tag:blogger.com,1999:blog-80813453509935838862024-03-13T07:39:43.888+02:00ViiriäisenpesäViiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.comBlogger445125tag:blogger.com,1999:blog-8081345350993583886.post-42297882651218623972016-05-16T22:47:00.000+03:002016-05-16T23:03:19.389+03:00Mekon kevennysKaapissa oli jo monta vuotta odottanut muodoton mummokolttu, josta jossain vaiheessa piti tulla jotain - ehkä vähän tyköistuvampi mekko, hihat pois tai jotain?<br />
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Sovitus kuitenkin paljasti, että ei tästä mekkoa tule. Sen sijaan syntyi parempi idea.<br />
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Keskisauma auki.<br />
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Tästä näkee, että mekon materiaali on pehmeää neulosta, ja saumurin jäljiltä saumanvarat aivan olemattomat. Pari milliä kuitenkin riitti uuteen saumaan, kun kangas oli helposti käsiteltävää eikä rispaantunut. Vuoria ei mekossa ollut ollenkaan - muuten olisikin saattanut jäädä koko tuunausprojekti tekemättä.<br />
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Helmasta pituutta pois.<br />
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Yli jääneestä helmasta syntyi paikka nappilistan alapuolelle jääneeseen koloon (pysähdy hetkeksi arvostamaan kuvion kohdistusta, siinä meni aika kauan)<br />
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sekä pari simppeliä taskua sivusaumoihin.<br />
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Laatikosta kaivoin vähän rouheammat napit.<br />
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Ja valmista tuli.<br />
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Mekosta syntyi mukava jakku kesäksi. Kolme neljäsosaa -hihat ja hieman A-linjainen malli. (Se kohdistettu paikkapala muuten näkyy tässä kuvassa. Pysähdy arvostamaan vähän lisää.)<br />
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Työaikaa koko projekti vei ehkä pari tuntia, josta suurin osa helman käsinompeluun.<br />
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(Joo, on tässä blogitauon aikana muutettu.)Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-52980307949973578102015-03-22T12:30:00.000+02:002015-03-22T12:30:19.398+02:00Mini-Me<div class="separator" style="clear: both; text-align: center;">
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Koulutehtävänä syntyi omakuva-nukke erilaisine vaatekertoineen. </div>
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Vartalon simpsoninkeltainen sävy löytyi keskeneräisestä lasten collegepaidasta, jonka nappasin taloyhtiön kierrätyshuoneesta joskus kun meidän lapset olivat tuonkokoisia.</div>
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Vaatteiden trikootilkut ovat samalta aikakaudelta. Älä koskaan heitä mitään pois.<br />
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Peffaan sujautin sukkahousunterän, joka oli täytetty kuivaherneillä, niin että nukke istuu napakasti pöydänreunalla.</div>
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Selkäänsä nukke sai sen tatuoinnin, jota minä en ainakaan vielä ole ottanut.<br />
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Pää rakentui vaahtomuovista ja sai pinnan neulahuovuttamalla.</div>
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Pään kiinnitysmekanismi mahdollistaa pään kääntämisen...</div>
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...mutta hiuksista tuli niin painavat, että pää oli lopulta pakko ommella kiinteästi paikalleen.</div>
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Tässä kuontalo ennen trimmausta ja lankojen avaamista.</div>
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Sitten pukemaan. Vartalon hassun mallin takia kaavoittaminen vaati vähän luovuutta.<br />
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Ja mikä oli lopputulos? Onko nukke omimmillaan akateemisessa roolissa?<br />
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Vai rentona käsityöläisenä?<br />
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Vai jotain siltä väliltä?<br />
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Entä minä?</div>
</div>
Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com1tag:blogger.com,1999:blog-8081345350993583886.post-55422068575136284302015-01-17T21:48:00.005+02:002015-01-17T21:48:58.922+02:00Banaanimestarin jauhelihapataTänään syötiin sitä-mitä-kaapista löytyy. Inspiraatioksi kaivoin netistä erilaisia "marokkolaisiksi" mainittujen lihapatojen ohjeita, mutta yhdistelmä syntyi omasta päästä, ja aika monesta eri keittiön kaapista.<br />
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<h4>
Mausteinen banaani-jauhelihapata</h4>
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400 g naudan jauhelihaa<br />
2-3 valkosipulinkynttä<br />
1 punainen chili<br />
oliiviöljyä<br />
mausteita, esimerkiksi näitä: kanelia, kuminaa, inkivääriä, kardemummaa, chilijauhetta, currya, Pirkka itämaista mausteseosta, etelästä tuotua keltaista maustepussin sisältöä jossa lukee "like saffran".<br />
2 sipulia<br />
1 iso porkkana<br />
1½ ylikypsää banaania<br />
1 dl rusinoita<br />
1 purkki tomaattimurskaa<br />
1 rkl tomaattipyreetä<br />
1 dl vettä<br />
½ lihaliemikuutiota<br />
suolaa<br />
2 rkl hunajaa<br />
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Kuutioi porkkana ja sipuli. Hienonna valkosipulinkynnet ja chili. Kuumenna isohkossa pannussa oliiviöljy.<br />
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Pudottele öljyyn ensiksi chili- ja valkosipulisilppu. Heitä perään vapaamuotoisesti mausteita. Kun ne ovat lämmenneet ja keittiö tuoksuu ihanalta, lisää pannulle porkkana- ja sipulisilppu. Anna kuullottua ja siirrä syrjään. Ruskista seuraavaksi samalla pannulla jauheliha, ja lisää sen joukkoon sitten mausteinen kasvisseos.<br />
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Lisää pannulle banaani kuutioituna sekä rusinat. Hämmentele hetki. Lisää loput aineet. Anna hautua melko tiiviiksi ja tarjoile - vaikka kuskusin tai riisin kastikkeena, tai kuten me tällä kertaa, leipäviipaleiden kanssa.Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-75918367429860967122014-12-14T22:52:00.001+02:002014-12-14T22:52:53.610+02:00Padassa paistettuaIhana kotoiluviikonloppu, oli aikaa puuhailla ja kokata ja leipoakin. Kirpputorilta pari vuotta sitten löytynyt valurautapata pääsi tänään tositoimiin.<div>
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Ensin kippasin pataan eilisestä asti muhineen leipätaikinan. Pataleipäreseptejä tuntuu nyt pyörivän netissä vaikka kuinka, tässä tämänkertainen sovellus.</div>
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<h4>
Pataleipä</h4>
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<div>
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<div>
4 dl vehnäjauhoja</div>
<div>
2 dl hiivaleipäjauhoja</div>
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1 dl kauraleseitä</div>
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1,5 tl suolaa</div>
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herneen kokoinen pala hiivaa</div>
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7 dl vettä</div>
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<div>
Sekoita jauhot ja leseet kulhossa. Liuota hiivanokare kädenlämpöiseen veteen ja sekoita nopeasti taikinaksi, älä vaivaa. Anna kohota kelmun alla vähintään 12 tuntia.</div>
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Laita pata kylmään uuniin ja laita uuni lämpenemään 225 asteeseen. Kun uuni on lämmin, ota kuuma pata varovasti uunista ja kippaa taikina sinne. Nosta pata takaisin uuniin. Paista ensin kannen alla 30 minuuttia ja sitten vielä 15 minuuttia ilman kantta.</div>
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Kumoa leipä pois vuoasta - ja lado tilalle vaikkapa pata-ainekset.</div>
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<h4>
Broilerpata uunissa (2-3 hengelle)</h4>
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<div>
<br /></div>
<div>
2 maustettua broilerinkoipea</div>
<div>
2 sipulia</div>
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2 porkkanaa</div>
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2 kynttä valkosipulia</div>
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2 laakerinlehteä</div>
<div>
oksa rosmariinia</div>
<div>
muutama salvianlehti</div>
<div>
noin 10 maustepippuria</div>
<div>
1 tl suolaa (sitruunasuolaa)</div>
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1 appelsiinin mehu ja ½ appelsiinin kuori isohkoina paloina</div>
<div>
vettä</div>
<div>
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<div>
Paloittele broilerinkoivet (itse onnistuin kiskomaan ne kolmeen osaan). Kuori ja paloittele kasvikset. Lado kaikki ainekset pataan ja kaada päälle vettä niin paljon, että ainekset peittyvät.</div>
<div>
<br />Nosta pata uuniin ja odota että tuoksu huumaa. Olisiko ollut parisataa astetta ja noin tunti? Kääntele padan sisuksia pari kertaa paiston aikana ja lisää tarvittaessa vettä.</div>
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-12515055585636094882014-12-05T22:00:00.000+02:002014-12-05T22:00:03.005+02:00Revinnäinen two ways<div class="MsoNormal">
Varsinaisena <a href="http://viiriainen.blogspot.fi/2014/12/kirjontakokeiluja.html">kokeilevan kirjonnan</a> kurssityönä valmistin revinnäistyön kahdella
tavalla: perinteisesti käsin sekä ompelukoneella. Oppaana kummassakin toimi WSOYn Isoseepra-sarjan Suomalainen revinnäiskirja vuodelta 1981 - ja kumpikin tekniikka oli minulle ihan uusi ja vähän pelottava.<o:p></o:p></div>
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Revinnäistyön reiät tehdään purkamalla työstä lankoja joko
toiseen suuntaan tai molempiin. Langat kiinnitetään työn taakse ja työn lopuksi huolitellaan paikoilleen ja langanpäät katkotaan. Syntynyttä ristikkoa voi vahvistaa ja koristella erilaisilla
pistoilla. </div>
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Viiriäisessä pujotuksia sekä paulapistoja. </div>
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Viiriäinen oli niin sievä ompelukehyksessään, että se sai
jäädä siihen toistaiseksi.<br />
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Isompaan työhön hain inspiraatiota vanhan tuolinpäällisen syksyisistä väreistä, jotka toivat mieleen syksyn lehdet. Halusin hyödyntää värit, mutta kokeilla miten onnistuisi ruutumaisuuden häivyttäminen.<br />
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Hahmottelin paperista leikattujen lehtimallineiden avulla sopivan kuvion, piirsin lehtikuviot ja ompelin reunaa pitkin kolmiaskelsiksakilla.<br />
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Sitten leikkasin lehtien väliset alueet melko vapaamuotoiseksi ruudukoksi ja nyhdin pois irralliset langanpätkät.<br />
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Jääneet lankasillat ompelin yhteen tiheällä siksakilla. Toisin kuin pelkäsin, ompelukoneeni ei ollut tästä moksiskaan, vaan kokosi langat siisteiksi nipuiksi.<br />
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Huolittelin vielä lehtien reunat siksakilla.</div>
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<o:p></o:p></div>
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Tuloksena rento, kauniinvärinen ja kivalla tavalla epäsäännöllinen revinnäisliina.<br />
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Kuulostipa helpolta. Todellisuudessa leikkelyyn, lankojen nyhtämiseen, ompeluun ja langanpätkien siistimiseen meni varsin monta työtuntia ja muutamat hermot.<br />
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Prosessi oli kuitenkin kiva: työ ei tuntimäärästä huolimatta tuntunut uuvuttavan suurelta, ja ompelukone palveli kirjontavälineenä yllättävänkin hyvin. Lankojen katkominen ja kankaan rakenteen radikaali muuttaminen vaati juuri sopivalla tavalla heittäytymistä ja uskallusta.<br />
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Lopputulokseenkin olen melko tyytyväinen, vaikka niitä
langanpätkiä varmasti osuu silmiin vielä vuosikausia, ja painetun kankaan
valkoiset sisukset pistävät turhan paljon siksakin välistä esiin.</div>
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-65791867731118574072014-12-05T21:35:00.003+02:002014-12-05T22:01:30.029+02:00Kirjontakokeiluja<div class="MsoNormal">
Kokeilevan kirjonnan kurssilla kokeiltiin monia asioita.<o:p></o:p></div>
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Ensin kokeiltiin ompelukoneen toimintoja ja hurviteltiin kuvioita mustalle ja valkoiselle.<o:p></o:p></div>
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Sitten kokeiltiin applikointia ja alikeompelua. Näihin tuli viiriäisteemaa.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaJtASVrY19h-qlhOMqlb1NTVxQbIxNCwtnbvXRzx42cFVxC_FaCNywmVMOIhwSUKjfMmjDEoUfNN85B2BFxQMSKtaL-Qs-yTHScSEgmVJjLFXneXWibSdK5BqEqASrcunj2mPxjjwYY1l/s1600/alikepaallike.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaJtASVrY19h-qlhOMqlb1NTVxQbIxNCwtnbvXRzx42cFVxC_FaCNywmVMOIhwSUKjfMmjDEoUfNN85B2BFxQMSKtaL-Qs-yTHScSEgmVJjLFXneXWibSdK5BqEqASrcunj2mPxjjwYY1l/s1600/alikepaallike.jpg" height="170" width="320" /></a></div>
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Applikoinnissa kuviot ommellaan pohjakankaan päälle.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRdNOrT71gY9dQnyVIX3i_rWRh0Tmb-2qMZEVCfD82BCAAABfgWlEbyt8wMxdAxLZO-ghdkvAR8kvmR09e9Opt4OYsABgElhkUMHJ0YqLPSjck_upvrvPSeUgBNCm3AKs0gDn_8xyZjilx/s1600/paallike.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRdNOrT71gY9dQnyVIX3i_rWRh0Tmb-2qMZEVCfD82BCAAABfgWlEbyt8wMxdAxLZO-ghdkvAR8kvmR09e9Opt4OYsABgElhkUMHJ0YqLPSjck_upvrvPSeUgBNCm3AKs0gDn_8xyZjilx/s1600/paallike.jpg" height="225" width="320" /></a></div>
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Alikeompelussa puolestaan kankaat laitetaan päällekkäin ja leikataan alempia kerroksia näkyviin.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmoiKfZHmzry0YAOsiWkGq70SZ8s2DXvQiQSwSiAxU6tpqVaWwfPMFnLfIhSKN_-6qb0FWuKcjWjiQlqbUks3uga7djh1nt6UTV9Clz60gCGGPDtPRu5wiOK3DY4fxXYzQwkKGYC3buiQ0/s1600/alike1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmoiKfZHmzry0YAOsiWkGq70SZ8s2DXvQiQSwSiAxU6tpqVaWwfPMFnLfIhSKN_-6qb0FWuKcjWjiQlqbUks3uga7djh1nt6UTV9Clz60gCGGPDtPRu5wiOK3DY4fxXYzQwkKGYC3buiQ0/s1600/alike1.jpg" height="130" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-yFX3YTBKKPqb66wC5vxkVYMhzZeZzce3FZgDAYa69cy-LY8Ptw5e534C0iKUI1hotKBYms3a8GqTr2qebdF9NdbVptF5bdEYDhccQd6N0UZ5LZZnpz_ERzsl2j2GPdFty5oIb3qRetsd/s1600/alike2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-yFX3YTBKKPqb66wC5vxkVYMhzZeZzce3FZgDAYa69cy-LY8Ptw5e534C0iKUI1hotKBYms3a8GqTr2qebdF9NdbVptF5bdEYDhccQd6N0UZ5LZZnpz_ERzsl2j2GPdFty5oIb3qRetsd/s1600/alike2.jpg" height="182" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWzEH7MYiwf6z2KCgb2-5rjVOXg8CjEHkBF0mPVn8s8W1GhyphenhyphenRVzC_KzspV2fqxjXS8iZZBhmuzZiqzEJu2iWHcdQlytL6RrwIYWDJRVB02zEMN1Eyg_R7h0pJoDOnl7ULY_Z1lNQWlRLU7/s1600/alike3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWzEH7MYiwf6z2KCgb2-5rjVOXg8CjEHkBF0mPVn8s8W1GhyphenhyphenRVzC_KzspV2fqxjXS8iZZBhmuzZiqzEJu2iWHcdQlytL6RrwIYWDJRVB02zEMN1Eyg_R7h0pJoDOnl7ULY_Z1lNQWlRLU7/s1600/alike3.jpg" height="217" width="320" /></a></div>
Kokeiltiin myös vapaata konekirjontaa ja erilaisia haihtuvia tukimateriaaleja.<br />
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<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgadmtKytZnmxLSeYjJeTshA2GW_kaXhy0jGafmvOWKFH2zMitndzWmz3RFEuyaxSG7l58KSIsML4MoyksUUXBTIKsr4QKEesLncBMhNulwv6OFJ-udPb0AaIaoZUiC2uT3lsj_lDAPKuV5/s1600/kone.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgadmtKytZnmxLSeYjJeTshA2GW_kaXhy0jGafmvOWKFH2zMitndzWmz3RFEuyaxSG7l58KSIsML4MoyksUUXBTIKsr4QKEesLncBMhNulwv6OFJ-udPb0AaIaoZUiC2uT3lsj_lDAPKuV5/s1600/kone.jpg" height="158" width="320" /></a></div>
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Oikeanpuoleinen kokeilu on tehty vedessä haihtuvan tukimateriaalin avulla. Kirjontakehykseen pingotettiin kaksi kalvoa ja niiden väliin haluttuja kangaspaloja tms. Poistettiin koneesta kankaansyöttö ja paininjalka, ja tikkailtiin sinne tänne kirjontalangalla. Lopuksi työ upotettiin veteen, jolloin tukimateriaali haihtuu ja jäljelle jäävät vain pistot ja mahdollinen kalvojen väliin laitettu materiaali.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBJPOzDfTT4TxuXexKRoNI4kR3LgxuDa1XFN6SrFFIsOE5FfZMlLHP41cQZPLuL7XTkd_f97YfPUeYuOAuwGvs7qaDkXmziQHCjNaKqHbTvWF9rOpHAOa2MvPKh1aUdZT0Lfiyct2A8Jk5/s1600/vapaakone.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBJPOzDfTT4TxuXexKRoNI4kR3LgxuDa1XFN6SrFFIsOE5FfZMlLHP41cQZPLuL7XTkd_f97YfPUeYuOAuwGvs7qaDkXmziQHCjNaKqHbTvWF9rOpHAOa2MvPKh1aUdZT0Lfiyct2A8Jk5/s1600/vapaakone.jpg" height="198" width="320" /></a></div>
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Tästä kukkasesta tuli aika muodoton mytty, mutta tällä tavalla on mahdollista tehdä tosi hienoja kangasmerkkejä ja koruja.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-Zz2Wjs0tCJH6YSR3U2xcfjUn1tDruMWdC_h-PF6GJX8KNkhjiLtUC8CDMo1zbkxh-OEGyYcMUua2LmaWA6L0ZDL8cRpA3WI3Y7Rxx3vCe7ZMgBx996jXky2-t_Ny-mFmO8uD6Vp4N-w6/s1600/kuitukangas2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-Zz2Wjs0tCJH6YSR3U2xcfjUn1tDruMWdC_h-PF6GJX8KNkhjiLtUC8CDMo1zbkxh-OEGyYcMUua2LmaWA6L0ZDL8cRpA3WI3Y7Rxx3vCe7ZMgBx996jXky2-t_Ny-mFmO8uD6Vp4N-w6/s1600/kuitukangas2.jpg" height="272" width="320" /></a></div>
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Tätä sudenkorentoa tuin irtirevittävällä kuitukankaalla, koska tarlatania en uskaltaisi upottaa veteen.<span style="text-align: center;"> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUw_Xa3IdZh1MrBO-aR-fWOoS8M9BozzOYGB1P9F7JDs2qDhyphenhyphenaxv06n2HHz6-gO1K5TaGG-dh0foSf_JjOJwYUoGQ72HrlJrTvEvSQ1QNkY249MrDj6uoi78i5Tm3oCgHM5IlrvQl9i4IF/s1600/kuitukangas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUw_Xa3IdZh1MrBO-aR-fWOoS8M9BozzOYGB1P9F7JDs2qDhyphenhyphenaxv06n2HHz6-gO1K5TaGG-dh0foSf_JjOJwYUoGQ72HrlJrTvEvSQ1QNkY249MrDj6uoi78i5Tm3oCgHM5IlrvQl9i4IF/s1600/kuitukangas.jpg" height="190" width="320" /></a></div>
Kuitukankaan kiskominen ompelutyön taustalta oli kyllä aika tuskaista. Mikähän olisi paras tapa kirjoa tarlatania?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj55AGFc-SBWnoPS1FLcztUBPnuJvfxVKzIfxcuQN0_-eq_hW2EAjHC6cJl3cOTDg8ZohQ6_xgpWpmnwE9GahKqIRu1W3Gpv3AWlh4oCvnDqOb0V9kq72K48Ay1Hz2GfBD9davcNIEOyrH6/s1600/tilkkumaalaus2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj55AGFc-SBWnoPS1FLcztUBPnuJvfxVKzIfxcuQN0_-eq_hW2EAjHC6cJl3cOTDg8ZohQ6_xgpWpmnwE9GahKqIRu1W3Gpv3AWlh4oCvnDqOb0V9kq72K48Ay1Hz2GfBD9davcNIEOyrH6/s1600/tilkkumaalaus2.jpg" height="315" width="320" /></a></div>
Tällä tavalla se toki onnistuu – pohjakankaan päälle.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVZb8xa7801DmC1SYF1kd4oZoT79F5mdcPmvrzEA6jen0LeSI5Q5qcmwfJ31kf5udV47e0iCQc0s6ZJarEcOV8zrZ5ucFxNQPKTTXvm8uH231zs_JblSIvTs-o7jhw4CSUQNamYFLktaq/s1600/tilkkumaalaus4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVZb8xa7801DmC1SYF1kd4oZoT79F5mdcPmvrzEA6jen0LeSI5Q5qcmwfJ31kf5udV47e0iCQc0s6ZJarEcOV8zrZ5ucFxNQPKTTXvm8uH231zs_JblSIvTs-o7jhw4CSUQNamYFLktaq/s1600/tilkkumaalaus4.jpg" height="173" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgmRpxHLwPnloKt4IvXPTjWqemCTUh9LReoY3RGMhMT5pITbAjWLDISrxtJhF8weumQn13tZIr_RSsK3k42vOW6t8nxNui4PcNrpb2wTA6LAIUxG50_dc1Vm2zdPcd8OmTHdKlPJx0DpeZ/s1600/tilkkumaalaus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgmRpxHLwPnloKt4IvXPTjWqemCTUh9LReoY3RGMhMT5pITbAjWLDISrxtJhF8weumQn13tZIr_RSsK3k42vOW6t8nxNui4PcNrpb2wTA6LAIUxG50_dc1Vm2zdPcd8OmTHdKlPJx0DpeZ/s1600/tilkkumaalaus.jpg" height="228" width="320" /></a></div>
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Tilkkumaalauksessa ei juuri ole sääntöjä, vaan siinä
kankaita ja lankoja käytetään maalipensselin ja kynän tavoin. Monesti
taustakankaan päälle asetellaan ensin kuviomateriaaleja ja sitten päälle jokin
tarlatan- tai tyllityyppinen harso, joka pitää palat paikallaan. Minä käytin
työssäni tarlatania useita kerroksia ja ompelin palasia vielä koko homman
päälle.</div>
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<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdk8zAjbBIAJPi7zuhAR0tWsWuw6f11Fy6MAZoFA5QhcpVMzuIs9R4PZZFYc738_lXFsk2F9MTlCjLzDx0Z9ZWurajeL2Oo0sp3hwwbbwcZ6VqHws5D44H8i0dJB1fKO-nVQjS_rZk2NZS/s1600/tilkkumaalaus3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdk8zAjbBIAJPi7zuhAR0tWsWuw6f11Fy6MAZoFA5QhcpVMzuIs9R4PZZFYc738_lXFsk2F9MTlCjLzDx0Z9ZWurajeL2Oo0sp3hwwbbwcZ6VqHws5D44H8i0dJB1fKO-nVQjS_rZk2NZS/s1600/tilkkumaalaus3.jpg" height="180" width="320" /></a></div>
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Vanutikkaustakin kokeiltiin, kahdella eri tavalla.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKMy9ztANNVM_YcPfI7fQYoAG7GBmn3fsjjF-ufn6uP2-xk7_oOu8LNurN8ezFwqQmAesvMo7gettBH1sJjSds9zLnzlz-U7GnpwNKW_dke_9TQGwuF5azw6i0a9fbfkzkYPz8ftMzY5HX/s1600/vanu1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKMy9ztANNVM_YcPfI7fQYoAG7GBmn3fsjjF-ufn6uP2-xk7_oOu8LNurN8ezFwqQmAesvMo7gettBH1sJjSds9zLnzlz-U7GnpwNKW_dke_9TQGwuF5azw6i0a9fbfkzkYPz8ftMzY5HX/s1600/vanu1.jpg" height="180" width="320" /></a></div>
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Tässä on pehmusteena yhtenäinen vanulevy. Tikkasin kankaan kuvioita myöten ja niitä korostaen.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2mc1J68ejMx-fLKZU92nkbkf7j4JGahu841u0qVEGgeW20mKrvMu8AUfu-fQHwP-8r2cGqqV3Rc57DZP4JJ6OifwcwgrYsQ8XNKjq4-UAaKIN3LGswhQ_4XnFbMjk7mzYBAFf_2uXN6j_/s1600/vanu2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2mc1J68ejMx-fLKZU92nkbkf7j4JGahu841u0qVEGgeW20mKrvMu8AUfu-fQHwP-8r2cGqqV3Rc57DZP4JJ6OifwcwgrYsQ8XNKjq4-UAaKIN3LGswhQ_4XnFbMjk7mzYBAFf_2uXN6j_/s1600/vanu2.jpg" height="180" width="320" /></a></div>
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Tämä oli hauska uusi tuttavuus: trapuntokirjontaa. Ensin tikattiin kaksi ommelta rinnakkain ja sitten pujotettiin kujan läpi paksu nippu lankoja.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgixmyLfpNj7EHcYe332OyiFXvJotbjeDulWYbKbbbteSq60MxkO8-fC5Q9e-HLQX9pRirELaGTZegAYm1D_KFWk4F4P6De8O0YaEhaiip5nGhaLbMS4tHgb-jgU11g2exPZn7BE1fDm0U4/s1600/trapunto1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgixmyLfpNj7EHcYe332OyiFXvJotbjeDulWYbKbbbteSq60MxkO8-fC5Q9e-HLQX9pRirELaGTZegAYm1D_KFWk4F4P6De8O0YaEhaiip5nGhaLbMS4tHgb-jgU11g2exPZn7BE1fDm0U4/s1600/trapunto1.jpg" height="180" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSMyuSCFAw97wd3r5jpSUsc-erLV-cuei0AZbmZ8pDjX4jfqUoDmeaYJUq8rM30KvyIeXs0cp3_pvDtJpvSb2HAUZn61S5lrn1lik5j0AqfhzBJjoJMPSRfKoTC5Ju_F0i2YfIUF9gUPuq/s1600/trapunto2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSMyuSCFAw97wd3r5jpSUsc-erLV-cuei0AZbmZ8pDjX4jfqUoDmeaYJUq8rM30KvyIeXs0cp3_pvDtJpvSb2HAUZn61S5lrn1lik5j0AqfhzBJjoJMPSRfKoTC5Ju_F0i2YfIUF9gUPuq/s1600/trapunto2.jpg" height="180" width="320" /></a></div>
Kolmiulotteista vaikutelmaa luodaan pujottamalla risteyskohdissa ”alapuolelta” menevä sisus työn takana ulos ja takaisin sisään. Samoin terävissä kulmissa sisuslanka kannattaa pistää työn takaa ulos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc4Ps7QcHsb3bzrrtAxv13ClkJxuyZoH4XpKYt3tTJ_ulhdaTi-boqfp9rv09SW-1PttfFwjE8X7jh-2T8DYzJO3yTN1XL6HyslfV6Lq-fGLX5_ujEA6RXJifdDJ8MLUM-hM0LUzDIIDf5/s1600/trapunto3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc4Ps7QcHsb3bzrrtAxv13ClkJxuyZoH4XpKYt3tTJ_ulhdaTi-boqfp9rv09SW-1PttfFwjE8X7jh-2T8DYzJO3yTN1XL6HyslfV6Lq-fGLX5_ujEA6RXJifdDJ8MLUM-hM0LUzDIIDf5/s1600/trapunto3.jpg" height="180" width="320" /></a></div>
Tulipa opittua ja - todellakin - kokeiltua monenlaista. En ollutkaan ennen kirjonut koneella mitään.<br />
<br />
Tekniikkakokeiluista päästiin sitten hyvillä eväillä <a href="http://viiriainen.blogspot.fi/2014/12/revinnainen-two-ways.html">omien kirjontatöiden</a> suunnitteluun ja toteutukseen.Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-46770973560182285352014-09-27T12:46:00.004+03:002014-09-27T12:46:52.922+03:00Paidoista paras mekkoMenneen kesän käsityöprojektin tuloksena syntyi uusi <a href="http://viiriainen.blogspot.fi/2012/03/ehka-maailman-paras-mekko.html">Maailman paras mekko.</a><br />
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Lähtötilanteena oli kasa miesten paitoja.<br />
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Siis tällaisia.<br />
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Yhdestä paidasta syntyi yläosa. Leikkasin hihat ronskisti saumojen vierestä irti. Hartioihin jäi reilusti liikaa leveyttä. Mittasin sopivan leveyden ja jatkoin leikkausviivaa kaarevasti kohti kainaloa.<br />
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Peilin edessä sovittelin ja neulasin omaan kroppaan sopivat kiilat etukappaleeseen.<br />
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Alaosaa varten tarvitsin kolme kokonaista paitaa sekä yläosasta yli jääneet hihat. Sommittelin niitä lattialle aika monenlaisiin asetelmiin, ennen kuin olin tyytyväinen lopputulokseen.<br />
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Takakappaleet leikkasin kiilamaisiksi niin, että kavensin niitä yläreunaa kohti jonkin verran. Etukappaleet napitin "ristiin" toistensa kanssa ja käsittelin sitten kuin takakappaleita. Napinväli on ilmeisen standardoitu, sillä eri paidoista peräisin olevat etukappaleet sopivat yhteen ilman nikottelua.<br />
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Hihat olivat liian lyhyitä sellaisenaan, joten kahdesta hihasta syntyi poikkisaumalla yksi kiilakappale.<br />
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Ompelin hamekiilat sivureunoista yhteen. Helmasta ei näköjään ole tullut yhtään kunnon kuvaa, mutta siihen jätin kappaleiden omat helmapäärmeet ja kaaret mahdollisuuksien mukaan näkyviin ja siistin reunaa yhtenäiseksi vain saumojen kohdalta. Helma ei siis suinkaan ole tasapitkä.<br />
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Vyötärönauhan kokosin irti leikatuista kauluksista ja rannekkeista.<br />
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Rypytin hamekankaan vyötärönauhaan ja siistin yläreunan tasaiseksi.<br />
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Viimeistelin vyötärön ja hihansuut vinonauhalla, jota varten uhrasin vielä viidennen paidan. Yhtä hyvin olisi voinut tietysti käyttää valmista nauhaa.<br />
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Alushamekankaaksi löytyi kirpputorilta kahdella eurolla vanha verho, jossa oli jo valmiiksi röyhelö reunassa. <br />
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Olin alun perin ajatellut ommella asun yhtenäiseksi mekoksi, mutta lopulta totesin että tämä toimii kaksiosaisena asuna paremmin - osia voi yhdistellä ristiin ja pestä yläosaa tarpeen mukaan useammin kuin hametta.<br />
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<span id="goog_502482369"></span>Asun alkuperä näkyy vyötäröllä: kaulus, nappilista ja tasku.<br />
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Alushame pilkottaa helman alta<br />
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<br />
ja joskus sitä voi vilauttaa ihan tarkoituksella.<br />
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-61636785614065410252014-08-15T16:18:00.004+03:002014-09-24T21:22:49.708+03:00Robottiautomaatti ja Pumppuvieterit AmazoniassaKeväällä Aarteiden talo -päiväkodin 5-vuotiaiden
poikien Pumppuvieterit-ryhmä kertoi yhdessä sadun käyttäen sadutusmenetelmää:
lapset kertoivat tarinan ja aikuinen kirjoitti sen sanatarkasti ylös. Tässä napakka tiivistelmä:<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdhcM1vvieisO2UThy6-aTju2_fiO23l-JOBKqH_WoT8hLE0qdxHoD08OYEssqtEu06NC0qD2skC0v-onx9xt5HGU-94QjpcYC3G-F2MWOLkW2wyMyKrxNXpm4_SdYnWtCvsyNKSrZeSee/s1600/satu1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdhcM1vvieisO2UThy6-aTju2_fiO23l-JOBKqH_WoT8hLE0qdxHoD08OYEssqtEu06NC0qD2skC0v-onx9xt5HGU-94QjpcYC3G-F2MWOLkW2wyMyKrxNXpm4_SdYnWtCvsyNKSrZeSee/s1600/satu1.jpg" height="270" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tässä kirjassa robottiautomaatti myy jäätelöä ja menee Amazoniaan. <br />
Siellä se näki monta eläintä ja sen piti löytää kalastajalepakot, <br />
koska ne tietää missä kultainen kivi on.<br />
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Tämän kirjan kirjoitti ja kuvitti<br />
Olli Taavi Joel Antti Ilpo Roope</td></tr>
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Sadussa Pumppuvieterit seikkailivat Amazonian sademetsässä
yhdessä monitaitoisen Robottiautomaatin kanssa. Tarinan ajatusta kehitettiin
ryhmässä eteenpäin: Amazonia julkaistaisiin syksyllä kirjana, ja pojat olivat
tehneet kirjaa varten kuvitusta, mainostekstejä ja projektisuunnitelmia.<br />
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR4Tmxf0kfGQ6ojHZu-hppG3RDF0wm_zUQSTUnKR_ZPYx0WNG31jEW1Q_Ro_7TJIMhE5_uOoyE0-zz92z-uaHnLaNnwcfLRyCbjYmKqqvIEBIsPslUm-TPAWMUExnl8m51tA3CJ8DWGt59/s1600/WP_20140528_012.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR4Tmxf0kfGQ6ojHZu-hppG3RDF0wm_zUQSTUnKR_ZPYx0WNG31jEW1Q_Ro_7TJIMhE5_uOoyE0-zz92z-uaHnLaNnwcfLRyCbjYmKqqvIEBIsPslUm-TPAWMUExnl8m51tA3CJ8DWGt59/s1600/WP_20140528_012.jpg" height="223" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Se on paras kirja maailmassa.<br />
Se on niin jännittävä ja pelottava.<br />
Niin hyvä kirja että kannattaa lukea.<br />
Kuvat mahtavat.<br />
Hyviä satuhetkiä.</td></tr>
</tbody></table>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Loppukeväästä lähestyin päiväkotia ehdotuksella yhteisestä
rooliasuprojektista. Tutustuin poikien satuun ja päätimme, että
Amazonia-projektia voisi vielä laajentaa. Työntekijöiden ja lasten lyhyen
tapaamisen perusteella valitsimme toteutettavaksi rooliasuksi tarinan
päähenkilön, Robottiautomaatin.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRs6pMpCOj4Zs-4mI5Nasoeg9FwNLoHeEf4rP5A85De2PGkt1JgfT-7L1gGTSSfvMj97XHwngqEjqefSgUy3XCBoyCdl98jawChWHJ7T4eOPnlb6xWEbQuESz8k56rptxjw4hAKBq9el6/s1600/WP_20140528_009.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRs6pMpCOj4Zs-4mI5Nasoeg9FwNLoHeEf4rP5A85De2PGkt1JgfT-7L1gGTSSfvMj97XHwngqEjqefSgUy3XCBoyCdl98jawChWHJ7T4eOPnlb6xWEbQuESz8k56rptxjw4hAKBq9el6/s1600/WP_20140528_009.jpg" height="223" width="400" /></a></div>
<div class="MsoNormal">
<h3>
</h3>
<h3>
Miltä robotti näyttää? </h3>
<h3>
</h3>
Sadun tekstin, poikien piirustusten ja askartelujen sekä
lähiopetustuntien perusteella tein alustavia luonnoksia asusta.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh727-DJDJioA8TDitH-RN_XZ3xca9ND3rmrXsxTWhD6gW84-LA1w0hepU7qYWTmcAHe0Eiwh1YtGZwUypWC8-QASf-Xcz9EWmV2gzZDgoipWxp97lEctYqRP0dBb5XvSMKO0CULtoVR0-F/s1600/robottiluonnoksia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh727-DJDJioA8TDitH-RN_XZ3xca9ND3rmrXsxTWhD6gW84-LA1w0hepU7qYWTmcAHe0Eiwh1YtGZwUypWC8-QASf-Xcz9EWmV2gzZDgoipWxp97lEctYqRP0dBb5XvSMKO0CULtoVR0-F/s1600/robottiluonnoksia.jpg" height="282" width="400" /></a></div>
<div class="MsoNormal">
Toistuvia elementtejä poikien visioissa olivat vihreä väri,
kypärän mallinen pää sekä erilaiset nappulat, vivut ja muut toiminnallisuudet.<br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3VFGpXVTaFl9wuMiDRABKxRsrpvtfrvnxdBgt9phQH5GEHLzFVJr5MmfMyuj1qlpcZ3au_Rz3E_dmR0YkAXRzn5Ac9ReFvPD_IV7RpywrrcD2MWkjCaDj1IrDksG8LpgcVywu-nVhVkPZ/s1600/robottiluonnoksia2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3VFGpXVTaFl9wuMiDRABKxRsrpvtfrvnxdBgt9phQH5GEHLzFVJr5MmfMyuj1qlpcZ3au_Rz3E_dmR0YkAXRzn5Ac9ReFvPD_IV7RpywrrcD2MWkjCaDj1IrDksG8LpgcVywu-nVhVkPZ/s1600/robottiluonnoksia2.jpg" height="640" width="452" /></a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Alusta asti minulle oli selvää, että haluan projektiin
mukaan ohjaustoiminnallisia elementtejä ja otan poikaryhmän mukaan asun
suunnitteluun ja toteutukseen.</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3yNfJ_r1ybSqbiA1EOQIki5Of-uRz2akCglKpJNuMgxNUB3N7PZjN43C_E5LV02iMgrou7mxRNkVC7SpyIj6OTL7IoumHY-GeUuZe8eAIW52YNfQCEQVYg1CDvoGG74Ct3zI8mPAeDSNG/s1600/pumppuvieterit-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3yNfJ_r1ybSqbiA1EOQIki5Of-uRz2akCglKpJNuMgxNUB3N7PZjN43C_E5LV02iMgrou7mxRNkVC7SpyIj6OTL7IoumHY-GeUuZe8eAIW52YNfQCEQVYg1CDvoGG74Ct3zI8mPAeDSNG/s1600/pumppuvieterit-1.jpg" height="225" width="400" /></a></div>
<div class="MsoNormal">
Kävin päiväkodissa vierailulla kesäkuussa, jolloin paikalla
olevat pojat muistelivat kirjoittamaansa tarinaa ja sen henkilöitä sekä
piirsivät tarkempia malleja suunnittelutyöni tueksi. Otin myös mittoja, jotta
puvusta saataisiin oikean kokoinen.</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJY68KzX7_m7jxIruy2eP_9z6MnByOj5ezeT38Z_6_8VEq95kHeMyKZclunfG9KNTr70nuVcCZTpJHnrsZzJCT6DV_r1nWvYR9AJpjwz3AYZpfcryg2qiA5gp7rONIXnGybhTEXsvNF9hC/s1600/SKKH_9krs_K14081508580_0001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJY68KzX7_m7jxIruy2eP_9z6MnByOj5ezeT38Z_6_8VEq95kHeMyKZclunfG9KNTr70nuVcCZTpJHnrsZzJCT6DV_r1nWvYR9AJpjwz3AYZpfcryg2qiA5gp7rONIXnGybhTEXsvNF9hC/s1600/SKKH_9krs_K14081508580_0001.jpg" height="320" width="226" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"Siinä pitää olla valvontakamera"</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghzi_QxL5X8p2Kguu5CvtfHqDoLyfCEnSvPo4-aE7qHVnwFbSJlwPuKHd7NwpU4pEv5ZOXX-RxVLPkr_SWdWzyy7V1TlvKJrc-VIoLKtIFQbLF9qkFwCpOwda4HNxp9Bk3az1oemsrhIFM/s1600/SKKH_9krs_K14081508590_0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghzi_QxL5X8p2Kguu5CvtfHqDoLyfCEnSvPo4-aE7qHVnwFbSJlwPuKHd7NwpU4pEv5ZOXX-RxVLPkr_SWdWzyy7V1TlvKJrc-VIoLKtIFQbLF9qkFwCpOwda4HNxp9Bk3az1oemsrhIFM/s1600/SKKH_9krs_K14081508590_0001.jpg" height="320" width="226" /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN51O0b8I8dUzn0GD8RWvsd8GQmjAu9V-qU9UPbDbEvAkeONkqelChbThjo7wuJ8Xr5-GE1brhBkZeUdio-p2juApIQlhTo184lx7YtPmcomSOY9tO9qKeYmCuHv-01M_WZR0Ol3d6qmq_/s1600/robotinkuva.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN51O0b8I8dUzn0GD8RWvsd8GQmjAu9V-qU9UPbDbEvAkeONkqelChbThjo7wuJ8Xr5-GE1brhBkZeUdio-p2juApIQlhTo184lx7YtPmcomSOY9tO9qKeYmCuHv-01M_WZR0Ol3d6qmq_/s1600/robotinkuva.jpg" height="226" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"Sit tänne hyökkäis ampparit. Au! Au!"</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcfJOkQlaKsUJFKvqzBu-cRsY7ELRlqFBqPvpNk_zFixtWq_G8sh5sPeG7aJB6QuEZK3TaquWAwTl8F1vQzQUyCysdYeruUVzIfeEZgCf19l2JEGeihMhZxLc841YruqFizXdd9hBJUSf8/s1600/robotinkuva2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcfJOkQlaKsUJFKvqzBu-cRsY7ELRlqFBqPvpNk_zFixtWq_G8sh5sPeG7aJB6QuEZK3TaquWAwTl8F1vQzQUyCysdYeruUVzIfeEZgCf19l2JEGeihMhZxLc841YruqFizXdd9hBJUSf8/s1600/robotinkuva2.jpg" height="226" width="320" /></a></div>
<div class="MsoNormal">
<br />
<h3>
Mitä nappuloita robotissa on? </h3>
<h3>
</h3>
Sain päiväkodilta mukaani ison kassillisen
kierrätysmateriaalia: kankaita, johtoja, muoveja, tietokoneen osia ja
muttereita. Päätin, että pojat voisivat rakentaa robottiasuun
toimintopaneeleja, jotka sitten yhdistäisin lopulliseen asuun. Aikatauluongelmien vuoksi askartelutuokiota jouduttiin
siirtämään pariin otteeseen, mutta lopulta yhteinen aika löytyi. </div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6vJQtn3m5I8OTgn-GdgThYbDknQANuWLxw_70MtL3gcAgd8QQ3jDWIgRmLG-pXRS8LW3iCEWemoQ3X162M6ney5Rn6hXkZDgn135MEohIls3BWvxnxQdC6lmOBUGNdihiydm_01LKqul8/s1600/robottiasu11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6vJQtn3m5I8OTgn-GdgThYbDknQANuWLxw_70MtL3gcAgd8QQ3jDWIgRmLG-pXRS8LW3iCEWemoQ3X162M6ney5Rn6hXkZDgn135MEohIls3BWvxnxQdC6lmOBUGNdihiydm_01LKqul8/s1600/robottiasu11.jpg" height="201" width="320" /></a></div>
<div class="MsoNormal">
Valmistin
toimintopaneelien pohjiksi vaahtomuovilevystä ja muoviverkosta pohjat. </div>
<div class="MsoNormal">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBIG9VaURzzk7skD2ypwHWJDldH6v5ii9MIQ5PyZXZIkKAj7nBFqsyWud1pGVK8VKvLSBUEPX07KIQ0gGafwcAVxcpttpRjJmFub66u__NQxoENwteazjRH_S9tVWOfWVGEacI-tPETVj3/s1600/pumppuvieterit-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBIG9VaURzzk7skD2ypwHWJDldH6v5ii9MIQ5PyZXZIkKAj7nBFqsyWud1pGVK8VKvLSBUEPX07KIQ0gGafwcAVxcpttpRjJmFub66u__NQxoENwteazjRH_S9tVWOfWVGEacI-tPETVj3/s1600/pumppuvieterit-2.jpg" height="225" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"Tässä on kolme vaihdetta. Sininen on ykkönen,<br />
punainen on kakkonen ja vihreä on kolmonen."</td></tr>
</tbody></table>
Pojat valitsivat haluamiaan nappuloita ja muttereita, jotka
kiinnitettiin liimaamalla alustaan. Ensin kiinnitykseen kokeiltiin erikeeperiä, mutta nappulat
tarttuivat paremmin pehmeään muovialustaan kuumaliimalla.<br />
<br />
<div class="MsoNormal">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlWa2iujIqGWnYBnG_5Kea4Ot2RUycZ0gJGJhh3xFKNfco48IhXe7NGQFxf01LHT-LOr2HkAnw6uSuD8eF82-2BVbRzxNgpynuVmIQNxQ8E6q612aNv7y4BKffojGrTLZ054mJHxuTr_nl/s1600/pumppuvieterit-3.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlWa2iujIqGWnYBnG_5Kea4Ot2RUycZ0gJGJhh3xFKNfco48IhXe7NGQFxf01LHT-LOr2HkAnw6uSuD8eF82-2BVbRzxNgpynuVmIQNxQ8E6q612aNv7y4BKffojGrTLZ054mJHxuTr_nl/s1600/pumppuvieterit-3.jpg" height="180" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"Tästä napista tulee pehmonalleja!"</td></tr>
</tbody></table>
<div class="MsoNormal">
<br />
<h3>
Miten robotti rakennetaan? </h3>
<h3>
</h3>
Jatkoin puvun työstöä kotona. Alkuperäinen suunnitelma virtaviivaistui matkan varrella:
siivet, taskut ja liikkuvat vivut alkoivat tuntua turhan kirjaimellisilta
tulkinnoilta, jotka monimutkaistaisivat puvun käyttöä. Yksinkertaisempi
toteutus antaa enemmän tilaa lasten omalle mielikuvitukselle.</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzXjA58px924DllwsJr2WsCGFC5cbn0tFZlPeVMpPXXCHRBfhSuDxBaToS50JBbNHG8foAkZfFICKL5yLk9dp0uJex6-nltHX7D20buFixo1Hrnzh6E_l-55lhfuLEzEtPmxpOnXxyubTk/s1600/robottiasu1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzXjA58px924DllwsJr2WsCGFC5cbn0tFZlPeVMpPXXCHRBfhSuDxBaToS50JBbNHG8foAkZfFICKL5yLk9dp0uJex6-nltHX7D20buFixo1Hrnzh6E_l-55lhfuLEzEtPmxpOnXxyubTk/s1600/robottiasu1.jpg" height="199" width="320" /></a></div>
<div class="MsoNormal">
Asun runko: vaahtomuovilevy.</div>
<div class="MsoNormal">
Ryhdikäs ja muotonsa pitävä, mutta pehmeä ja kevyt
materiaali.</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimYXpfGJAZpA71EkCW8bN0qpQnT-StEyxBHWs3VPDSm-xEywOhtYcsFStu-AMGGS4NwPqLNUBf95BerQptisrZEVZcRyW5rwpIfmc9swAHQ8gcDjZaHxVfy7Sfh4_f0tBwERmsNNW1WwA5/s1600/robottiasu2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimYXpfGJAZpA71EkCW8bN0qpQnT-StEyxBHWs3VPDSm-xEywOhtYcsFStu-AMGGS4NwPqLNUBf95BerQptisrZEVZcRyW5rwpIfmc9swAHQ8gcDjZaHxVfy7Sfh4_f0tBwERmsNNW1WwA5/s1600/robottiasu2.jpg" height="320" width="256" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcpRuCBAfdOeRniO2v_-3LGH-WDAgBIktj8T08Bmjg01uHilQApby1ec8cnAhPP9nNZ5T2YXItwr9YK0JgrlY7fGoPsSapRqD938jOGP2cnYnQpKV5JZ2nazuuOKLGw5h0fYaTeaKq2-O8/s1600/robottiasu6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcpRuCBAfdOeRniO2v_-3LGH-WDAgBIktj8T08Bmjg01uHilQApby1ec8cnAhPP9nNZ5T2YXItwr9YK0JgrlY7fGoPsSapRqD938jOGP2cnYnQpKV5JZ2nazuuOKLGw5h0fYaTeaKq2-O8/s1600/robottiasu6.jpg" height="182" width="320" /></a></div>
<div class="MsoNormal">
Trikookaitaleet sivuissa joustavat pukiessa ja erikokoisten lasten
yllä.</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-T28cqbakl2E28iNEV2FoQCEOGt9Gr9At4AAUUk_ZCmVcWBZFnYddAi80Xc8GDPLQOfofdGRbwe5OZuCDUmlANX5ED2Pjfh4RlnxZZdxvPe782_N7zN44xU4ec5CU1vrK6UV64S60Z5zZ/s1600/robottiasu3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-T28cqbakl2E28iNEV2FoQCEOGt9Gr9At4AAUUk_ZCmVcWBZFnYddAi80Xc8GDPLQOfofdGRbwe5OZuCDUmlANX5ED2Pjfh4RlnxZZdxvPe782_N7zN44xU4ec5CU1vrK6UV64S60Z5zZ/s1600/robottiasu3.jpg" height="191" width="320" /></a></div>
<div class="MsoNormal">
Yksityiskohdat: Kierrätysmateriaaleja. Kiinnitys ompelemalla
ja kuumaliimalla. </div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjC10cFY1uEr_9CCWAp8voMDDAF0R3n-BF0rAUfGxKiZj4mdO6ucEEmxZlHKPlRUSz-56XSvQzjyuYReCYzaecTQ_kpcrfwMXU1HGmjMEwyTm40MGB_LIjwhLZ894EYIvZKZBe4p7XlVKx/s1600/robottiasu5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjC10cFY1uEr_9CCWAp8voMDDAF0R3n-BF0rAUfGxKiZj4mdO6ucEEmxZlHKPlRUSz-56XSvQzjyuYReCYzaecTQ_kpcrfwMXU1HGmjMEwyTm40MGB_LIjwhLZ894EYIvZKZBe4p7XlVKx/s1600/robottiasu5.jpg" height="181" width="320" /></a></div>
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Aluksi arastelin liiman käyttöä, mutta päiväkodista vakuutettiin, että liimakiinnitys on riittävän kestävä ja turvallinen isommille
lapsille, eikä asun tarvitse olla vesipestävä.<br />
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Kypärä: vanha lasten pyöräilykypärä, kangasta ja vanha
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Valot toimivat ja niitä säädellään niskasta.</div>
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Valmis asu hieman liian suuren mallin yllä - venyy tämä näköjään vitosluokkalaisenkin päälle:<br />
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Nyt Robottiautomaatti lähtee kouluun arvosteltavaksi ja sitten vihdoin Pumppuvietereiden kanssa seikkailuun!</div>
Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com1tag:blogger.com,1999:blog-8081345350993583886.post-69658813998663552012014-07-24T01:43:00.002+03:002014-07-24T01:43:35.843+03:00KultasynttäritAmerikanserkkumme tiesivät kertoa, että kun synttäreillä täytettävä vuosimäärä on sama kuin syntymäpäivän päivämäärä, niin silloin vietetään kultasynttäreitä.<br />
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Tytön Golden Birthday oli tänä vuonna, kun perjantaina 13. päivä syntynyt onnentyttö täytti 13 vuotta.<br />
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Sukulaisten kesken synttäreitä vietettiin pihaolympialaisten merkeissä. Juuri ennen juhlia päälle iskenyt ukkoskuuro esti viettämästä koko juhlia ulkona, joten herkut nautittiin sisätiloissa. Onneksi piha kuivui kuitenkin sen verran, että mölkkyä ei tarvinnut heittää olohuoneessa.<br />
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Synttärivieraille tarjottiin<br />
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voileipäkakkua kinkku-pekonitäytteellä (ruiskukista tuli kiva väripilkku koristeluun)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5nvoWuOH9T700o0Kroezf-vkhXUVqXtAkh8SBdclPT1gVDzPsHTZyDtWinOdGYQY4_y6pCAsw18fxbVUQV5HzLYJp-cFUbX0Nzn0HPVRby_GTqSaAvWdlcMaKgSf0WY2hCklsBcOicJbl/s1600/kolmetoistakeksit.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5nvoWuOH9T700o0Kroezf-vkhXUVqXtAkh8SBdclPT1gVDzPsHTZyDtWinOdGYQY4_y6pCAsw18fxbVUQV5HzLYJp-cFUbX0Nzn0HPVRby_GTqSaAvWdlcMaKgSf0WY2hCklsBcOicJbl/s1600/kolmetoistakeksit.jpg" height="304" width="320" /></a></div>
parmesankeksejä (jotka pysyivät koossa vain jääkaappikylminä)<br />
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suklaadippiä (suklaaganachea jatkettuna lorauksella maitoa)<br />
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mokkamacaronseja (hyviä! resepti <a href="http://www.herkkusuu.fi/nain-valmistat-macaron-leivoksia/">Herkkusuu.fi</a>)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRunYe2OfCmuCJLlcIn_qAoziaMNwnRapIc-0P5fEtfeaf3S77ob6oBIw4LDGlpP1cZ7chOht9IZ96Ic-uV9yxwdZWcnT-4dUWB1LHyijQlVR_3jQJ3182i19-IAj2U14TjxUpegQx7r0u/s1600/kolmetoistakakku.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRunYe2OfCmuCJLlcIn_qAoziaMNwnRapIc-0P5fEtfeaf3S77ob6oBIw4LDGlpP1cZ7chOht9IZ96Ic-uV9yxwdZWcnT-4dUWB1LHyijQlVR_3jQJ3182i19-IAj2U14TjxUpegQx7r0u/s1600/kolmetoistakakku.jpg" height="245" width="320" /></a></div>
sekä elämäni ensimmäistä kerroskakkua (takana pilkistää perunajauhoilla leivottu gluteeniton versio)<br />
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Pohjakerros oli neljän munan pohja, päälle paistettiin sydänvuoassa kolmen munan versio. Uuni ei jaksanut kerralla paistaa kaikkia pohjia - gluteeniton sekä iso pohja onnistuivat upeasti, mutta sydänvuoasta putkahti likilaskuinen lätty. Onneksi siitä sai leikattua pienen pyöreän palan ja reunoista kasattua toisen kerroksen.<br />
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Täytteenä oli toisessa välissä lemon curdia, mansikkaviipaleita ja rahkakermaa sekä toisessa välissä mansikka-raparperihilloa sekä diplomaattikreemiä. Täytteet olivat niin herkullisia että kulhoa nuollessa nauratti ääneen.<br />
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Koristelusuunnitelma meni ukkosen takia uusiksi. Reunoille oli tarkoitus pursottaa kermaa, mutta vatkatessa tuntui, että kerma vain vajoaa kasaan... Onneksi oli tullut hankittua vahingossa vähän liikaa sokerimassaa, joten siitä kaulittiin sitten hätävarareunukset kakun ympärille. Ei yhtä hyvää kuin kerma, mutta ainakin pysyi kasassa. Somisteena vielä Tytön itse tekemät sokerimassakukat ja -perhoset sekä nippu sitruunamelissan ja mintun lehtiä pihalta.<br />
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Niin ja ne olympialaiset? Voittajiksi selvisi tiukan taistelun jälkseen syntymäpäiväsankari-Tytön ja Kummitytön muodostama joukkue - siis kaksi 13-vuotiasta!Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com1tag:blogger.com,1999:blog-8081345350993583886.post-14232978419213893002014-07-17T15:42:00.004+03:002014-07-17T15:42:55.180+03:00Vasara ja nauloja...tai ainakin kuviosaha ja polttokynä.<br />
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Koulussa tuli tehtyä ensimmäiset puutyöni ikinä sitten peruskoulun kolmannen luokan punaiseksi petsatun nopan. Siihen nähden, että lähtötaso oli aivan nolla, tuotoksista tuli oikein kivoja.<br />
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Aika pienimuotoiseksihan kurssi jäi, kun käytännössä kaikki työt piti tehdä parin lähipäivän aikana ja työvälineisiin oli ajoittain jonoa.<br />
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Polttokuviointia.<br />
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Ensin kuviot piirretään puulevyyn.<br />
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Vasta sitten sahataan pala irti kuviosahalla.<br />
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Sahalla voi tehdä myös pienestä levynpalasesta ihan oikean astian.<br />
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Tästä lähtee. Reikä on sahattu vinoon, ja vinossa kulki sahakin.<br />
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Ensin sisempää viivaa. Terävä kärki tuotti vähän haastetta. <br />
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Sitten ulompaa viivaa, niin että saadaan erikseen pohja- ja reunapala. Reunarenkaita voisi periaatteessa sahata vaikka kuinka monta, ja kasata korkeamman astian.<br />
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Palaset liimataan yhteen ja sitten viilataan (paljon).<br />
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Lopuksi vati on syytä öljytä.<br />
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Kuviosahalla syntyy myös upotus- eli intarsiakuvioita.<br />
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Tässä on kolme eriväristä viilua päällekkäin.<br />
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Vähän liian kunnianhimoinen kuvio, vähän liian ohutta viilua, vähän liian varomaton sahaaja. Kolmesta kerroksesta syntyi kaksi kukkaa ja loput meni silpuksi.<br />
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Kuviot liimattiin alustalle, ja koska tausta ammotti väleistä, levitettiin päälle tummanruskeaa akryylimaalia tilkkeeksi.<br />
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Värit höylättiin lopuksi takaisin näkyviin.<br />
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Tämmöisenkin vielä ehdin. Kuviosahalla kurveja rimanpätkään ja sitten hiotaan käteen sopivaksi<br />
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niin saadaan kankaanpainantaa varten viiriäisleimasin.<br />
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-39999710746351693282014-06-13T00:48:00.005+03:002014-06-13T00:50:26.005+03:00LautanauhaharjoituksiaSolmeilukurssilla pääsin myös verestämään lautanauhataitoja.<br />
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Lautanauha on vähän sukua <a href="http://viiriainen.blogspot.fi/2014/05/pirtaan-sopivaa.html" target="_blank">pirtanauhalle</a> - loimilangat pujotellaan rei'istä, pingotetaan kireälle ja kudotaan nauhaa erillisellä kuteella. Uusia viriöitä ei kuitenkaan tehdä pirtaa nostamalla ja laskemalla, vaan pyörittämällä levyjä eli lautoja, joiden kulmarei'istä loimilangat kulkevat.<br />
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Nauhan pintaan vaikuttavat paitsi loimilankojen värit ja pujottelujärjestys, myös se mistä suunnasta ne on kunkin laudan läpi laitettu ja mihin suuntaan lautoja pyöritetään.<br />
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Tekniikka on pirtanauhaa vanhempi, jo rautakautinen. Lautanauhojen maailmaan liittyy hirmuisen paljon kaikkea kiehtovaa - ja olen jo hieman liikaa siihen tutustunut että osaisin näitä omia nauhojani kovinkaan hienoina pitää...<br />
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Koepalan reunat menivät vähän vinksin vonksin.<br />
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Lautanauhasta syntyi kuitenkin uusi hihna vanhaan laukkuun. <br />
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Nauhan kuviointia voi muunnella pyörittelemällä lautoja ryhmittäin eri suuntiin. Ensikokeilu tätä tekniikkaa tuotti samasta loimesta monta eri kuviota...<br />
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...ja lopputuloksena nauhan, joka on vähän liian paksu ja leveä ja lyhyt ja räikeän värinen käytettäväksi yhtään mihinkään.<br />
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-90221129747643385002014-06-02T20:32:00.001+03:002014-08-15T16:39:40.529+03:00RokkikonnaRoolipukukurssin lämmittelyharjoituksena syntyi sammakkomainen tulkinta elähtäneestä rokkikukosta.<br />
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<b>Jukka Itkonen: Sammakko</b></div>
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Syvällisin jengissä,<br />
sammakko,<br />
on hengissä ja voi hyvin<br />
järven pohjimmaisena,<br />
näkinkengän vuokralaisena.<br />
<br />
Sen elämä on iisiä.<br />
Se laatii rokkibiisiä,<br />
jonka levylle voi kurnuttaa,<br />
keväällä<br />
kun rintaa jurnuttaa.</div>
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Pahin riesa sammakon mielestä<br />
on keväällä satakielestä:<br />
silloin vaikka millä hinnalla<br />
on sammakon oltava pinnalla.<br />
<br />
Kaivautuen lietteeseen<br />
sammakko turvautuu mietteeseen:<br />
- Satakielen laulu ei kuulosta hyvältä.<br />
Se ei lähde tarpeeksi syvältä. </div>
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Tarkoitus oli oikeastaan suunnitella puvustusta lapselle, mutta... no, ehkä seuraava tuotos on lapsenomaisempi...<br />
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Toisena lämmittelyharjoituksena kierrätysteemaan liittyen syntyi idea Ranta Recycle -mallistosta. Mitä voi tehdä huomioliivistä, villasukasta ja pyyhkeestä?<br />
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Olipa kiva taas kerran huomata, miten hienoja ideoita syntyy pienessäkin ajassa, kun on inspiroivaa materiaalia ja riittävän napakka tehtävänanto, jonka rajoissa mielikuvitus saa poukkoilla!Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-78784418100162125902014-05-22T00:11:00.002+03:002014-05-22T00:11:51.184+03:00Pirtaan sopivaa<div class="separator" style="clear: both; text-align: center;">
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Kuten arvelinkin, solmeilukurssin innostavinta antia olivat kuteelliset nauhat - pirralla ja laudoilla tehdyt. Pirralla aloitettiin.<br />
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Loimi luodaan sopivaan paikkaan - tai jos sellaista ei ole, niin asuntolahuoneen tuolinjalkojen ympärille.<br />
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Loimilangat järjestellään ja pistellään suunnitelman mukaisesti pirrasta läpi, kiinnitetään kireälle ja kudotaan kuten mattoa.<br />
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Ensimmäinen nauha oli niin räikeä että ihan nauratti. Tälle tuli myöhemmin käyttöä - nauha sopi täydellisesti lautapakan sitomiseen taukojen aikana.<br />
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Toisessa käytin vähän enemmän itseni näköisiä murrettuja värejä. Kuvio syntyi lastan avulla poimimalla.<br />
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Tätä oli todella kiva tehdä, ja olen lopputulokseenkin oikein tyytyväinen. Pituus vain jäi sen verran naftiksi että tästä ei ihan ole vyöksi, mur.<br />
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Muuta solmeilukurssilta: <a href="http://viiriainen.blogspot.fi/2014/05/nyorisatoa.html" target="_blank">nyörejä ja makrameeta</a> sekä <a href="http://viiriainen.blogspot.fi/2014/05/merimiesten-malliin.html" target="_blank">narutöitä</a>. Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-58537836849551220762014-05-20T23:38:00.002+03:002014-05-22T00:16:23.958+03:00Merimiesten malliin<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUUxT3MKUWDZUx6QK4ycSJnoHVHgY3EAhI3rPZ2r4P6mbZgO53Q1_7RVV7WZSGMll3kZPgCT1NKxfNMMuakGmBMlLzt_w6mvTdmFPwf_P7ydVgyIUUdtN2oO7XPFPCbvTXmWgYHy1eREGc/s1600/naruty%25C3%25B6valmis2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUUxT3MKUWDZUx6QK4ycSJnoHVHgY3EAhI3rPZ2r4P6mbZgO53Q1_7RVV7WZSGMll3kZPgCT1NKxfNMMuakGmBMlLzt_w6mvTdmFPwf_P7ydVgyIUUdtN2oO7XPFPCbvTXmWgYHy1eREGc/s1600/naruty%25C3%25B6valmis2.jpg" height="247" width="400" /></a></div>
<a href="http://viiriainen.blogspot.fi/2014/05/nyorisatoa.html" target="_blank">Solmeilukurssilla</a> kokeiltiin yksinkertaisia narutöitä purjelaiva-aikojen merimiesten tapaan.<br />
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Osmanringin malli syntyy naulojen ja apupaperien avulla. Ensimmäiset kierrokset vain kieputetaan kolmen edestä-kolmen takaa...<br />
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...mutta sitten alkaa pujottelu.<br />
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Paksusta köydestä tehtyä työtä sai viimeistelläkin vähän reilummilla työvälineillä.<br />
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Sama idea, mutta ihan erilainen materiaali: turkkilainen matto ohuesta solmeilunarusta.<br />
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Tästä saisi tikun avulla hiussoljen.<br />
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Lopuksi vielä pari apinannyrkkiä: pieni massapallon päälle<br />
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ja lopusta köydestä vähän reilumpi vaikka koiranleluksi.<br />
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Lisää solmeilukurssilta: <a href="http://viiriainen.blogspot.fi/2014/05/nyorisatoa.html" target="_blank">nyörejä ja makrameeta</a> sekä <a href="http://viiriainen.blogspot.fi/2014/05/pirtaan-sopivaa.html" target="_blank">pirtanauhoja</a>Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-26651966188543567672014-05-18T00:26:00.000+03:002014-05-22T00:17:24.151+03:00Nyörisatoa<div class="separator" style="clear: both; text-align: center;">
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Keväällä käydyllä solmeilukurssilla tuli opiskeltua useampiakin tekniikoita, joilla ohuista langoista voi yhdistellä yhtä paksumpaa.<br />
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Perinteistä iskunyöriä tehtiin niin kolmella, neljällä kuin viidelläkin pohjukalla sekä vielä lisäksi hapsuversiona.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_BNtkcMlFSTgvF82cSqoVoluk-84Zu0YvGkHxseVeHsrUqSF1LwtI5oZmCUi7tIeM96efMg72Rcc4zOmjhk-Bm5uZJzhsvLxV-gv36DpdJzu0VU4U2J3sv4kmzjs4xUwj8b9dEesOmtC-/s1600/iskuny%C3%B6ri3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_BNtkcMlFSTgvF82cSqoVoluk-84Zu0YvGkHxseVeHsrUqSF1LwtI5oZmCUi7tIeM96efMg72Rcc4zOmjhk-Bm5uZJzhsvLxV-gv36DpdJzu0VU4U2J3sv4kmzjs4xUwj8b9dEesOmtC-/s1600/iskuny%C3%B6ri3.jpg" height="136" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kolme pohjukkaa</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjanuSJKugQmp7LAyu_ktxVSOX10ALAnq_N9Jx2PVZyUQuC67tvk9kcu1C9fdinhIhUt-SloTjyt0N8nfgL3l3albM7cFd28P14txm0PoiXehFL_T4HlGrXdO-W3TaBPTd_TnBjFvD_9s-J/s1600/iskuny%25C3%25B6ri4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjanuSJKugQmp7LAyu_ktxVSOX10ALAnq_N9Jx2PVZyUQuC67tvk9kcu1C9fdinhIhUt-SloTjyt0N8nfgL3l3albM7cFd28P14txm0PoiXehFL_T4HlGrXdO-W3TaBPTd_TnBjFvD_9s-J/s1600/iskuny%25C3%25B6ri4.jpg" height="158" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Neljä pohjukkaa</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjocxegog9XiGVIcWliE_Pf1rdhAFO4KeIq5W4slbkbdeJb59MbdicrhDqleA3JG3_qZ0ZuYCcdB5QcRJ_hMGk-z_glUcTLKE5D8IGBZHwqH5sQ0SUrKsYDCNtDZWe-1HxEXRZSKbyJLL0z/s1600/iskuny%25C3%25B6ri5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjocxegog9XiGVIcWliE_Pf1rdhAFO4KeIq5W4slbkbdeJb59MbdicrhDqleA3JG3_qZ0ZuYCcdB5QcRJ_hMGk-z_glUcTLKE5D8IGBZHwqH5sQ0SUrKsYDCNtDZWe-1HxEXRZSKbyJLL0z/s1600/iskuny%25C3%25B6ri5.jpg" height="138" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Viisi pohjukkaa</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6EXccxKnKzdX26nsldkOfxhW0H54IT6yp4iGC21MFtH4hhL5VeHul3Fc89mZXDfxZhtMg9AD9P2dDpUVsHbBzc9tkuPtzfKXZyZeJr6x1D9z6gSfXepDOrF18yhfFkaRsisCAawg6qa2w/s1600/iskuhapsu.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6EXccxKnKzdX26nsldkOfxhW0H54IT6yp4iGC21MFtH4hhL5VeHul3Fc89mZXDfxZhtMg9AD9P2dDpUVsHbBzc9tkuPtzfKXZyZeJr6x1D9z6gSfXepDOrF18yhfFkaRsisCAawg6qa2w/s1600/iskuhapsu.jpg" height="208" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Iskuhapsun tekemiseen tarvitaan kaveri, joka kiertää hapsulankaa.</td></tr>
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<i>Pohjukat</i> tarkoittavat lankalenkkejä, joita kuljetetaan toistensa läpi ja syntyvät sidokset kiristetään viemällä kädet sivulle eli <i>iskemällä</i>. Leena-ope tässä näyttää kuinka homma toimii.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg_ugc_vee74IFwkRJgjSAXCZ2W7mXa-tKR8L0ePWyubcS_VPKjZkW5EGlmaD1q3yAN9jBFFDfNYm2hlOs7ogUYwFNY20gcIECCxyn1lp-w2e-uBH95_89poZYWzCBT7ARa6ewzd_TieoU/s1600/iskuny%25C3%25B6ri2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg_ugc_vee74IFwkRJgjSAXCZ2W7mXa-tKR8L0ePWyubcS_VPKjZkW5EGlmaD1q3yAN9jBFFDfNYm2hlOs7ogUYwFNY20gcIECCxyn1lp-w2e-uBH95_89poZYWzCBT7ARa6ewzd_TieoU/s1600/iskuny%25C3%25B6ri2.jpg" height="320" width="237" /></a></div>
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"Kiinalainen kierrenyöri" eli <i>kumihimo </i>syntyy pahvisen apukiekon avulla.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI_NtcMmwsaatoyr7KL59Aaj-1Ab1W5k9WV26SvZ7So8cQRFASAFcTUgLPKiIuzgq81J_9V7wXCqZ-ltXAa92c7ofqdqPMxgGBUlCgzC9ByzaOjLeemk2JVNrBFLTSjWXJcLY1YkoX6_St/s1600/kierrenauha1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI_NtcMmwsaatoyr7KL59Aaj-1Ab1W5k9WV26SvZ7So8cQRFASAFcTUgLPKiIuzgq81J_9V7wXCqZ-ltXAa92c7ofqdqPMxgGBUlCgzC9ByzaOjLeemk2JVNrBFLTSjWXJcLY1YkoX6_St/s1600/kierrenauha1.jpg" height="204" width="320" /></a></div>
Kuusi lankaa sidotaan keskeltä nippuun. Solmukohta roikotetaan painon avulla läpi pahvikiekosta, jossa on keskellä reikä ja reunoilla 24 lovea.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVCGvCsOnLwqIJN01LNwUrImi45n_Iz9wxqCHxAFNkT-5beOkxMWliE4qEbpc_mmEFkflEy9Z27NQdsPYhc78-Wib9J8ASSPs-xHcTtxlM-KaXJNZMAF_pFqrmGnPyvJowTy9qscQ18-hw/s1600/kierrenauha2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVCGvCsOnLwqIJN01LNwUrImi45n_Iz9wxqCHxAFNkT-5beOkxMWliE4qEbpc_mmEFkflEy9Z27NQdsPYhc78-Wib9J8ASSPs-xHcTtxlM-KaXJNZMAF_pFqrmGnPyvJowTy9qscQ18-hw/s1600/kierrenauha2.jpg" height="210" width="320" /></a></div>
Langat pujotetaan kiekon loviin kaksittain, kaksi tyhjää lovea välissä. Kello yhden lanka siirretään kello viiteen...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1vccqaVHfSbwG_6vWv7BcmlgAT2VJqlCpFvywl3hXxNYpTXKrI4yKd6VwPAwJstkWq3pMh8itspwuHx_VrHuIjKNOyR5ww7Bh_b4eL-1GNUAmfQfGpENm_RJAnR_XPqzqpHprLu3zc4IB/s1600/kierrenauha3.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1vccqaVHfSbwG_6vWv7BcmlgAT2VJqlCpFvywl3hXxNYpTXKrI4yKd6VwPAwJstkWq3pMh8itspwuHx_VrHuIjKNOyR5ww7Bh_b4eL-1GNUAmfQfGpENm_RJAnR_XPqzqpHprLu3zc4IB/s1600/kierrenauha3.jpg" height="179" width="320" /></a></div>
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...ja kello seitsemän lanka kello yhteentoista. Sitten koko kiekkoa kierretään vastapäivään ja aletaan alusta seuraavilla langoilla.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLCjqyuARHC42ZKIgc2kheoIwlfAyQbtUkt0BTpzQolaIgLQifFgu-_9L2w1qGhy2STdaiAHJ0rr3h1IsnTUIQsJMaNBylUJOKch1oOLiGVK-E8kZXjUMirTuSHEPa1xsUSwRV-iNJLFQi/s1600/kierrenauha4.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLCjqyuARHC42ZKIgc2kheoIwlfAyQbtUkt0BTpzQolaIgLQifFgu-_9L2w1qGhy2STdaiAHJ0rr3h1IsnTUIQsJMaNBylUJOKch1oOLiGVK-E8kZXjUMirTuSHEPa1xsUSwRV-iNJLFQi/s1600/kierrenauha4.jpg" height="320" width="179" /></a></div>
Keskelle syntyy napakkaa, pyöreää nyöriä. <br />
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Varsinaista solmeilua eli makrameetakin kokeiltiin - niin perinteisestä solmeilulangasta kuin vähän epätyypillisemmistä materiaaleista.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqtReQAmZnYmEFxoua9YSqEIHRzExatj-S6ueXiP9UNhXAMUA5nypFQujix0WYUKzSj0aaKbgNnM_Ezc2ZQSKHGnuZP1XJjzc63u-grxaMjsZiCIrdQQUd3smrfwSRcgotMWo94FotAeDC/s1600/makrameevalmis1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqtReQAmZnYmEFxoua9YSqEIHRzExatj-S6ueXiP9UNhXAMUA5nypFQujix0WYUKzSj0aaKbgNnM_Ezc2ZQSKHGnuZP1XJjzc63u-grxaMjsZiCIrdQQUd3smrfwSRcgotMWo94FotAeDC/s1600/makrameevalmis1.jpg" height="320" width="200" /></a></div>
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Samaa tekniikkaa hyödyntävät myös ystävännauhat. Vähän vähemmän 70-lukuvibaa ja enemmän peruskoulun pihameininkiä.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG2iQ6bS3FfcpAVh9BaA70V-0gEze6F0shiX9sLz7t211eR-AOSetakqz9wCx_bHutZkiWwHb8yiTV7d-PH10PcEqvYXKjDJ-f5aZqZ-89G5eIEBNFwCHhUvUNmy74-zj4h5SbLRUUiohG/s1600/ystavannauha1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG2iQ6bS3FfcpAVh9BaA70V-0gEze6F0shiX9sLz7t211eR-AOSetakqz9wCx_bHutZkiWwHb8yiTV7d-PH10PcEqvYXKjDJ-f5aZqZ-89G5eIEBNFwCHhUvUNmy74-zj4h5SbLRUUiohG/s1600/ystavannauha1.jpg" height="320" width="204" /></a></div>
Vapaavalintaisena kurssityönä tein pari rannekorua paperinarusta.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimZgJHhMFBdbtWqbnnzDIg0ZEZ5OuRXdYFHxofqt7Te_VhTRNP-YXSCNyjar2VwxoFTmlxOpAh-ItH_nmAiH-UtxuuGvOeIwcXaS6FK98LBZnGa4MX8MKgsw7PhLvZvcxncmZFQC_4Q4uq/s1600/rannekoruvalmis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimZgJHhMFBdbtWqbnnzDIg0ZEZ5OuRXdYFHxofqt7Te_VhTRNP-YXSCNyjar2VwxoFTmlxOpAh-ItH_nmAiH-UtxuuGvOeIwcXaS6FK98LBZnGa4MX8MKgsw7PhLvZvcxncmZFQC_4Q4uq/s1600/rannekoruvalmis.jpg" height="640" width="288" /> </a></div>
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Ihan valtavasti en makrameen estetiikalle lämmennyt, mutta ystävännauhojen ja muiden pikkutöiden tekeminen on kyllä koukuttavaa - työ vaan kiinni hakaneulalla housunpolveen ja solmimaan. Sopii myös työkokouksen käsityöksi: ei putoilevia puikkoja, ja valmista syntyy niin nopsasti, että vähän pidemmän kokouksen aikana tekee korut vaikka kaikille kollegoille.</div>
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Lisää solmeilukurssilta: <a href="http://viiriainen.blogspot.fi/2014/05/merimiesten-malliin.html" target="_blank">narutöitä</a> sekä <a href="http://viiriainen.blogspot.fi/2014/05/pirtaan-sopivaa.html" target="_blank">pirtanauhoja</a></div>
Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-39807717498030718032014-04-22T23:17:00.003+03:002014-04-22T23:17:58.117+03:00Ankkametso ja maailman hienoin luuKeramiikkaakin pääsi koulussa kokeilemaan. Eka kerta sitten jonkun peruskouluaikaisen savityötuokion, ja eka kerta ikinä lasitteiden kanssa.<br />
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Tunnille piti tuoda mukana joku luonnonmuoto, ja minä nappasin lähtökiireissä takan päältä poronluun pätkän. Kun kuulin että tehtävänä oli tehdä luonnonmuodosta kopio, meinasi parku tulla. Mutta hyvä ettei tullut - koska enpäs olisi ikinä uskonut että osaan tehdä näin hienon keraamisen luun!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4zbs0UXf7Ufqk6iTPZQqWShyphenhyphen9P0kfGVyHZx5QvwvJX0Eid11LbJuhmbklQnPQ6d38NNwmK321pAV9w1iBNhb027CVyTzrnpJw5GdzKOl8r4qalgJ3tZM-0q84UEr54ajcmkvfbaiLRg3e/s1600/luu3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4zbs0UXf7Ufqk6iTPZQqWShyphenhyphen9P0kfGVyHZx5QvwvJX0Eid11LbJuhmbklQnPQ6d38NNwmK321pAV9w1iBNhb027CVyTzrnpJw5GdzKOl8r4qalgJ3tZM-0q84UEr54ajcmkvfbaiLRg3e/s1600/luu3.jpg" height="320" width="207" /></a></div>
Alkuperäinen oikealla, skaalattu kopio vasemmalla.<br />
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Kun luonnonmuotoa oli ensin tutkittu kopioimalla, niin sitten sitä piti jalostaa eteenpäin. Minä tein lumpiokupista kulhoja.<br />
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Nämä olivat paljon kivemmän näköisiä ennen lasittamista... Mutta ihan herttaisia näinkin.<br />
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Tällainenkin kuului kurssiohjelmaan: käsittelyharjoituksena savea kaulittiin levyksi, kuvioitiin kaikenlaisilla käteen osuneilla esineillä ja koottiin astiaksi. Tämä idea toimisi monenkinlaisen ryhmän kanssa.<br />
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Ja loppuhuipennuksena ankkametso. Savea oli jäljellä ja päivä vaati toteemieläintä.<br />
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-45309337961914273922014-04-14T23:42:00.003+03:002014-04-14T23:42:39.846+03:00NatsipandaLöysin sattumalta Pinterestin kautta <a href="http://blog.mrprintables.com/how-to-make-animal-pom-poms/" target="_blank">ohjeen tupsueläinten tekemiseen</a>. Tuloksena lakoninen natsiviiksinen panda.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8h0EQ1fRX1Wg4jCP9ucES_pG9FlrbgNMPFYdCIE6X7fQjCx62LoYwAmKv615R9OZkv33pOZ1625__bRI7JwEXAflK1K5mKFuhJeyLv1VUQy5CfEywCYRcdBHDtLH7MkpvoLd7xNDceZ2m/s1600/panda.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8h0EQ1fRX1Wg4jCP9ucES_pG9FlrbgNMPFYdCIE6X7fQjCx62LoYwAmKv615R9OZkv33pOZ1625__bRI7JwEXAflK1K5mKFuhJeyLv1VUQy5CfEywCYRcdBHDtLH7MkpvoLd7xNDceZ2m/s1600/panda.jpg" height="198" width="320" /></a></div>
Tupsulangat on helpompi pyörittää U:n muotoisten kaavioiden ympärille. Niitä tarvitaan kaksi paria.<br />
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Tähän tulee musta kuono.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3fx_YvYo6TAf837BvbSe1a3x3p-OXjbkBzYIDySONOwUef3cUBkxL-pDK7DJUDYZ7Q8okASeSPW5u354DTyOOl7cj2kqqzWYKpuvlvC6pFeE2fa6P_osfMMcC9rtahx8JL6ieEItCn8La/s1600/panda11.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3fx_YvYo6TAf837BvbSe1a3x3p-OXjbkBzYIDySONOwUef3cUBkxL-pDK7DJUDYZ7Q8okASeSPW5u354DTyOOl7cj2kqqzWYKpuvlvC6pFeE2fa6P_osfMMcC9rtahx8JL6ieEItCn8La/s1600/panda11.jpg" height="202" width="320" /></a></div>
Päälle kerros valkoista.<br />
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Sitten silmälaikut.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVnDJFMAgPGjmqQIuE8XMeGREsOZgyPjim1LhduuFpUX1oSEzWOsOmULPduT-S5Mb5TIl2S2V0RFnhcIhNlBPyYvLJJsfMqXWT0ywcUi3wxCQlt-tYf0IUECztDiqB9FWXiF58AQwbMgNx/s1600/panda9.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVnDJFMAgPGjmqQIuE8XMeGREsOZgyPjim1LhduuFpUX1oSEzWOsOmULPduT-S5Mb5TIl2S2V0RFnhcIhNlBPyYvLJJsfMqXWT0ywcUi3wxCQlt-tYf0IUECztDiqB9FWXiF58AQwbMgNx/s1600/panda9.jpg" height="209" width="320" /></a></div>
Taas valkoista. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1YM7ytp-dCiPEMF4gAuA0wpVyEUD2EUXMShiiM3Rv9_4waTo_ad-oVjZO09oUOaut9wxmZrmU54_Eq9CLuFmhM-4adMYShiJdTPGIwK1z0HC1CIh-JAVuPZjJ56wLCul9hlrIxnmJP7JT/s1600/panda8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1YM7ytp-dCiPEMF4gAuA0wpVyEUD2EUXMShiiM3Rv9_4waTo_ad-oVjZO09oUOaut9wxmZrmU54_Eq9CLuFmhM-4adMYShiJdTPGIwK1z0HC1CIh-JAVuPZjJ56wLCul9hlrIxnmJP7JT/s1600/panda8.jpg" height="208" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2CksfOY56KhIENNH1ue2_gUl-kFs0_evEsBGpxxh7a3vcKzgOhWG1H6tABYjFXSMKV_3L2C4i0y5PgZMw35ckuLqKSVVZAnfWeLZWC6761mTmhfMHsbnhSdvJ9XJ_OkqRAuJr-fRGGX6k/s1600/panda12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>Lopuksi kynän ympäri mustaa korvia varten.<br />
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Toinen puolisko päällystetään kokonaan valkoisella.<br />
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Pahvikaavioiden "jalat" taitetaan auki ja kiinnitetään vastakkain vaikka klemmareilla, tai kun niitä ei heti satu löytymään, hiuspinneillä.<br />
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Langat saksitaan kaavioiden välistä poikki. Pahvien välistä kierretään lanka ympäri ja solmitaan tiukasti.<br />
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Aluksi pörrö näyttää varsin kaoottiselta<br />
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mutta kyllä se muoto sieltä alta saksimalla selkenee.<br />
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Lopuksi vielä liimasin pandalle irtosilmät, koska katse tuntui muuten vähän... aavemaiselta.<br />
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Tämä oli helppoa ja hauskaa.<br />
- Puoliympyrä helpottaa hommaa, kun lankaa ei tarvitse pujottaa reiästä vaan sitä voi kieputtaa suoraan kerältä.<br />
- Kaavioon kannattaa merkitä tulevan taitoksen paikka eli se raja mihin asti lankaa kieputetaan. Kiität itseäsi myös, jos heti aluksi merkkaat pahvin päihin, kumpi on palleron ylä- ja kumpi alareuna. <br />
- Laikkujen kokoa ja paikkaa piti vähän arpoa, harjoitus epäilemättä auttaisi tässäkin.<br />
- Korvat tulivat niin alas että otus näytti koalalta - mutta niitä sai kätevästi kiskomalla ylöspäin.<br />
- Saksiminen tekee pallerolle ihmeitä. Rohkeasti vaan.Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-7644774127436159442014-04-07T17:01:00.004+03:002014-04-07T17:01:58.140+03:00SilkkivillaaHuovutustöistä jäi yli repaleinen ja epätasainen pala oranssia esihuopapintaa. Lipaston laatikosta löytyi jommankumman lapsen taiteilema silkkihuivi, ja keksin yhdistää nämä kaksi.<br />
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Tutustutin varovasti hieroen silkin ja villan toisilleen. Rullan sisällä kierittämällä ne lopulta löysivät toisensa oikein tiukasti.<br />
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Silkki ryppyyntyi kutistuvan villan mukana. Oranssi villa sointuu aika kivasti keltaisella ja punaisella maalattuun silkkiin.<br />
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Leikkasin huovasta tasaisimmin onnistuneen palan, ompelin päätysaumat ja liimasin + nuijin huovan askartelukaupasta hankitun kukkaronkehyksen sisään.<br />
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Tuloksena ihan näpsäkkä luottokorttikukkaro. Nuo olkaimelle tarkoitetut renkaat vaan ovat vähän turhat, ei tämä oikein olalla kannettavalta pussilta tunnu. Mutta ehkäpä niistä voisi vaikka virkata kukkaset?Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-39759629153834990152014-04-07T16:47:00.002+03:002014-04-07T16:47:53.333+03:00AurinkojaKokeilin erilaisia pintakuviointitapoja yksinkertaisella aurinkokuviolla.<br />
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Vasemmanpuoleisessa auringossa olen asetellut kuivaa huopaa kuivalle huopa-alustalle ennen huovuttamisen aloitusta. Värit ovat sulautuneet alustaan, kuvio ei ole selkeärajainen ja sen muoto on elänyt huovutuksen aikana.<br />
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Keskimmäisessä asetin kuivan taustan päälle märät villakuviot. Yllätyin, miten selkeä ero edelliseen syntyi tällä kuviointitavalla. Villan kastelu tuottaa huomattavasti selkeämpirajaisen kuvion, vaikka kuviovilloja ei huovuta etukäteen lainkaan.<br />
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Kolmannessa auringossa tein kuviot ensin esihuovasta ja asettelin esihuovutetun pohjan päälle. Kuviot ovat selkeärajaiset ja täsmällisen muotoiset.<br />
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Kaikissa taitoin reunat huovuttaessa työn taakse, jolloin sain tukevat ja hallitut, mutta kuitenkin elävät reunat.<br />
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Ruskeaa villaa on käytetty 14 grammaa kuhunkin, neljä kerrosta. Alkumitat olivat noin 23x25 cm ja loppumitat 18x18,5 cm, joten kutistumisprosentti oli 22-26.Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-88933634109133774232014-04-05T11:20:00.004+03:002014-04-05T11:20:58.323+03:00LohnariTammikuussa työmatkalla oli mahdollisuus osallistua neulahuovutustyöpajaan. Sieltä lähti mukaan tällainen lohikäärmekaveri.<br />
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Vartalo on neulahuovutettu styroxpallon päälle, pään sisällä on pala lötköpötköä. Siiviksi tökkäsin höyhenet.<div class="separator" style="clear: both; text-align: center;">
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Mutta eihän näin iso palleroinen pääse höyhensiivillä ilmaan. Tein märkähuovuttamalla jämerämmät siivet.<br />
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Tasoittelin myös pintaa saippuaveden kanssa. Häntä jäi tarkoituksella vähän repaleiseksi, jotta se tasapainottaa lentoa paremmin :)<br />
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Päätä voi kääntää niskassa olevan kepin avulla.<br />
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Taitavat nämä uudetkin siivet olla lohnarille vähän pienet - tai massu suuri... Onneksi lentoon pääsee myös kaverin kämmenellä.<br />
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com1tag:blogger.com,1999:blog-8081345350993583886.post-87051583178680519412014-04-04T23:17:00.000+03:002014-04-04T23:17:22.004+03:00Tulee uusia talvia<div class="separator" style="clear: both; text-align: center;">
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Huovasta syntyi Tikrun lisäksi myös raidalliset hansikkaat.<br />
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<br />Halusin kokeilla kolmiulotteista pintaa. Ulkoasua suunnitellassani mietin pehostoukkia ja mittarimatoja: mustaa ja vihreää, venyvää ja taas kokoon kutistuvaa.<br />
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" 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" /></a></div>
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Aloitin työn tekemällä koetilkun ja mittasin kutistumisprosentin.<br />
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Sen perusteella hahmottelin kaavan ja siihen sopivat kutistumisvarat. Selkämystä varten tein piiiiitkän kaavan ja kämmenpuolta varten lyhemmän.<br />
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Selkäpuolen kaavan päälle asettelin neljä kerrosta ruskeanharmaata huopaa ja huovutin kevyesti kasaan. Pohjan päälle asettelin vihreästä esihuovasta tehdyt kuviot.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhK7zFOgYxzJLHhlFPZQ_YAXYR1nRW8i61uCGdjY4Ju1XAl9qDVk4yoTdO5rkZu9vX6vtvc-4qsTZTaiTha6VgjaAzpTGEHqExBHx86ylW_SBh1gTdwFECTlWwhQqgA-AE8BNdJNsFUejx/s1600/hanskat3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhK7zFOgYxzJLHhlFPZQ_YAXYR1nRW8i61uCGdjY4Ju1XAl9qDVk4yoTdO5rkZu9vX6vtvc-4qsTZTaiTha6VgjaAzpTGEHqExBHx86ylW_SBh1gTdwFECTlWwhQqgA-AE8BNdJNsFUejx/s1600/hanskat3.jpg" height="187" width="320" /></a></div>
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Kun ne oli huovutettu kiinni, taittelin ja ompelin raidat piiloon niin että selkäpuolesta tuli pienemmän kaavan kokoinen.<span id="goog_1255649631"></span><span id="goog_1255649632"></span><br />
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Kämmenpuolen pinnan leikkasin esihuovasta kaavan mukaan ja huovutin puoliskot kiinni toisiinsa.<br />
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Lopulta leikkasin homman puolesta välistä poikki ja jatkoin huovuttamista omaan käteen sopivaksi. Jossain vaiheessa ratkoin auki laskosten ompeleet. Saumat vaativat lopulta vähän yhteen ompelemista pysyäkseen kasassa.<br />
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Lopuksi vielä kirjailin vähän yksityiskohtia.<br />
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Hanskat valmistuivat vähän sen jälkeen kun hanskakelit loppuivat. Vaan ehkäpä sitten ensi talvena...<br />
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Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-49520714466778713312014-04-02T23:12:00.000+03:002014-04-02T23:12:24.374+03:00Mur!<br />
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Huovutuskurssikaverina syntyi tällainen Tikru.<br />
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Aluksi oli kasa räikeän värisiä villoja. Koulun
karstalaitteella niistä tuli eläväisen tiikerinväristä - varsinkin kun
sekaan heitti vähän ruskeaa.<br />
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Hahmottelin tiikerin ensin paperille, lisäsin kutistumisvaraa vähän näppituntumalta ja tein tiikerikaavan jämäkästä kuplamuovista.<br />
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Mahaan tuli teippisauma ja toiselle jalkaparille oma kaava.<br />
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Oranssia villaa kolme kerrosta ristiin rastiin, ja kaavan kohdalta saippuavettä päälle ja huovuttamaan. <br />
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Toinen kylki toteutettiin samoin, mahapala vastaavasti valkoisesta villasta. Kun esihuopa pysyi suunnilleen kasassa, kaava paketoitiin villakerrosten väliin. Saumanvaroja ohenneltiin ja taiteltiin kaavan päälle.<br />
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Tassujen kohdalla taiteilin mahapuolen valkoiset villat päällimmäisiksi, muualla oranssit.<br />
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Hännän pyörittelin erillisestä huopatukosta ja kiinnitin peffaan paikoilleen.<br />
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Vähän pitkä, mutta ajattelin pätkäistä lopulliseen pituuteen myöhemmin.<br />
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Ja pitihän tiikerin raidat saada. Kun saumaukset pysyivät aloillaan, lisäsin tummanharmaasta esihuovasta leikattuja raitoja ja rapsuttelin ne paikoilleen.<br />
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Sitten vain tarmokasta huovutusta. Kun tiikeri alkoi kutistua oikeaan kokoonsa, leikkasin reiän ja kiskoin kaavan pois eläimen sisältä.<br />
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Tyhjänä Tikru oli vähän ressukka, mutta alkoi jo saada muotoa. Korvat ompelin tässä vaiheessa mytyiksi pään sivuille.<br />
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Vielä vähän huovutusta, sitten kuivatus ja vanhan tyynyn sisuksista Tikrulle täytteet. Ompelin täyttöaukon kiinni ja jatkoin viimeistelyä märkähuovuttamalla, neulalla tökkimällä ja ompelemalla silmät ja varpaat.<br />
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Sen sijaan häntää en hennonnut enää leikata. Ei toista saa sillä lailla satuttaa.<br />
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Siinä se nyt murisee, lutunen.Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com1tag:blogger.com,1999:blog-8081345350993583886.post-71591578774196654332014-03-26T20:01:00.000+02:002014-03-26T20:01:24.552+02:00Chiliä ja valkosipuliaTotesin Facebookissa, että aloitan kaiken kokkaamisen nykyään silppuamalla chiliä ja valkosipulia. Vaadittiin jakamaan reseptiä - no tällaista oli pöydässä tänään. Kelpasi niin omille kuin vieraille lapsille.<br />
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<h3>
Porkkana-tomaattisosekeitto</h3>
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½ chilipalko<br />
2 valkosipulinkynttä<br />
2 sipulia<br />
loraus oliiviöljyä<br />
5-6 porkkanaa<br />
vettä <br />
5 tomaattia<br />
½ kanaliemikuutio<br />
pari tl suolaa<br />
reilu rkl aurinkokuivattua tomaattia kuutioina<br />
½ tl inkivääritahnaa (tai pätkä tuoretta) <br />
tuoretta basilikaa ja korianteria<br />
n. 1 dl turkkilaista jugurttia<br />
reilu rkl Toscana-tuorejuustoa<br />
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Silppua chili ja valkosipuli. Pyöräytä kattilan pohjalla öljyssä. Lisää kuutioitu sipuli ja porkkanat. Hämmennä jonkin aikaa ja lisää vettä niin että porkkanat juuri ja juuri peittyvät.<br />
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Kalttaa tomaatit ja leikkaa reiluiksi paloiksi. Lisää keiton joukkoon kiehumaan. Lisää liemikuutio ja suola. Anna kiehua kunnes porkkanat ovat pehmeitä.<br />
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Lisää aurinkokuivattu tomaatti, inkivääritahna ja yrtit. Soseuta soppa. Lisää joukkoon jugurtti ja tuorejuusto ja kiehauta.<br /><br />
<br />Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-37987514577530957342014-02-22T22:01:00.005+02:002014-02-22T22:01:43.227+02:00Kamalia naamojaHalloweenista on jo jonkinmoinen tovi, mutta tässä muistoksi muutamia hirmuisia naamoja lasten juhlista. <br />
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Piñatat olivat tällä kertaa vähän hurjempia. Ilmapallon päälle liisteröitiin sanomalehtisuikaleita ja somistettiin irtopäiksi.<br />
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Päät ripustettiin riviin ja hakattiin mäsäksi pesäpallomailalla... Yhdessä oli saaliina suolaa, yhdessä multaa ja yhdessä karkkiaarre.<br />
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Karkkien lisäksi herkuteltiin muffineilla, joiden koristelussa poikaporukka innostui...<br />
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<a href="http://viiriainen.blogspot.fi/2013/10/kauheaa-ja-viela-kauheampaa.html" target="_blank">Koristeet</a> olivat niin hirmuisia että nukkumaan mennessä niitä piti jo vähän kerätä pois, jotta Nukkumatti uskalsi tulla.Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0tag:blogger.com,1999:blog-8081345350993583886.post-28893107679004382832014-02-07T22:32:00.001+02:002014-02-07T22:32:19.136+02:00ArkileivontaaPitkästä aikaa on ollut ihan tavallisina päivinä energiaa leipomiseen.<br />
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Avattu kookosmaitopurkki päätyi muffineihin.<br />
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<b>Kookosmaitomuffinit</b> <br />
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100g margariinia</div>
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reilu 2 dl sokeria</div>
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4 dl jauhoja</div>
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1 tl vaniljasokeria</div>
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2 tl leivinjauhetta</div>
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1 lime</div>
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1,5-2 dl kookosmaitoa</div>
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Vaahdota margariini ja sokeri. Sekoita jauhot, vaniljasokeri ja leivinjauhe keskenään. Purista limen mehu ja raasta kuori. Sekoita mehu ja kuoriraaste kookosmaitoon.<br /><br />Lisää voi-sokerivaahtoon vuorotellen kookosmaitoa ja jauhoseosta. Lusikoi taikina muffinivuokiin (12 kpl) ja paista vajaassa 200 asteessa noin 25 minuuttia.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtCAEmTh9Yxde6MqEVcYcNcVOuiBowA39C9_8aIPmEAjzsEkDoGK2fm1KtAsKjb9fW839BqMHlrjIZ1vMV7X5ETG7eHe8RU-Q2JH8ndkBfiCybJR2yc2JreeqzAgyeTHpNHxTC2zGRcfd4/s1600/kookosmuffinit1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtCAEmTh9Yxde6MqEVcYcNcVOuiBowA39C9_8aIPmEAjzsEkDoGK2fm1KtAsKjb9fW839BqMHlrjIZ1vMV7X5ETG7eHe8RU-Q2JH8ndkBfiCybJR2yc2JreeqzAgyeTHpNHxTC2zGRcfd4/s1600/kookosmuffinit1.jpg" height="240" width="320" /></a></div>
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<b>Huomioita reseptistä:</b></div>
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- Ihanan pehmeitä muffineja, kookos ja lime maistuvat kivasti</div>
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- Munaton ja oikealla rasvalla toteutettuna maidoton</div>
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- Taikina ei kohoa kovin paljon, vuoat voi täyttää aika täyteen.</div>
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Tämä toinen resepti ei kyllä synny yhdessä arkipäivässä, vaan tarvitaan kaksi. Työkaverin blogista on ollut jo pitkään tarkoitus kokeilla <a href="http://mlax.blogspot.fi/2013/11/det-dar-brodrecpetet.html?m=1" target="_blank">yli-yön patonkiohjetta</a>.</div>
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Olipa hankala olla vaivaamatta taikinaa! Sinne jääneet jauhopaakut kuitenkin ilmeisesti sulivat jossain vaiheessa, koska ei niitä lopputuotteessa näkynyt. Hyviä ja kuohkeita patonkeja. Tosin suolaa laitan ensi kerralla vielä reilumman teelusikallisen.<br /> </div>
Viiriäinenhttp://www.blogger.com/profile/01940213742440937761noreply@blogger.com0