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Majd azt is a tűre húzva egymás mellé igazítjuk.</div>
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<img alt="7" class="alignnone wp-image-257" height="329" sizes="(max-width: 242px) 100vw, 242px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/7-221x300.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/7-221x300.png 221w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/7.png 286w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="242" /></div>
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Itt elkészült az első csomó.</div>
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<img alt="8" class="alignnone wp-image-259" height="242" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/8.png" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="245" /></div>
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A folytatásban ismételjük a lépéseket. Elölről, majd hátulról leemeljük a tűről a fonalat így kapunk ismét egy csomót.</div>
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<img alt="9" class="alignnone wp-image-261" height="250" sizes="(max-width: 251px) 100vw, 251px" src="http://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/9.png" srcset="https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/9.png 290w, https://www.pureleverage.com/zsike01/wp-content/uploads/sites/99153/2018/07/9-150x150.png 150w" style="background: transparent; border: 0px; margin: 0px; padding: 0px; vertical-align: baseline;" width="251" /></div>
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Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-21582977557389056412019-09-27T06:54:00.002-07:002019-09-27T07:24:45.863-07:00Egy minta amit bordó fonalból készitettem el. <br />
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<span style="font-size: large;">Ha már sikerült megtanulni a frivoli csipke technikákat, akkor te magad is tervezhetsz .</span><br />
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<span style="font-size: large;">Nagyon szeretek tervezni, rajzolni és egyedi mintákat létrehozni. A frivolicsipke alapok megismerése után vágyat éreztem, hogy a saját ötleteimet egy-egy csipkében megmutassam.De nem csak csipkékről lessz szó, mert érdekes kézműves dolgokat is megtudhatsz, ha követed a bejegyzéseimet.</span><br />
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<span style="color: rgba(0 , 0 , 0 , 0.541176470588235); font-family: "open sans" , sans-serif;"><span style="font-size: 14px;"><i><br /></i></span></span><span style="color: rgba(0 , 0 , 0 , 0.541176470588235); font-family: "open sans" , sans-serif;"><span style="font-size: 14px;"><i>Ezt a mintát egy bordó fonalból készítettem. </i></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdIgp875-dcqCz5ojHYgdiHNy6asqtAzw8hAY-BRIs2YbhQeb8Xl2MXIkCCe8rXDuDYGZhkDmvlSj3U0l_rsTiS45FAII1FX5j8U3c3Z3o3CQL8iMJQ7tY-qw-7I8uOlrBQfElGeVncqNJ/s1600/Nagy%25C3%25ADtott-saj%25C3%25A1t+tervez%25C3%25A9s.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="618" data-original-width="430" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdIgp875-dcqCz5ojHYgdiHNy6asqtAzw8hAY-BRIs2YbhQeb8Xl2MXIkCCe8rXDuDYGZhkDmvlSj3U0l_rsTiS45FAII1FX5j8U3c3Z3o3CQL8iMJQ7tY-qw-7I8uOlrBQfElGeVncqNJ/s400/Nagy%25C3%25ADtott-saj%25C3%25A1t+tervez%25C3%25A9s.PNG" width="277" /></a></div>
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Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.com Pécs, 46.103708755980229 18.149414062543.285948755980229 12.9858400625 48.921468755980229 23.3129880625tag:blogger.com,1999:blog-2789645962959112019.post-26249519680979739172018-03-05T01:40:00.003-08:002019-09-27T07:12:34.622-07:00Egy téli tály és a fehér csoda!Gyönyörű a Mecsek-hegység!<br />
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Szánkózni indultunk!<br />
Két kicsi unokánkkat vittük szánkózni a Mecsek egyik kedvenc kiránduló helyére, a Remeterétre.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAMI8XcmrYoDsFnrweJL_BBsG_SxA3UlDlXCiN6ZwhrAc2v0CJS8D0kc0UnSGZnVz2zgd0HhmKA473zgU5emLGIqMAHkWGAea-YxMQsi4hyFiFsvr5ovKl9UAF7zf-PNag8-X7Mnk8OMdx/s1600/Remeter%25C3%25A9t+t%25C5%2591rt%25C3%25A9nete.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="341" data-original-width="287" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAMI8XcmrYoDsFnrweJL_BBsG_SxA3UlDlXCiN6ZwhrAc2v0CJS8D0kc0UnSGZnVz2zgd0HhmKA473zgU5emLGIqMAHkWGAea-YxMQsi4hyFiFsvr5ovKl9UAF7zf-PNag8-X7Mnk8OMdx/s320/Remeter%25C3%25A9t+t%25C5%2591rt%25C3%25A9nete.PNG" width="269" /></a></div>
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Nagy meglepetés várt az odavezető úton, mert a város felől nézve alig tűnt fel, hogy milyen nagy hó van a hegységben. Az úgynevezett körpályán mentünk, ami Árpád-tetőn kezdődik és a hegységben keletről, nyugat irányban haladva szeli át ezt a gyönyörű dombos vidéket.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ_TqDJA-cNnpNR8nN9f6lrZi6PlNFb3Y15yexjpZeiWjHS_ndcbIewmtMm4z_x7oeny3TSbYMMG1zQr5NBnHd3nBGGi95ipwYsSfN3u52HehbTaQkcghTPa5SyWOc3hs-gjugyF0TlyPw/s1600/Mecsek+t%25C3%25A9rk%25C3%25A9p.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="559" data-original-width="955" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ_TqDJA-cNnpNR8nN9f6lrZi6PlNFb3Y15yexjpZeiWjHS_ndcbIewmtMm4z_x7oeny3TSbYMMG1zQr5NBnHd3nBGGi95ipwYsSfN3u52HehbTaQkcghTPa5SyWOc3hs-gjugyF0TlyPw/s400/Mecsek+t%25C3%25A9rk%25C3%25A9p.PNG" width="400" /></a></div>
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Ahogy rátértünk a körpályára, azonnal feltűnt a téli táj. A hóval beborított fák csodálatosan néztek ki. Meseországban éreztem magam, olyan gyönyörű volt a látvány.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAGZ1Bt24x3WIcc2gPDTj6eZx7QaQfAn8d2Pd4e475gSHgoyF_9LXRPBjxNwMMz_AB86JkQvSza4X4YD2UrEzQqugP0Ug5Q-ZMZKbUEVldBMAoXOavg70P4qAQ2b89sNX1-ai6C95619mB/s1600/havas+%25C3%25BAt.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="860" data-original-width="526" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAGZ1Bt24x3WIcc2gPDTj6eZx7QaQfAn8d2Pd4e475gSHgoyF_9LXRPBjxNwMMz_AB86JkQvSza4X4YD2UrEzQqugP0Ug5Q-ZMZKbUEVldBMAoXOavg70P4qAQ2b89sNX1-ai6C95619mB/s320/havas+%25C3%25BAt.PNG" width="195" /></a></div>
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Az út végén akadt egy kis probléma is. Parkoláshoz kerestünk helyet, ezért betértünk egy kisebb tisztásra, ahol már több autó állt. Hát nem volt jó döntés, mert beleragadt az autó a nagy hóba. Se előre, se hátra. Körülöttünk többen jöttek, látva ahogy az autó nem tud kimozdulni, vagy három termetes középkorú férfi is rögtön a segítségünkre sietett. Szívmelengető érzés volt az önzetlen segítségnyújtás ezen formája. Ez is azt mutatja, hogy a természetszerető emberekben még ott az önzetlenség, a másoknak való segítség mindenféle elvárások nélkül. Tovább mentünk, végre találtunk parkolásra alkalmas hegyi utat. Kikászálódtunk a kocsiból, a kicsiket is kiszedtük a baba ülésből, elő a szánkót, amikor egy másik autó mellettünk szintén beragadt a hóba. Most mi tudtunk segíteni, hogy az autó kimozduljon a hókupacból.<br />
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Nagyon jó volt Alexával és Patrikkal a szabadban játszani, szánkózni, hógolyózni és egy délelőttöt együtt tölteni.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1hKNzNDhXm2wQBnx2Iyy232w49IU-MAW1kKNB1NYnPUyYVz_bGHolE6sS9ivfe9q4HyQiF9Cp0mLysi3I1yBO8G7cpQGtIVFq-LvUugPcMY4ihGDJeGhIzJc_tXzdKq6bIUnU_r09VQ6o/s1600/sz%25C3%25A1nk%25C3%25B3z%25C3%25A1s.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="498" data-original-width="428" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1hKNzNDhXm2wQBnx2Iyy232w49IU-MAW1kKNB1NYnPUyYVz_bGHolE6sS9ivfe9q4HyQiF9Cp0mLysi3I1yBO8G7cpQGtIVFq-LvUugPcMY4ihGDJeGhIzJc_tXzdKq6bIUnU_r09VQ6o/s320/sz%25C3%25A1nk%25C3%25B3z%25C3%25A1s.PNG" width="275" /></a></div>
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A nagyon kedves élmények és a szép fehér táj adta az ötletet, hogy valami fehér csoda kerüljön ki a kezem alól. Így készült el a hófehér gyöngyös Frivoli - Hajós csipke karperecem!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZm1N59MP2-Q2PlsyiW2MfGFHL2c4m3uOqV3735lXxz2omeJ1Sl1ukXcXt1XUFVMUTUnsgNyrSf6TMF4ykmHjqiX5ATbpeq2WlRpGWz45f96aSb_CGda17WO16kjpiUyDnKAWBXQdYsHLJ/s1600/Feh%25C3%25A9r+kark%25C3%25B6t%25C3%25B6m.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="948" data-original-width="527" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZm1N59MP2-Q2PlsyiW2MfGFHL2c4m3uOqV3735lXxz2omeJ1Sl1ukXcXt1XUFVMUTUnsgNyrSf6TMF4ykmHjqiX5ATbpeq2WlRpGWz45f96aSb_CGda17WO16kjpiUyDnKAWBXQdYsHLJ/s400/Feh%25C3%25A9r+kark%25C3%25B6t%25C3%25B6m.PNG" width="221" /></a></div>
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<br />Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-35474664679574139122018-03-01T03:31:00.001-08:002019-09-27T07:10:44.210-07:00Milyen fonalat használok.Miből, vagy milyen fonalból jó a frivoli, vagy hajós csipke?<br />
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Ma feltettek egy kérdést, hogy vajon milyen fonalból csinálom a csipkéimet?<br />
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A kérdező azt mondta, hogy örökölt sok hímzőfonalat és abból szeretne valamit létrehozni.Rögtön magamra ismertem, mert az első csipkéimnél én is a nagynénimtől kapott gyöngy hímző cérnában gondolkodtam.<br />
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Hetekig próbálkoztam, de hiába az igyekezet, mert nagyon pocsék eredményeket értem el vele. Kutattam a netten, hogy ki,és milyen keményítőt használ. Találtam olyan ötletet is, hogy cukorszirupba mártogatni.<br />
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Kipróbáltam. Gyönyörű és nagyon merev csipkét tudtam vele késztetni. Egyetlen egy probléma, ha nedvességet kap, rögtön ragad, és elveszti a formáját. Na ez máris két probléma.<br />
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Ha esik az eső, nem a fülbevalómat féltem és takargatom, ellenben mire kinyitom az esernyőt addigra a cukormáz a nyakamon, vagy a ruhámon csepeg. Hát nem valami bizalomra gerjesztő ez a megoldás.<br />
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További kutakodás, keresgélés, már az üzletekben is tudatosan a keményítőket keresgéltem.<br />
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Próbálkoztam a hajlakkal. Eredmény, kevés, kicsit segített a csipke tartásán, amit gyöngyfonalból készítettem. <b>DE </b>megfakult tőle a fonal, ha fehérre fújtam, az megsárgult.<br />
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Végül megpróbáltam decoupage ragasztóval. Na végre valami ami segíttet. Ez már adott a fülbevalóknak tartást.<br />
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És megint a DE, mert az én gyöngyfonalból készült frivoli csipkém még mindig nem volt olyan szép, mint az oktató filmeken, vagy web oldalakon bemutatott darabok.<br />
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Ekkor kezdtem az újabb kutakodást, most a cérnák és a fonalak jöttek. Nagyon sok féle és fajta fonalat, cérnát teszteltem.<br />
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A teszt eredménye, ha megfelelő fonalat használok, nem kell a keményítés.<br />
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Nézd meg a karkötőt!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBEBhNBtE9tZy9O3Ftt7ypCRd96Z_xZYrJgfbDp0d982E_myv_5MJMH81n4WmUZSeBt6S68EkhqlnaYAAHAtu_Ibj9AJFD5P_r4-vXZeINyJ5LVt1IWWyrqPEybS7ohq36eK3A5wJU8wV0/s1600/z%25C3%25BCld+%25C3%25A9s+melirozott+kark%25C3%25B6t%25C5%2591m.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="889" data-original-width="524" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBEBhNBtE9tZy9O3Ftt7ypCRd96Z_xZYrJgfbDp0d982E_myv_5MJMH81n4WmUZSeBt6S68EkhqlnaYAAHAtu_Ibj9AJFD5P_r4-vXZeINyJ5LVt1IWWyrqPEybS7ohq36eK3A5wJU8wV0/s320/z%25C3%25BCld+%25C3%25A9s+melirozott+kark%25C3%25B6t%25C5%2591m.PNG" width="188" /></a>A selymes fényét megtartja, nem kell keményíteni. Olyan mercerezett fonalból készült ami tartást ad a csipkének. </div>
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<br />Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comMagyarország44.877844431442071 20.98547901626875520.017131431442071 -20.323114983731244 69.738557431442075 62.294073016268754tag:blogger.com,1999:blog-2789645962959112019.post-42221697774372417812018-01-16T22:07:00.001-08:002018-01-16T22:07:45.822-08:00Most kora reggel van. Még sötét van, szakad az eső. Két unokám az igazak álmát alussza, tehát tudok egy kicsit tervezni. Kéthajócskás gyakorlás, így alakult ki a következő mintám, amit nagy örömmel készítek. Terveim szerint, két színből - fekete-fehér- csúsztatott mintával csinálom. Egy-egy darabja kicsi, de összefűzve tetszőleges méretet tudok vele elérni. Azt hiszem jó-darabig elleszek ezzel a mintával.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM0DyJ4aApf-iy_J85B7bWLbFnPIME3L9QvgADfLe8Tpm9hzLWyYgAz0zbkBnvYWoO3TVkphDmaI6kHnoAmSbQzKHIxlZJUjCl_jO7FrwqlKXyAYnGSHqN10rYzNkAzqIDiu1T9mBnw23G/s1600/Fekete-feh%25C3%25A9r+minta.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="777" data-original-width="789" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM0DyJ4aApf-iy_J85B7bWLbFnPIME3L9QvgADfLe8Tpm9hzLWyYgAz0zbkBnvYWoO3TVkphDmaI6kHnoAmSbQzKHIxlZJUjCl_jO7FrwqlKXyAYnGSHqN10rYzNkAzqIDiu1T9mBnw23G/s320/Fekete-feh%25C3%25A9r+minta.PNG" width="320" /></a></div>
<br />Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-49627357941039860992018-01-14T23:41:00.004-08:002020-03-12T05:48:29.954-07:00Magamról.<div style="color: #222222; font-family: arial, sans-serif; font-size: small;">
Üdvözöllek!</div>
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Magamról, röviden!</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkAdr5ny4lC3OMW-BordVglrXZkf-GnuhaV4pBFkaYOGObcVwUs__OPFRkMAv1maEytNdYa6vwTAvGJYHd4kVtgZ5X2WPSi_M-R4z_YqcJSTT45u4KbXGGzqxQL0kws7976JaVvJUvIW1y/s1600/IMG_20170418_125538.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="899" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkAdr5ny4lC3OMW-BordVglrXZkf-GnuhaV4pBFkaYOGObcVwUs__OPFRkMAv1maEytNdYa6vwTAvGJYHd4kVtgZ5X2WPSi_M-R4z_YqcJSTT45u4KbXGGzqxQL0kws7976JaVvJUvIW1y/s320/IMG_20170418_125538.jpg" width="177" /></a> </div>
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Gyerekkorom óta érdekelt a fonalak története. Mit lehet kezdeni egy ruhadarabbal, egy kész de nem tetsző ruhával, vagy egy gombolyag fonallal, cérnával. Készítettem babaruhát, majd saját ruhákat és kiegészítőket, magamnak a kislányaimnak, családtagjaimnak is. Kötöttem, hímeztem, horgoltam, szőttem és ruhákat varrtam. Kutattam az újabb lehetőségeket, mert időközben nagyon sok fonal, hímző és varrócérna gyűlt össze. A keresgélések során megtanultam több fonaltechnikát is, de a <b> FRIVOLITE és HAJÓS CSIPKE</b> tetszett a legjobban. Nyugdíjba vonulásom idején találtam meg ezt a kézimunkát, rögtön beleszerettem.<br />
Először fülbevalókat kisebb medálokat és egyéb ruhakitűzőket csomóztam, mindezt babavarró tűvel, mert frivoli tű nem minden üzletben kapható, illetve számított a ár-arány is. <br />
Ahogy egyre többet tudtam, arra is rákeltet jönnöm, hogy az igazi csipke szépségét jobban tudom visszaadni, ha tűvel és hajócskával is megtanulok bánni. Bevallom, a hajócskával hónapokig gyakoroltam, nem állt sehogy a kezemre, mig a tűvel napok alatt sikerélményem volt. Nem adtam fel és sok-sok gyakorlás után, sikerült elsajátítani a hajócskás technikát is. Ma már jobban szeretem a hajócskás kézimunkákat, mert szebb a csipke.<br />
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Hajócskával:<br />
- magára a fonalra csomózunk, szorosabb és tartósabb a csipke,<br />
- szebb íveket lehet létrehozni.<br />
- sok esetben elhagyható a keményítés ( ez a fonaltől is függ),<br />
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Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comtag:blogger.com,1999:blog-2789645962959112019.post-77909304289340333672017-11-20T03:21:00.002-08:002018-01-15T00:05:40.685-08:00FRIVOLI - HAJÓS csipke alapok.<div class="separator" style="clear: both; text-align: center;">
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<span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">Hajós és Frivolite csipke kezdő lépések. Mindkét technika kezdő lépései videóban bemutatva.</span></div>
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Andróczi Zsókahttp://www.blogger.com/profile/02826925348825447848noreply@blogger.comPécs, Magyarország46.088471795775916 18.2812545.384977795775917 16.9903565 46.791965795775916 19.5721435