tag:blogger.com,1999:blog-35742359843379539922024-03-13T19:13:44.010+02:00Silhouette-OpasMarjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-3574235984337953992.post-7681819312856720502018-01-26T13:51:00.000+02:002018-01-26T06:51:34.356+02:00Kopiointi ja skaalausTyttären housuissa on reikä. Halusin paikata sen käyttämällä silityskuvioita ja toisaalta niin, ettei se näyttäisi ihan paikatulta. Tyttären toiveesta kuvioksi valikoitui perhonen. Päätin tehdä perhosesta kaksivärisen ja yhden perhosen sijaan laittaa lahkeeseen useamman perhosen.<br />
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<tr><td class="tr-caption" style="text-align: center;">Kuvio ostettu Silhouette Design Storesta.</td></tr>
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Ajattelin, että kolme eri kokoista perhosta olisi hyvä määrä. Kuvion ollessa valittuna ilmestyy yläpalkkiin lisää vaihtoehtoja.<br />
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Tuplausnapilla <img alt="" src="data:image/png;base64,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" /> saadaan kopioitua valittu kuvio nopeasti. Ja kahteen kertaan klikkaamalla saadaan suoraan kuviosta pari kopiota. Kaikki ovat nyt identtisiä. Haluan niistä kuitenkin hieman eri kokoisia, ja alkuperäinenkin oli aivan liian iso tarpeisiini. Seuraavaksi siirretään kuviot pois toistensa päältä.<br />
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Nyt valitaan koot. Suurin saisi olla kooltaan korkeintaan 2 tuumaa leveä. Tässä vaiheessa vapautin yhden perhosparin ryhmityksen, jotta pääsen muokkaamaan yksittäisen kuvion kokoa. Vaihtoehtona olisi toki kulmasta vetää kuvio haluttuun kokoon, mutta käytetään tällä kertaa skaalausta <img alt="" src="data:image/png;base64,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" /> . <br />
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Skaalausvalikosta voiaan valita skaalaus tietyllä prosenttiluvulla, mutta myös tiettyyn kokoon. W = leveys ja H = korkeus. <u>MUISTA PAINAA LUKKOA</u>, jotta kuva skaalautuu suhteessa, eikä muuta vain toiseen suuntaan kokoa. Tässä vaiheessa muutin myös toisen kuvion viivojen väriä leikkaamista varten, vaikkei se olekaan ihan välttämätöntä. Auttaa itseäni muistamaan, että oli tarkoitus tehdä kahdella eri värillä. Toistetaan sama kaikille kuvioille. <br />
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Ja sitten vaan leikkaamaan. Leikkuuta ennen toki kannattaa miettiä miten kuviot kannattaa asetella, nyt ne on vain roiskaistu alustalle... Tällä kertaa itselläni leikattavana symmetrinen kuvio, joten ei tarvitse muistaa peilata.<br />
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<tr><td class="tr-caption" style="text-align: center;">Ja valmis tuotos</td></tr>
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<br />Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-2932410586271520372017-11-23T11:40:00.000+02:002017-11-23T11:40:56.280+02:00Silhouette Studion laajempien osien vertailuMitä eroa on Silhouette Studion eri versioilla? Kannattaako lisäominaisuuksista maksaa?<br />
Itselläni tuli leikkurin kanssa Designer Edition (DE), joten en tiedä mitä olisin kaipaillut, jos minulla olisi ollut vain se perusversio. Huomasin vasta nyt tätä listausta tehdessäni, että esimerkiksi jo aiemmin esittelemäni <a href="http://silhouetteopas.blogspot.fi/2017/10/jaljentaminen-varin-mukaan.html" target="_blank">värin mukaan jäljentäminen</a> on DE-ominaisuus.<br />
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Taulukoin eri laajennusten ominaisuudet. <br />
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<i>Onko teillä laajennuksia käytössä? Onko käytössä oleva sinulle riittävä vai kaipaatko jotain lisää?</i>Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-80062186541877714702017-11-05T18:10:00.001+02:002017-11-08T16:35:26.829+02:00Ohuen tekstin vahvistaminen leikattavaksiOsa teksteistä on niin ohkaisia, ettei niiden leikkaaminen ole mitenkään mahdollista sellaisenaan.<br />
Esimerkiksi "Edwardian Script ITC" on hyvä esimerkki.<br />
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Tekstiä voidaan muokata marginaalityökalulla (Offset). Marginaalitykalu löytyy oikeasta laidasta keskeltä, tähden mallinen kuvio.<br />
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Tekstille tehdään uusi "ulkolaita", valitsemalla ensin teksti aktiiviseksi ja sen jälkeen klikkaamalla Offset. Marginaalit näyttä tässä vaiheessa oudoilta ympyröiltä tekstin ulkopuolella.<br />
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Tässä vaiheessa voidaan marginaalin etäisyydeksi määritellä 0,000. Tämän jälkeen lähdetään muuttamaan etäisyyttä pikku hiljaa nuolilla ylöspäin, kunnes näyttää hyvältä.<br />
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Itse laitoin tähän tällä kertaa 0,020, mutta joskus voi vähempikin riittää. Sen jälkeen klikataan "Apply". Kuvio näyttää nyt tältä<br />
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Ja tekstit näyttävät tältä, kun ne siirretään erilleen. Kirjaimet ovat nätisti yhdistyneet, eikä niitä tarvitse erikseen yhdistää (Weld)<br />
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Taas kerran pitää muistaa, että teksti on muokkausten jälkeen kuva. Tässäkin on esimerkiksi J erikseen, eikä siirtämällä siirry kuin palasia koko tekstistä. Niinpä tulee muistaa jälleen ryhmitellä (Group), mikäli haluaa tekstin pysyvän kasassa.<br />
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Ä:n pilkkujen kanssa saa jälleen olla tarkkana, vaikka ne ei olekaan yksittäisiä palluroita. Onnistuin ensin hukkaamaan toiset ja nyt en saanutkaan niitä ihan täydellisesti paikalleen. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-24898425521320977162017-11-05T12:38:00.000+02:002017-11-05T12:38:04.899+02:00Tekstin leikkaaminenSain Facebookin kautta kyselyn, miten Silhouetella saa tehtyä ja leikattua esimerkiksi Hyvää Joulua -tekstin. Näin joulun lähestyessä, aihe onkin ihan ajankohtainen ja tarpeellinen.<br />
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Silhouette Studiossa valitaan ensin vasemman laidan palkista teksti-työkalu.<br />
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<tr><td class="tr-caption" style="text-align: center;">vasemman laidan palkin tekstityökalu</td></tr>
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Valinnan jälkeen klikataan valkoiselle työalueelle ja tämän jälkeen voidaan kirjoittaa haluttu teksti. Teksti voi tässä vaiheessa olla millä tahansa fontilla. Itselläni tuli automaattisesti Arialin Unicodella.<br />
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Tässä vaiheessa avataan tekstityökalu oikean laidan työkalupalkista.<br />
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<tr><td class="tr-caption" style="text-align: center;">Tekstityökaluvalikko</td></tr>
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Nyt aktivoidaan kirjoitettu teksti kaksoisklikkaamalla sitä. Tämän jälkeen painetaan näppäimistöstä CTRL + A -yhdistelmää samanaikaisesti, jolloin saadaan koko teksti valittua.<br />
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Tekstin ollessa aktiivinen, voidaan tekstivalikosta valita haluttu fontti ja sen näkee suoraan tekstin muutoksena. Itse päädyin valitsemaan "Brush Script MT":n, jossa ei ole juurikaan kapeita kohtia.<br />
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Kirjaimet ovat kuitenkin irrallaan toisistaan, joten tässä kohtaa niille kannattaa tehdä yhdistäminen. Yhdistämisen saa tehtyä aktivoimalla tekstin klikkaamalla ja tämän jälkeen hiiren oikealla klikkauksella saadaan valikko auki. Sieltä valitaan suunnilleen puolessa välissä oleva "Weld". Tämän jälkeen tekstin osat ovat irrallaan toisistaan, joten suositteleen ryhmäyttämään ne. Valitaan kaikki tekstin palaset ja klikataan oikealla ja sieltä valitaan "Group". Nyt pysyvät osat taas kasassa, mikäli halutaan muuttaa tekstin kokoa tai liikuttaa tekstiä toiseen paikkaan. Tässä kohtaa tulee toki huomata, ettei kyseessä ole enää teksti, vaan sitä käsitellään kuvana. Toisin sanoen siis tekstivalikon vaihtoehdot eivät ole enää käytettävissä.<br />
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Teksti on suoraan valmista leikattavaksi eli tässä vaiheessa voidaan valita ylälaidsasta "SEND" eli lähetä. <br />
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Leikkausasetuksissa menin tälläkin kertaa oletuksilla, koska ne toimii itselläni yleensä hyvin. Jostain syystä ohjelma kysyi multa peilaamisesta, vaikka valintana oli vinyyli. <br />
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<tr><td class="tr-caption" style="text-align: center;">Leikkausasetukset</td></tr>
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Valmis lopputulos näyttää tältä. Pientä säätöä tuli vielä ä:n pisteiden kanssa, jotka ei meinanneet pysyä paikallaan.<br />
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Seuraava ohjeistus tulee käsittelemään sitä, mitä voi tehdä fontille, joka on aivan liian kapea leikattavaksi. Tällaisia fontteja ovat esimerkiksi useimmat kaunokirjoitukset, jotka olisivat täydellisiä korttiaskarteluissa. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-60567259096980103532017-10-26T18:04:00.000+03:002017-10-26T18:04:07.172+03:00Jäljentäminen värin mukaanUudessa Studio versiossa jäljentämisen (trace) voi tehdä uutena ominaisuutena värin mukaan. Työn alla pojan kaverille t-paitaan silityskalvoilla kuvio.<br />
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Jäljentämisvalikko löytyy oikeasta palkista, neljäs ylhäältä (Open the Trace Panel).<br />
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<tr><td class="tr-caption" style="text-align: center;">Jäljentämisvalikkoon pääsee tätä kuvaketta klikkaamalla</td></tr>
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Jäljentämisvalikossa on kolme eri vaihtoehtoa. Ensimmäisenä ihan perinteinen jäljentäminen, toisena värin mukaan ja kolmantena magneetti. Tällä kertaa siis tutustutaan tähän värin mukaan jäljentämiseen.<br />
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<tr><td class="tr-caption" style="text-align: center;">Jäljentämisessä on kolme vaihtoehtoista tapaa</td></tr>
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Pipetistä (eli keskimmäisestä) klikattua, aukeaa värin mukaan jäljentämisen valikko. Tässä vaiheessa klikataan "Trace by Color" eli "jäljennä värin mukaan". Klikkauksen jälkeen hiirestä tulee pipetti, jolla klikataan sitä väriä, jota halutaan jäljentää. Tässä omassa työssäni se on valkoinen.kuva. Klikkauksen jälkeen valkoinen muuttuu keltaiseksi. <br />
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<tr><td class="tr-caption" style="text-align: center;">Pipetin klikkauksen jälkeen samanväriset muuttuvat keltaiseksi</td></tr>
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Tässä vaiheessa jäljentämisvalikoista voidaan valita miten jäljentäminen halutaan tehdä. Kuvat on mun mielestä aika havainnolliset. Muut valinnat tehtyä, klikataan jäljennä eli trace. Itselläni muut valinnat ulkoreunat (outline) ja kaikki alueet (all areas). Mikäli valitsee single area eli yksittäisen alueen, voi valita vaikka yksittäisen kirjaimen. <br />
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<tr><td class="tr-caption" style="text-align: center;">Värin mukaan jäljentämisen valikko</td></tr>
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Lopputulos näyttää tältä ja se onkin nyt valmis leikattavaksi.<br />
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<tr><td class="tr-caption" style="text-align: center;">Jäljennetty kuva valmiina leikattavaksi</td></tr>
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<br />Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-27825055931191344412017-10-12T18:43:00.002+03:002017-10-12T18:43:36.465+03:00Muistitko peilata?Viimeksi kirjoitin niistä leikkausasetuksista uudessa versiossa. Juttu <a href="http://silhouetteopas.blogspot.fi/2017/09/leikkausasetukset.html" target="_blank">täällä</a> . Silloin laitoin, etten löytänyt sitä silityskalvoille tärkeää peilaamista.<br />
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Nyt tein uudelleen silityskalvoilla ja tällä kertaa sain leikkausasetuksissa lähettämisen jälkeen seuraavan kuvan:<br />
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<tr><td class="tr-caption" style="text-align: center;">Muistitko peilata?</td></tr>
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Ohjelma siis kysyy (tai ainakin pitäisi kysyä), peilataanko kuvio vai lähetetäänkö sellaisenaan. Mikäli haluat, että kuvio peilataan, valitaan "Send mirrored". "Send as-is" lähettää kuvan sellaisenaan.Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com2tag:blogger.com,1999:blog-3574235984337953992.post-26254842152110893982017-09-20T21:29:00.001+03:002017-09-20T21:29:17.311+03:00LeikkausasetuksetPäivitystahti on vähän hiipunut, koska tämä syksyn aloitus on täynnä töitä ja opintojen loppuun saattamista. Toivon mukaan pahinta kiirettä on enää kuukauden verran ja sen jälkeen helpottaisi.<br />
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Ajattelin kuitenkin tällä kerralla näyttää miltä näyttää version 4.1. leikkausasetukset. Leikkausasetuksiin pääsee ylälaidasta "Send" kohdasta, josta siis lähetetään työ leikattavaksi. Muut vaihtoehdot samassa valikossa ovat se työstämisnäkymä, Silhouetten Designstore ja kirjasto.<br />
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Uudessa versioissa on useampia tapoja valita leikattava juttu. Ensimmäisenä vaihtoehtona on yksinkertainen (simple), eli suunnilleen leikkaa kaiken mitä on tarjolla. Toisena vaihtoehtona viiva (line), josta saa valittua minkä väriset viivat leikataan. Kolmantena täyte (fill), josta saisi valittua tietyllä värillä täytetyt kuviot ja viimeisenä on kerrokset (layer)<br />
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Valkkasin tällä kertaa yksinkertaisen, ja tällä kertaa mulla oli tarjolla vain yhdelle terälle/kynälle töitä. Valikko tuo tarjolle mielestäni aiempaa paremmin materiaalivaihtoehdot ja "action" kohdasta voi valita piirretäänkö vai leikataanko. Curiolla on siinä vaihtoehtona vielä kohokuviointi (emboss) ja pistekuviointi (stipple).<u><span style="color: red;"></span></u><br />
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<span style="color: red;"> <span style="color: black;">Sen jälkeen, kun "action" kohdasta on valittu haluttu toiminto, tulee "Tool" kohtaan käytössä olevat vaihtoehdot. Materiaalin ja toiminnon ollessa kohdillaan tulee näkyviin oletusasetukset. "Speed" säätää nopeuden kuten aiemminkin, "Force" sen miten lujaa painaa, "Passes" sen montako kertaa leikataan. Paineesta sen verran, että mitä paksumpaa materiaalia käsitellään, sitä isompi luku pitää "force" kohtaan valita. Kolmesta pisteestä painamalla saa lisää asetuksia, ja näkee esim. montako alustaa Curiossa pitää olla. </span></span><br />
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<span style="color: red;"><span style="color: black;">Taas jäin jotain kaipaamaan - nimittäin sitä silityskalvojen kanssa tarvittavaa peilaamista varten ollutta "mirror"-nappulaa. Oletteko löytäneet leikkausasetuksesta siihen jonkun vastaavan?</span></span><span style="color: red;"><span style="color: black;"></span></span><br />
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<span style="color: red;"><span style="color: black;"> </span></span><u><span style="color: red;"> </span></u>Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-14269755946957826542017-09-10T19:43:00.000+03:002017-09-10T19:43:06.899+03:00Asetuksia versiossa 4.1.Mulla on nyt ollut Silhouette Studion uusin versio muutaman viikon koneella, mutta kovin montaa kertaa en sitä ole vielä ehtinyt käyttää. Ensi vaikutelma oli harmaus, eikä se siitä juurikaan ole muuttunut. Käynnistyksen jälkeen latausikkunassa vielä kauniita kukkasia, mutta sen jälkeen ohjelma näyttää niin tylsän harmaalle, että vähän jopa ahdistaa.<br />
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<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://3.bp.blogspot.com/-KGJgt_CVp-s/WbVqSq5rIlI/AAAAAAAAAhQ/yU2QQQwOqpAvj6T4TrJRjElz-f2GWKyngCLcBGAs/s1600/Asetukset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="239" data-original-width="379" height="200" src="https://3.bp.blogspot.com/-KGJgt_CVp-s/WbVqSq5rIlI/AAAAAAAAAhQ/yU2QQQwOqpAvj6T4TrJRjElz-f2GWKyngCLcBGAs/s320/Asetukset.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ohjelman asetukset löytyvät oikasta alakulmasta</td></tr>
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Ohjelman oikeasta alakulmasta löysin asetusikkunan. Ja hetken jo iloitsin, josko sieltä löytyis apua ankeuteen. Mitä vielä...<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-NdGBSbWiyxo/WbVqTdpft0I/AAAAAAAAAhY/ZSQ6_aXOQIs_M69W9Am0KVCCIcKM7w6QwCLcBGAs/s1600/displayikkuna.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="555" data-original-width="604" height="294" src="https://4.bp.blogspot.com/-NdGBSbWiyxo/WbVqTdpft0I/AAAAAAAAAhY/ZSQ6_aXOQIs_M69W9Am0KVCCIcKM7w6QwCLcBGAs/s320/displayikkuna.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Näyttöasetukset, josta löytyy esimerkiksi teemavaihtoehdot</td></tr>
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Display eli näyttöikkunasta löytyi kyllä teeman asetukset (current theme), mutta vaihtoehdot ovat valkoinen, harmaa ja tumma. Ankea, vielä ankeampi ja ankeaakin ankeampi. Sieltä niitä voi kuitenkin vaihtaa, jos itseä miellyttää vähän vaaleampi tai tummempi sävy.<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-5CItf7jqemk/WbVqTs56VHI/AAAAAAAAAhc/jl5RQlCmeXwfe5Kz_DVAXJ_lDbctC-g7wCLcBGAs/s1600/generalasetukset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="553" data-original-width="601" height="294" src="https://4.bp.blogspot.com/-5CItf7jqemk/WbVqTs56VHI/AAAAAAAAAhc/jl5RQlCmeXwfe5Kz_DVAXJ_lDbctC-g7wCLcBGAs/s320/generalasetukset.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Yleisasetukset</td></tr>
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Samaisista asetuksista löytyy myös yleinen (general) valikko. Kyseisessä valikossa saa valittua esimerkiksi oletustallennuskansion (default save location). Mulla tallentaa oletuksena kovalevylle, mutta yhtälailla voisi tallentaa kirjastoon. Mittayksikkönä mulla on tuumat (inches), mutta nekin saisi valittua tässä valikossa sentteihin, jos on helpompi käyttää niitä. Itse olen käyttänyt tuumia, koska matossa on merkittynä tuumat.<br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-4-7PAkeWdyw/WbVqSrbJGkI/AAAAAAAAAhM/KYBxmAD2LSUolUvFUwhs-vRNzoknwkXmQCLcBGAs/s1600/defaultasetukset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="558" data-original-width="602" height="296" src="https://2.bp.blogspot.com/-4-7PAkeWdyw/WbVqSrbJGkI/AAAAAAAAAhM/KYBxmAD2LSUolUvFUwhs-vRNzoknwkXmQCLcBGAs/s320/defaultasetukset.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Oletusasetuksia</td></tr>
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Seuraavassa ikkunassa on oletusasetuksia lisää. Siellä saa muun muassa valittua sen, onko uusi sivu pysty- vai vaakasuuntainen. Samaten saa rekisteröintimerkitkin näkyviin oletuksena.<br />
Tuontiasetukset (import) hyppään nyt täysin yli.<br />
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-OIq4f0-Mb5c/WbVqTlvzWlI/AAAAAAAAAhg/B-RDD4C4CscWkbg--RJCbVbZZJzeuTtYwCLcBGAs/s1600/tools%2Basetukset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="556" data-original-width="600" height="296" src="https://3.bp.blogspot.com/-OIq4f0-Mb5c/WbVqTlvzWlI/AAAAAAAAAhg/B-RDD4C4CscWkbg--RJCbVbZZJzeuTtYwCLcBGAs/s320/tools%2Basetukset.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Työkaluvalikko</td></tr>
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Työkaluasetuksissa (tools) pääsee valitsemaan mitä tapahtuu eri työkalujen käytön jälkeen. oletuksena on aika lailla aina, että kyseinen työkalu jää aina päälle uudelleen käytettäväksi. Sen saisi myös vaihdettua valintatyökaluksi.<br />
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-bQB9nb_hk34/WbVqUPI6YYI/AAAAAAAAAhk/EX2-qyxGRuwk2t5tet0jZU5apNcBsaUIgCLcBGAs/s1600/updateasetukset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="556" data-original-width="599" height="297" src="https://3.bp.blogspot.com/-bQB9nb_hk34/WbVqUPI6YYI/AAAAAAAAAhk/EX2-qyxGRuwk2t5tet0jZU5apNcBsaUIgCLcBGAs/s320/updateasetukset.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ohjelman päivitysten haun määrittely</td></tr>
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Toka vikana on vielä päivitysasetukset (updates). Mulla on valintana, ettei ohjelma etsi automaattisesti päivityksiä, mutta kyseiseen kohtaan voi myös valita päivitysten tarkistuksen viikottaiseksi tai jopa päivittäiseksi. <br />
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-a3PfJ7nC95E/WbVqSqVotPI/AAAAAAAAAhU/DJF3v-PpyboIbTKg6l_eKMi8u8gTOh9tgCLcBGAs/s1600/advancedasetukset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="554" data-original-width="603" height="293" src="https://1.bp.blogspot.com/-a3PfJ7nC95E/WbVqSqVotPI/AAAAAAAAAhU/DJF3v-PpyboIbTKg6l_eKMi8u8gTOh9tgCLcBGAs/s320/advancedasetukset.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Viimeinen asetusvalikoista</td></tr>
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Viimeisessä ikkunassa saa sitten palauteltua asetuksia oletuksiin. Esimerkiksi "restore factory defaults" palauttaa ohjelman tehdasasetukset. <br />
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Tässä pika katsaus ohjelman yleisiin asetuksiin, ensi kerralla sitten työkaluja :)Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-10904347129825607602017-08-25T18:05:00.000+03:002017-08-25T18:05:29.630+03:00Studion päivitys versioon 4.1.Noniin, nyt on viimeinkin aika tarttua härkää sarvista ja päivittää Studio uudempaan versioon. Jenkkisivustoilla ainakin sanotaan, että 4.1. on nyt ihan toimiva versio.<br />
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Ensimmäisenä avasin Studion ja kävin tarkistamassa löytyykö päivitykset sitä kautta. (Help - Check for Updates). Sain ilmoituksen, ettei päivityksiä ole saatavilla.<br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-Cupl5wVSTSE/WaA3SzcLvZI/AAAAAAAAAgo/D5i0YZVUaK0oIw7vZhuAj4U5NB0ZAXCDwCLcBGAs/s1600/Ei%2Bp%25C3%25A4ivityst%25C3%25A4%2Bsaatavilla.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="400" data-original-width="585" height="272" src="https://2.bp.blogspot.com/-Cupl5wVSTSE/WaA3SzcLvZI/AAAAAAAAAgo/D5i0YZVUaK0oIw7vZhuAj4U5NB0ZAXCDwCLcBGAs/s400/Ei%2Bp%25C3%25A4ivityst%25C3%25A4%2Bsaatavilla.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tällainen ilmoitus tuli Studiossa eli päivitysversio pitää hakea suoraan nettisivuilta</td></tr>
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Tässä vaiheessa suljin Studion ja avasin Silhouette American nettisivun. <a href="https://www.silhouetteamerica.com/software" target="_blank">Tästä linkistä</a> pääsee suoraan sivulle, josta saa ladattua uuden version.<br />
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Seuraavana sivulta valitaan onko MAC vai Windows-käyttäjä. HUOM!!! Klikkaa Current version -kohdasta, ei beta-versio. Tallenna tiedosto.<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-hpdwmkkjoCA/WaA3S7eb-GI/AAAAAAAAAgg/EdMkOdYO-e44wujhNuEf65vEZvVZp7W1ACLcBGAs/s1600/Silhouetteamerican%2Bsivu.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="473" data-original-width="1056" height="178" src="https://4.bp.blogspot.com/-hpdwmkkjoCA/WaA3S7eb-GI/AAAAAAAAAgg/EdMkOdYO-e44wujhNuEf65vEZvVZp7W1ACLcBGAs/s400/Silhouetteamerican%2Bsivu.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Silhouette American sivustolla olevat päivitysvaihtoehdot</td></tr>
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Klikkaa kyseistä Studion tiedostoa (tiedoston nimi silhouette-studio_v4.1.197.exe) ladatuissa tiedostoissa. Klikkaus tuo asennusikkunan.<br />
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<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://1.bp.blogspot.com/-mcLENd1Z1ak/WaA3S96RFdI/AAAAAAAAAgk/C8CEYfzOOa0n0SarDbZYMl1VO7XjQtgeACLcBGAs/s1600/Asennusikkuna.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="390" data-original-width="500" height="311" src="https://1.bp.blogspot.com/-mcLENd1Z1ak/WaA3S96RFdI/AAAAAAAAAgk/C8CEYfzOOa0n0SarDbZYMl1VO7XjQtgeACLcBGAs/s400/Asennusikkuna.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Asennuksen aloitusikkuna</td></tr>
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Valitse Install ja sen jälkeen hyväksyt mitä ehdotellaan. Lopuksi tulee vielä ilmoitus, että asennus on valmis.<br />
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-6TcmZhlnqyE/WaA62O8fvHI/AAAAAAAAAg4/EUzTmyl5DMIYleLI8Uh4gMTgX2bcOP33ACLcBGAs/s1600/Asennus%2Bvalmis.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="389" data-original-width="495" height="313" src="https://3.bp.blogspot.com/-6TcmZhlnqyE/WaA62O8fvHI/AAAAAAAAAg4/EUzTmyl5DMIYleLI8Uh4gMTgX2bcOP33ACLcBGAs/s400/Asennus%2Bvalmis.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Asennus valmis!</td></tr>
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Ekaa kertaa avattaessa uusi Studio, tulee ikkuna jossa kysellään päivityksistä. Itse vaihdoin oletuksena olleen ruksin toiseen kohtaan eli en anna ohjelman latailla päivityksiä automaattisesti.<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-rYp1R_tUfrA/WaA62FdGIUI/AAAAAAAAAg8/mNjc-bDUDYwm3CQ_XU4eaEtDj9aUtw_lACLcBGAs/s1600/p%25C3%25A4ivitykset.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="292" data-original-width="567" height="205" src="https://4.bp.blogspot.com/-rYp1R_tUfrA/WaA62FdGIUI/AAAAAAAAAg8/mNjc-bDUDYwm3CQ_XU4eaEtDj9aUtw_lACLcBGAs/s400/p%25C3%25A4ivitykset.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Valitse haluatko päivitysten latauksen automaattisesti vaiko et</td></tr>
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Seuraavaksi kysytään haluaako Silhouetten saavan automaattisesti tietoja mitä käyttäjä tekee. Tämän luvataan olevan anonyymia ja parantavan ohjelmaa tulevaisuudessa. Ruksin voi joko jättää paikoilleen tai sitten päättää, ettei tietoa saa kerätä. Tästä ikkunasta ottamani kuva ei sitten tallentunutkaan, mutta jättämällä ruksin paikoilleen Silhouette kerää tietoa.<br />
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Ja tältä se uusi versio sitten näyttää!<br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-tmIJhcNjJso/WaA62Mf4PZI/AAAAAAAAAg0/yNNHfsz6hiAztm2n84_H9qVi38qzxtALACLcBGAs/s1600/uusi%2Bversio.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="729" data-original-width="1358" height="213" src="https://2.bp.blogspot.com/-tmIJhcNjJso/WaA62Mf4PZI/AAAAAAAAAg0/yNNHfsz6hiAztm2n84_H9qVi38qzxtALACLcBGAs/s400/uusi%2Bversio.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Versio 4.1. näyttää tältä</td></tr>
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Mielenkiinnolla testailemaan saanko leikattua mitään :) Jatkossa siis luvassa uuden version läpikäyntiä.Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-78404346789663094242017-08-20T14:18:00.000+03:002017-08-20T14:18:43.254+03:00Varmuuskopiointi - miten ja miksiMulla on Studio päivittämättä edelleen uudempaan versioon. Olen odottanut, että keväällä julkaistusta versiosta saadaan kaikki isoimmat ongelmat poistettua. Päivittäminen voisi kuitenkin tulla kohta jo kyseeseen, joten oma kirjasto olisi syytä varmuuskopioida. Olisi ikävä huomata, että osa ostetuista/saaduista/itse tehdyistä kuvioista olisi kadonnut taivaan tuuliin. Tai ainakin jonnekin bittiavaruuteen. <br />
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Studion 3.7 versiossa on jo kirjastolla pilvipalvelu, mutta mulla ei ainakaan kaikki kuviot ole syystä tai toisesta siellä pilvessä. Ja toisaalta, ehkä ne pilvestä huolimatta on hyvä olla jossain muuallakin tallessa.<br />
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<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://1.bp.blogspot.com/-8zCkB5XCmW8/WZfEjURUaOI/AAAAAAAAAgM/Ix7QmvswGEIqHWyll2urRaA7v7CYVUscwCLcBGAs/s1600/kirjastovalikko.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="556" data-original-width="517" height="320" src="https://1.bp.blogspot.com/-8zCkB5XCmW8/WZfEjURUaOI/AAAAAAAAAgM/Ix7QmvswGEIqHWyll2urRaA7v7CYVUscwCLcBGAs/s320/kirjastovalikko.JPG" width="297" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">kirjastovalikko</td></tr>
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Kuvasta näkee, että mulla on suurin osa siellä pilvessä (pilven kuva, jonka perässä sähköpostiosoite). Tarkoittaa käytännössä sitä, että niihin pääsee käsiksi myös toiselta koneelta suoraan, mikäli käyttää Studiota useammalta koneelta. Myös paikallisella käyttäjällä (local user) näyttää olevan jonkin verran kuvioita. Näitähän ei toiselta koneelta edes sitten näy.<br />
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Varmuuskopiointi tehdään niin, että klikataan nyt kirjastosta "local user" -tekstiä hiiren oikealla ja valitaan avautuvasta valikosta "Export 'Local User'... ". Tämän jälkeen valitaan koneelta kohde, johon varmuuskopio luodaan. Itselläni on ulkoinen kovalevy, jonne tiedostot tallensin.<br />
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Tämän jälkeen voidaan vielä toistaa varmuuskopiointi niille pilvessä oleville klikkaamalla oikealla pilven kuvaa (jonka perässä on oma sähköpostiosoite). Tälle jälkimmäiselle ehdotetaan samaa tiedostonimeä kuin ensimmäiselläkin varmuuskopiolla on, joten nimi tulee muuttaa tai edes lisätä perään jokin merkki.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-j1LveJFMnWE/WZfEjQk4mRI/AAAAAAAAAgQ/J-ebtzERPIA2PBQJFvDfLsPx1u0EMgIJwCLcBGAs/s1600/varmuuskopioidut%2Btiedostot.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="102" data-original-width="610" height="66" src="https://1.bp.blogspot.com/-j1LveJFMnWE/WZfEjQk4mRI/AAAAAAAAAgQ/J-ebtzERPIA2PBQJFvDfLsPx1u0EMgIJwCLcBGAs/s400/varmuuskopioidut%2Btiedostot.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Varmuuskopiotiedostot </td></tr>
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Kuviot palautetaan "Import library" -komennolla, mutta sitä ei toivottavasti tarvitse käyttää päivityksen jälkeen. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-10430248685511562212017-08-13T20:17:00.003+03:002017-08-13T20:17:48.941+03:00Kuvion marginaali - kuinka tehdä kalvoilla useamman värin kuvioTunnustan tässä heti aluksi, että olen tehnyt todella vähän silityskalvoilla. Lähinnä olen tehnyt vaatteisiin koko merkintöjä ja heijastinkuvioita pipoihin. Poikani tilasi kuitenkin Tubeconia varten itselleen ja muutamalle kaverilleen paidat oman kanavansa logolla. Logossa on kaksi väriä, joten pääsin ensimmäistä kertaa kokeilemaan kaksivärisen kuvion tekemistä.<br />
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<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://1.bp.blogspot.com/-Az2bqhrWz8g/WZB9ZFyjCCI/AAAAAAAAAe4/iLw5-mN7E5AYpovbSqFY6iTxo0zrNONbgCEwYBhgL/s1600/ydinplasmalogo%2Bpy%25C3%25B6re%25C3%25A4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1585" height="200" src="https://1.bp.blogspot.com/-Az2bqhrWz8g/WZB9ZFyjCCI/AAAAAAAAAe4/iLw5-mN7E5AYpovbSqFY6iTxo0zrNONbgCEwYBhgL/s200/ydinplasmalogo%2Bpy%25C3%25B6re%25C3%25A4.png" width="197" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alkuperäinen logo</td></tr>
</tbody></table>
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Leikkausviivojen teko oli oma haasteensa - tällaisesta eri sävyjä sisältävästä kuvasta ei ihan suorilta saa kuviota tehtyä. Nyt kiersin ongelman sillä, että värjättiin PaintShopissa (jossa alkuperäinen logo oli tehty) YP -teksti mustaksi ja tein erikseen ympyrän.<br />
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Kalvon leikkaukseen käytin jälleen ihan silityskalvojen eli "heat transfer vinyl" -oletusasetuksia, teränsyvyys oli 1 ja muuten oli oletusasetuksissa. Toimi täydellisesti. Ekalla leikkauksella siis ihan puhtaasti leikkasin viivoja pitkin sekä sinisen että valkoisen osan. Lopputuloksesta ei tullut täydellinen. Sinisen silityksen jälkeen valkoinen osa ei ollutkaan enää sopivan kokoinen.<br />
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<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://4.bp.blogspot.com/-363ntkYJayU/WZCGJEw25DI/AAAAAAAAAfQ/qBJG3W4Q6kUWsqoST-kMt0le2XAPK-h1gCLcBGAs/s1600/20170813_193951.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="784" data-original-width="698" height="320" src="https://4.bp.blogspot.com/-363ntkYJayU/WZCGJEw25DI/AAAAAAAAAfQ/qBJG3W4Q6kUWsqoST-kMt0le2XAPK-h1gCLcBGAs/s320/20170813_193951.png" width="284" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Valkoisen ja sinisen väliin jää rako, mikäli leikkaa kuviot saman suuruisena</td></tr>
</tbody></table>
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Tämän vuoksi teinkin testi kappaleen pipoon, enkä suoraan siihen paitaan. Tämän jälkeen tutustuin Studion Offset-työkaluun eli marginaalien tekemiseen. Marginaalit saa tehtyä leikkausviivojen ulko- tai sisäpuolelle. Marginaalien teosta on varmasti hyötyä useissa eri asioissa, kun tarvitsee vähän alkuperäistä isomman tai pienemmän kuvion.<br />
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Seuraavaksi hajoitin logon osiin (ungroup) ja käytin offset työkalua YP -kuvioon. Offset-työkalu löytyy alapalkista <img alt="" src="data:image/png;base64,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" /><br />
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Kokeilin kumpaakin vaihtoehtoa. Ulkopuolelle tehtävä marginaali olisi varmasti ollut muuten hyvä, mutta alakulma muuttui. <br />
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Sisäpuolelle (internal offset) tehtynä säilyi muoto oikeana. Sekä sisä- että ulkopuolelle tehtynä marginaalin etäisyyttä voidaan säätää distance-kohdasta.<br />
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<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://3.bp.blogspot.com/-eZltiKaptG0/WZCHdWu_XLI/AAAAAAAAAfc/67meZUNzzJ4zJvGUDRiOboiCJ9-xJw1EQCLcBGAs/s1600/Marginaalit%2Bulkopuolella%2Bpy%25C3%25B6re%25C3%25A4.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="257" data-original-width="235" src="https://3.bp.blogspot.com/-eZltiKaptG0/WZCHdWu_XLI/AAAAAAAAAfc/67meZUNzzJ4zJvGUDRiOboiCJ9-xJw1EQCLcBGAs/s1600/Marginaalit%2Bulkopuolella%2Bpy%25C3%25B6re%25C3%25A4.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Marginaali ulkopuolella pyöreällä kulmalla</td></tr>
</tbody></table>
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<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://1.bp.blogspot.com/-9PNauxFxr4I/WZCHfeTt48I/AAAAAAAAAfg/uhdc61eEIcIDXuBgpgmVrHnSR5V1rXpbQCLcBGAs/s1600/Marginaalit%2Bulkopuolella%2Bter%25C3%25A4v%25C3%25A4.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="248" data-original-width="225" src="https://1.bp.blogspot.com/-9PNauxFxr4I/WZCHfeTt48I/AAAAAAAAAfg/uhdc61eEIcIDXuBgpgmVrHnSR5V1rXpbQCLcBGAs/s1600/Marginaalit%2Bulkopuolella%2Bter%25C3%25A4v%25C3%25A4.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Marginaali ulkopuolella terävällä kulmalla</td></tr>
</tbody></table>
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<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://2.bp.blogspot.com/-qnbS0HvBN0g/WZCHmLO4wTI/AAAAAAAAAfk/xkjOE6ci9yUbpd2jQr67DkiXI4_hDuTWACLcBGAs/s1600/marginaali%2Bsis%25C3%25A4puolella.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="246" data-original-width="238" src="https://2.bp.blogspot.com/-qnbS0HvBN0g/WZCHmLO4wTI/AAAAAAAAAfk/xkjOE6ci9yUbpd2jQr67DkiXI4_hDuTWACLcBGAs/s1600/marginaali%2Bsis%25C3%25A4puolella.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Marginaali sisäpuolella</td></tr>
</tbody></table>
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Tämän säädön jälkeen leikkasin erikseen sinisen vähän alkuperäistä pienemmällä YP-kuviolla ja valkoisen YP:n alkuperäisenä. Näin silityskalvot menevät vähän päällekkäin ja lopputulos on paljon parempi.<br />
<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://2.bp.blogspot.com/-_oydY7AYxWQ/WZCIIg_QZRI/AAAAAAAAAfs/YWvMOAqAd40nvxDqRrtv-ezpQTasiioEwCLcBGAs/s1600/20170813_200619.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1003" data-original-width="782" height="320" src="https://2.bp.blogspot.com/-_oydY7AYxWQ/WZCIIg_QZRI/AAAAAAAAAfs/YWvMOAqAd40nvxDqRrtv-ezpQTasiioEwCLcBGAs/s320/20170813_200619.jpg" width="249" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Marginaalien käytön jälkeen ei kalvojen väliin jää enää rakoa</td></tr>
</tbody></table>
<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://1.bp.blogspot.com/-nT36EdX2TEI/WZCIXhs23nI/AAAAAAAAAfw/xDWyybAw9WswsEJJOKArTWRJtDRBAk34QCLcBGAs/s1600/20170813_200915.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="898" data-original-width="1471" height="195" src="https://1.bp.blogspot.com/-nT36EdX2TEI/WZCIXhs23nI/AAAAAAAAAfw/xDWyybAw9WswsEJJOKArTWRJtDRBAk34QCLcBGAs/s320/20170813_200915.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ydinplasma Tubeconissa omalla logolla varustetussa paidassa</td></tr>
</tbody></table>
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Paidan selkäänkin tein vielä tekstin, mutta se oli yksinkertainen<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-f4k3bSsOpxM/WZCJWWBa0bI/AAAAAAAAAf8/OsM0wfbobPoJKzB2yCyRX1lojqLJD-SoQCLcBGAs/s1600/IMG-20170810-WA0016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://3.bp.blogspot.com/-f4k3bSsOpxM/WZCJWWBa0bI/AAAAAAAAAf8/OsM0wfbobPoJKzB2yCyRX1lojqLJD-SoQCLcBGAs/s320/IMG-20170810-WA0016.jpg" width="320" /></a></div>
Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-84096669528713189162017-08-02T19:30:00.001+03:002017-08-02T19:30:35.338+03:00lasin etsausLasin etsaus on ollut mun ja miehen yksi lemppari asioista. Aika paljon on tullut tehtyä lahjaksi ystäville ja kokemuksen karttuessa on huomannut, että onnistumiseen vaikuttaa ensi sijaisesti se lasi. Ihan kaikki lasit ei vaan toimi. Jos meinaa tehdä isompia satseja niin suosittelen tekemään testin yhteen kappaleeseen ennen muiden hankintaa.<br />
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Tänään ajattelin yllärinä tehdä etsauksen lasivuokaan, joka on äidiltäni lainassa. Vuoka on meidän metsän keskeltä olevalta mökiltä, joten aiheeksi sopii erityisen hyvin ajankohtaiset mustikat.Tälläkin kerralla homma aloitettiin Googlesta eli etsin sieltä mustikoista kuvan.<br />
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<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://3.bp.blogspot.com/-VkfBttWFoDE/WYH3tXnQQaI/AAAAAAAAAeI/QkVBkFm5HGcZWhCWNqDf1qLv3qizsNrLwCLcBGAs/s1600/mustikka.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="177" data-original-width="208" height="272" src="https://3.bp.blogspot.com/-VkfBttWFoDE/WYH3tXnQQaI/AAAAAAAAAeI/QkVBkFm5HGcZWhCWNqDf1qLv3qizsNrLwCLcBGAs/s320/mustikka.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kuva mustikasta Studioon kopioituna</td></tr>
</tbody></table>
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Seuraavana kuva pitää saada leikattavaan muotoon eli tehdään jäljentäminen. Jäljentämisestä löytyy perusohje <a href="http://silhouetteopas.blogspot.fi/2017/06/kuvan-hakeminen-googlesta-ja.html" target="_blank">täältä</a>. Ekana valitaan haluttu alue ja sen jälkeen lähdetään kokeilemaan miten saadaan jäljennettyä kuvasta halutunlainen.<br />
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Itse käytin tällä kertaa ihan perus "trace" -valintaa. Tämän jälkeen suurensin kuvaa niin, että kaikki pikku osat näkyvät hyvin. Varsien sisällä oli pientä silppua, jotka kaikki halusin sieltä pois. Valitaan kuva, klikataan oikealla ja valitaan "release compound path", joka irroittaa osat toisistaan. Tämän jälkeen voi poistaa haluamansa palat valitsemalla ja esimerkiksi delete-nappia painamalla. Sen jälkeen, kun kuvasta on poistettu kaikki ylimääräinen, valitaan kuvan kaikki osat, klikataan oikealla ja valitaan "make compound path". Tämän jälkeen kuvaa käsitellään taas yhtenä. <br />
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<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://1.bp.blogspot.com/-DxmigvTpf08/WYH3s-kMl_I/AAAAAAAAAeE/xqTykVJDz4cvlGXHAMI4QQjz6oJIXpzmQCEwYBhgL/s1600/j%25C3%25A4ljennetty%2Bmustikka.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="412" data-original-width="350" height="320" src="https://1.bp.blogspot.com/-DxmigvTpf08/WYH3s-kMl_I/AAAAAAAAAeE/xqTykVJDz4cvlGXHAMI4QQjz6oJIXpzmQCEwYBhgL/s320/j%25C3%25A4ljennetty%2Bmustikka.JPG" width="271" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alkuperäinen kuva ja jäljennetty&suurennettu kuva</td></tr>
</tbody></table>
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Seuraavana muutin kuvan haluttuun kokoon. Päätin, että teen vuoan pohjaan kaksi kuvaa. Kuvasta saa tuplattua ihan perinteisesti toki CTRL+C ja TRL+V -yhdistelmillä. Tein kuitenkin suoraan peilatun kuvan "Replicate"-valikosta valitsemalla "mirror right" eli peilaamalla kuvan oikealle puolelle.<br />
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<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://2.bp.blogspot.com/-yI4t3SiHq_4/WYH3s9KswiI/AAAAAAAAAd8/hEZaVtEDv58D8EI6RrfElPRdwAkwFygFwCEwYBhgL/s1600/kuvan%2Btuplaus.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="433" data-original-width="873" height="197" src="https://2.bp.blogspot.com/-yI4t3SiHq_4/WYH3s9KswiI/AAAAAAAAAd8/hEZaVtEDv58D8EI6RrfElPRdwAkwFygFwCEwYBhgL/s400/kuvan%2Btuplaus.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kuvion tuplaus määritellysti</td></tr>
</tbody></table>
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Tämän jälkeen ollaankin valmiita leikkaamaan maski eli se pohja, jonka avulla saadaan etsattua halutut alueet. <br />
<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://2.bp.blogspot.com/-YW-cBIJRmgU/WYH8Cx6w3pI/AAAAAAAAAec/uZ9lwduoTUEcifWrjd-1QQ-UPxHFHu7jgCLcBGAs/s1600/20170802_190122.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://2.bp.blogspot.com/-YW-cBIJRmgU/WYH8Cx6w3pI/AAAAAAAAAec/uZ9lwduoTUEcifWrjd-1QQ-UPxHFHu7jgCLcBGAs/s400/20170802_190122.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Leikkuualusta ladattuna Curioon</td></tr>
</tbody></table>
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<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://2.bp.blogspot.com/-ivh3nXbbIVk/WYH8C3B6H9I/AAAAAAAAAeY/Urvr2H28HD8dFyaWqIA7e37W1MZ97vNzgCLcBGAs/s1600/20170802_191220.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://2.bp.blogspot.com/-ivh3nXbbIVk/WYH8C3B6H9I/AAAAAAAAAeY/Urvr2H28HD8dFyaWqIA7e37W1MZ97vNzgCLcBGAs/s400/20170802_191220.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Malli kiinnitettynä lasivuokaan</td></tr>
</tbody></table>
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<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://3.bp.blogspot.com/-Hp8Fqi8pGd0/WYH8C1EbKSI/AAAAAAAAAeU/klr7_6W8FbIiK5gE1iEzIA7jyDGLoMXiwCLcBGAs/s1600/20170802_191744.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://3.bp.blogspot.com/-Hp8Fqi8pGd0/WYH8C1EbKSI/AAAAAAAAAeU/klr7_6W8FbIiK5gE1iEzIA7jyDGLoMXiwCLcBGAs/s400/20170802_191744.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Etsausaineet levitettynä</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
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Noniin ja aina ei mee niin kuin Strömssöössä. Aloitin tämän kirjoituksen siihen, että aina ei lasiin tartu etsaus - voin päättää tämän kirjoituksen samoihin sanoihin.<br />
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<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://2.bp.blogspot.com/--0Am9US70_8/WYH92Rg5WpI/AAAAAAAAAek/dLZ0m25eXR8nJmCF0rtrmiArAwTK48YewCLcBGAs/s1600/20170802_192553.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://2.bp.blogspot.com/--0Am9US70_8/WYH92Rg5WpI/AAAAAAAAAek/dLZ0m25eXR8nJmCF0rtrmiArAwTK48YewCLcBGAs/s400/20170802_192553.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Etsauksen jälkeen - tähän Pyrexiin ei tarttunut etsaus</td></tr>
</tbody></table>
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Vuokaan jäi niin hailukka jälki etsauksesta, että sen havaitsee vain, jos siitä on tietoinen. Ja silloinkin vain tietystä kulmasta. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com1tag:blogger.com,1999:blog-3574235984337953992.post-85719700125721825202017-07-25T20:03:00.000+03:002017-07-25T20:03:16.265+03:00Kuvion koon muuttaminenStudiossa on muutamia eri vaihtoehtoja kuvion koon muuttamiseen. Helpoin tapa yleensä on klikata kuviota ja kulmasta vetää halutun kokoiseksi.<br />
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<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://1.bp.blogspot.com/-SA1UEyp8Wq4/WXYm1oN0HwI/AAAAAAAAAdU/jWgLiLK5JHowILFNMJTbd2dwbV3QgVIAwCLcBGAs/s1600/kuva%2Bkulmasta%2Bpienennys.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="190" data-original-width="114" height="320" src="https://1.bp.blogspot.com/-SA1UEyp8Wq4/WXYm1oN0HwI/AAAAAAAAAdU/jWgLiLK5JHowILFNMJTbd2dwbV3QgVIAwCLcBGAs/s320/kuva%2Bkulmasta%2Bpienennys.JPG" width="192" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mistä tahansa kulmasta kiinni ottamalla saa koon muutettua helposti</td></tr>
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<a href="https://1.bp.blogspot.com/-SA1UEyp8Wq4/WXYm1oN0HwI/AAAAAAAAAdU/jWgLiLK5JHowILFNMJTbd2dwbV3QgVIAwCLcBGAs/s1600/kuva%2Bkulmasta%2Bpienennys.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
Vaihtoehtoisesti koon voi muuttaa skaalaus-työkalun avulla.<img alt="" src="data:image/png;base64,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" /><br />
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<tr><td class="tr-caption" style="text-align: center;">Skaalaustyökalun käytössä on 3 vaihtoehtoa</td></tr>
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Skaalaus-työkalun käyttämisessäkin on vaihtoehtoja.<br />
1. Kuvan voi muuttaa valmiiksi annetuilla prosenteilla 50 / 33 / 200 tai 300 %:ksi alkuperäisestä<br />
2. Prosentin voi muuttaa haluamakseen syöttämällä sen Custom-kohdan prosenttilaatikkoon. (tai siirtämällä liukuvalikosta viivan)<br />
3. Kuvalle voidaan määritellä haluttu korkeus tai leveys, jonka mukaan kuvio säätyy. Ruksi "Lock Aspect" -kohdassa muuttaa toisen mitan suhteessa alkuperäiseen.<br />
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Alkuperäinen jäätelötötterö-kuvio on ryhmitelty kasaan, joten koko muutos tapahtuu kaikkiin sen osiin. Mikäli kuviosta haluttaisiin kasvattaa esimerkiksi vain tötterön kokoa, pitäisi ryhmä ensin hajoittaa valitsemalla "ungroup". Tämän jälkeen voidaakin käyttää edellä mainittuja koon muuttamisvaihtoehtoja pelkästään tötteröön klikkaamalla tötteröä. Muutoksen voi tehdä edellä mainituilla tavoilla. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-18910838838531776202017-07-19T20:52:00.000+03:002017-07-19T20:52:38.369+03:00Strassit<div class="separator" style="clear: both; text-align: center;">
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Tyttö sai kaverin lapseta pieneksi jääneitä vaatteita. Joukossa oli muutama vaate, jotka suorastaan huusivat saada jotain uutta. Yhteen mekkoon päätin laittaa strasseja. Mun valikoimissa ei valitettavasti ole vielä kuin kirkkaita, punaisia ja mustia strasseja, joten niiden pohjalta sitten lähdin suunnittelemaan kuviota. Ehkä jollain asteella päädyin tylsään ratkaisuun - sydämeen, mutta se oli myös 5-vuotiaan toive.<br />
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Tässä ohjeet strassikuvioiden tekoon. Homma aloitetaan valitsemalla kuvio, mulla oli ennestään itse tehty sydän. Muunsin sen ensimmäiseksi sopivan kokoiseksi ihan vain valitsemalla kuvion ja vetämällä hiirellä haluttuun kokoon.<br />
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Seuraavaksi mennään strassityökaluun (Open the Rhinestone window). <img alt="" src="data:image/png;base64,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" /><br />
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Kuvion ollessa valittuna, valitaan mitenru strassit halutaan (reunoille, riviin tai säteittäin). Itse valitsin tällä kerralla reunat. Lisäksi valitaan käytettävien strassien koko - mulla 10ss. "Spacing" säätää strassien välisen etäisyyden, eli sillä voi säätää vähän sitä, montako strassa kaiken kaikkiaan menee.<br />
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Piirtämässäni sydämessä meni viivoja päällekkäin ja sen vuoksi myös strassiympyröitä on osittain päällekkäin. Päällekkäin olevat ympyrät saa poistettua painamalla strassityökalusta vapauta strassit (release rhinestones) ja sen jälkeen klikkaamalla ja poistamalla haluttu strassi. Toisistaan vapautetut strassit saa palautettua yhteen esimerkiksi ryhmittämällä (Group).<br />
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HUOMATTAVAA!<br />
Sen jälkeen, kun kuvio on muutettu strassityökalulla ympyröitä sisältäväksi kuvioksi, ei kuvan kokoa saa muuttaa enää venyttämällä.<br />
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Nyt, kun asetukset on valmiina, ollaan valmiita leikkaamaan. Strassipohja on sellaista samettisen tuntuista, jossa on tarrapohja. Asetellaan se leikkuualustalle ja sen jälkeen valitaan leikkausasetuksista materiaalin tyypiksi "Rheinstone Template Material". Mulla ainakin oletusasetukset ovat toimineet hyvin. Sen jälkeen ladataan matto leikkuriin ja eikun menoksi.<br />
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Leikkuun jälkeen sametti saattaa näyttää siltä, ettei sinne ole tullut kaikkia reikiä. Todennäköisesti reiät kuitenkin on kohdillaan. Irroitetaan taustalta se tarran suojakalvo ja poistetaan paikalleen jääneet reiät ennen kuin liimataan pahville.<br />
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<tr><td class="tr-caption" style="text-align: center;">Pohjasta poistettu leikatut reiät ja liimattu pahville</td></tr>
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Strassit saa ihan näppärästi paikalleen kippaamalla niitä leikatun alustan päälle ja käyttämällä erityistä työkalua ja Silhouetten "pick-me-up"-välinettä. <br />
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<tr><td class="tr-caption" style="text-align: center;">Strassit paikoilleen </td></tr>
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Sen jälkeen, kun strassit ovat alustalla oikein päin ja ylimääräiset strassit poistettu, liimataan päälle erityinen strassikalvo, joka kestää silittämistä (normaali siirtokalvohan ei ole silittämistä varten). Musta alustahan on käytettävissä uudelleen ja uudelleen eli samaa kuviota voi hyödyntää niin monesti kuin haluaa.<br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-VXXOXsV9-Yg/WW4msuD9UTI/AAAAAAAAAcs/kSaVGyLvyFEYi6Vh1LBioH6S_LUDgyHsQCEwYBhgL/s1600/Siirtokalvolla.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1404" data-original-width="1600" height="350" src="https://2.bp.blogspot.com/-VXXOXsV9-Yg/WW4msuD9UTI/AAAAAAAAAcs/kSaVGyLvyFEYi6Vh1LBioH6S_LUDgyHsQCEwYBhgL/s400/Siirtokalvolla.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Strassit silitettävän siirtokalvon alla</td></tr>
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Tämän jälkeen kuvio on valmis silitettäväksi. Painetaan kuvio haluttuun kohtaan ja silitetään kankaan läpi 45-60 sekuntia (villa lämpötila). Mikäli kuvio ei vielä jää vaatteeseen, jatketaan vielä painamista. Kun siirtokalvo irtoaa kokonaan, poistetaan se ja jatketaan kankaan läpi silittämistä vielä hetki päältä ja nurjalta puolelta.<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-fXwX3TiaFpY/WW4msmQrCgI/AAAAAAAAAcw/cuod6bgOF3M5OWUk61M78oe1g2AeB2_3ACEwYBhgL/s1600/Silitettyn%25C3%25A4%2B2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1504" data-original-width="1600" height="375" src="https://4.bp.blogspot.com/-fXwX3TiaFpY/WW4msmQrCgI/AAAAAAAAAcw/cuod6bgOF3M5OWUk61M78oe1g2AeB2_3ACEwYBhgL/s400/Silitettyn%25C3%25A4%2B2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Strassit paikalleen silitettynä</td></tr>
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Valmiina keräämään pisteet - tytön nähtyä tämä mekko sain halauksen ja lisäksi maininnan olevani paras äiti ikinä 💓<br />
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<i>Käyttökokemukset Silhouetten strasseista ovat todella hyvät. Tätä mekkoa on pidetty ja pesty (ja kuivausrummussakin on tainnut käydä) aika monesti jo, ja edelleen kaikki strassit paikoillaan.</i>Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com1tag:blogger.com,1999:blog-3574235984337953992.post-86158205656790348172017-07-16T17:41:00.002+03:002017-07-16T17:41:53.085+03:00Fonttien hakuSilloin tällöin eteen tulee tilanteita, ettei Studion fonteista löydy sopivaa fonttia. Ilmaisia fontteja voi hakea esimerkiksi <a href="http://www.dafont.com/" target="_blank">Dafontista</a>. Fontin lataaminen koneelle on todella yksinkertaista. Mennään sivustolle, josta saa ilmaisia fontteja. Dafontissa hakukenttä löytyy oikeasta yläkulmasta, jonne voi kirjoittaa haluamansa hakusanan. Laitoin tällä kertaa hakusanaksi "Disney".<br />
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<tr><td style="text-align: center;"><img alt="" height="109" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hakukenttä oikeassa yläkulmassa</td></tr>
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Painetaan "search" ja tämän jälkeen tulee listaus ko. hakusanalla löytyvistä fonteista. Valkataan sopivin painamalla "download" kyseisen fontin kohdalla.<br />
<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;"><img alt="" height="200" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">lataus "download"-napilla</td></tr>
</tbody></table>
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Tämän jälkeen valitse "tallenna tiedosto" ja ok. Ladatuista tiedostoista löytyy nyt kyseinen tiedosto. Klikkaa se auki. Seuraavaksi tulee valita "asenna"<br />
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<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;"><img alt="" height="165" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Valitse tästä asenna</td></tr>
</tbody></table>
<br />
Asennettu fontti tulee Studioon seuraavalla kerralla avattaessa ohjelma. Jos ohjelma oli auki fontin latauksen aikana, sulje se ja käynnistä uudelleen.<br />
<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;"><img alt="" height="268" 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j3SPV/gjPAp5v6rD/dfHetXAuCMOObvSrDckeU4igGA4YBigDBAMUAYoBggDFAMEMb/Ae4KUiiggv7HAAAAAElFTkSuQmCC" 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<tr><td class="tr-caption" style="text-align: center;">Sieltä se Walter löytyi :)</td></tr>
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<i>Toiveita juttujen aiheista saa jättää mielellään kommentteihin, listaa aiheista toki on itselläkin, mutta järjestystä en ole lyönyt lukkoon. </i><br />
Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-80216917563712862712017-07-05T20:37:00.003+03:002017-07-05T20:37:46.854+03:00RyhmittelyOstetut kuviot on yleensä ryhmitelty niin, että sitä voi liikuttaa yhtenä kokonaisuutena Studiossa. Ryhmittelyn erottaa siitä, että kuvion ympärillä menee laatikko.<br />
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" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ryhmitelty kuvio</td></tr>
</tbody></table>
<br />
<br />
Ryhmittelyn saa purettua klikkaamalla hiiren oikealla ja valitsemalla sieltä "Ungroup". Kuva näyttää sen jälkeen tältä<br />
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<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;"><img alt="" height="324" 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" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ryhmittely purettu</td></tr>
</tbody></table>
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Ryhmittelyn purkamisen jäkleen kuvioita saa liikutettua vapaasti toista riippumatta. Nyt vielä esimerkiksi silmät ja suu on yhtenä ryhmänä. Sen voi purkaa samalla lailla valitsemalla "ungroup" hiiren oikealla. Toisin sanoen siis saman kuvion sisällä voi olla useita ryhmittelyitä. Ryhmittelyn vapautuksen jälkeen voidaan kuvasta poistaa ylimääräiset kuviot ja leikata tai muutoin hyödyntää tarvittavia kuvioita. <br />
Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-80319501548583475752017-06-28T18:00:00.000+03:002017-06-28T18:00:06.704+03:00Viikon ilmainen kuvioToivon mukaan jokainen, joka Silhouetten leikkureita käyttää on löytänyt vähintäänkin <a href="https://www.silhouettedesignstore.com/">Silhouette Design Store</a>n. Vaikka ei haluaisi käyttää rahaa kuvioiden ostamiseen, kannattaa sinne perustaa tili. Joka tiistai julkaistaan ilmainen kuvio, jonka saa omaan käyttöön seuraavasti:<br />
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Etu sivulta valitaan ylälaidasta "Free Designs" tai keskemmältä "Free Design of the week". Klikataan tuotteen kohdalla "add to cart", jonka jälkeen voikin sitten mennä suoraan ostoskärryn kuvasta kassalle.<br />
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width="640" /><br />
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Valitaan "Chekout". Tässä vaiheessa saattaa vielä tulla pyyntö laittaa salasana. Tämän jälkeen avataan Silhouette Studio. Juuri "ostetun" kuvion löytää nyt kirjastosta - tämän viikon kuvio tuli "patterns" -kansioon. <br />
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HUOM! Ilmaiset kuviot ovat yleensä vain henkilökohtaiseen käyttöön, eikä niitä saa käyttää kaupallisiin tarkoituksiin.<br />
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Silhouette Design Store ei suinkaan ole ainoa paikka, joka tarjoaa ilmaisia kuvioita. Muita paikkoja ovat esim:<br />
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<a href="http://www.silhouetteschoolblog.com/search/label/Free%20Studio%20Files">Silhouette School</a> -Blogi - ilmainen kuvio joka perjantai.<br />
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<a href="https://scoutandrodesign.com/collections/freebies">Scout and Ro Design</a><br />
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<i><b>Mitä muita sivustoja käytätte, joista saa ilmaisia kuvioita?</b></i>Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-7580933582036371712017-06-21T18:00:00.000+03:002017-06-21T18:00:04.599+03:00Ruudukko ja mittaToisinaan on haasteellista saada asioita suoraan. Itselläni ainakin silmät harittavat sen verran, että mikä silmämääräisesti näyttää hyvältä, ei välttämättä sitä ole. Studiossa on näppäriä työkaluja asioiden saamiseksi suoraan. Nämä työkalut löytyvät "Grid" -valikoista.<br />
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<img alt="" 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" /><br />
<br />
Viivoittimet saa näkyviin klikkaamalla "Ruler" tekstiä. Sen alapuolella oleva "Crosshairs" taas tuo näkyviin hiirestä reunoille (pystyyn ja vaakaan) menevät suorat viivat.<br />
<br />
Pohjalle saa myös ruudukon täppäämällä "Show Grid": Ruudukon voi valita meneväksi suoraan tai vinottain.<br />
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<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;"><img alt="" height="328" 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" 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<tr><td class="tr-caption" style="text-align: center;">Ruudukko suoraan</td></tr>
</tbody></table>
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<tr><td style="text-align: center;"><img alt="" height="270" 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" style="margin-left: auto; margin-right: auto;" width="354" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ruudukko vinottain</td></tr>
</tbody></table>
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"Snap to Grid" tarkoittaa sitä, että, kun kappale on valittuna ja sitä haluaa siirtää nuolinäppäimillä. Mikäli tätä "Snap to Grid" valintaa ei ole tehty, siirtyy kappale hyvin pieniä siirtoja kerrallaan, kun taas valinnan ollessa päällä, siirtyy kappale reilummin.Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-6298276524132081082017-06-16T18:52:00.001+03:002017-06-16T18:52:43.517+03:00Kuvan hakeminen Googlesta ja muuttaminen leikattavaan muotoonGooglesta tuntuu saavan avun melkein mihin vain. Aika usein sieltä tulee etsittyä kuvia, joita voi hyödyntää askarteluissaan. Toki pitää muistaa sitten tekijänoikeudet eli myyntiin tuleviin ei pidä missään tapauksessa suin päin hakea kuvia Googlesta.<br />
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Tein taannoin syntymäpäiväonnittelukortin, johon hain balleriinan kuvan Googlesta. Kun sopiva kuva on löytynyt, klikataan oikealla tallenna nimellä ja tallennetaan tiedosto haluttuun paikkaan. Mun käyttämä kuva näytti siinä vaiheessa tältä:<br />
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<a href="https://4.bp.blogspot.com/-3FkFvaY0ruA/WThFAgr-p7I/AAAAAAAAAbs/YQtsYq4PKak-12yPyo7iZUsKPnezuMjWQCLcB/s1600/ballerina%2Bsilhuetti.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="286" data-original-width="176" src="https://4.bp.blogspot.com/-3FkFvaY0ruA/WThFAgr-p7I/AAAAAAAAAbs/YQtsYq4PKak-12yPyo7iZUsKPnezuMjWQCLcB/s1600/ballerina%2Bsilhuetti.png" /></a></div>
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Tätähän ei vielä voi suoraan leikata, mutta tämä kuva on todella helppo muuttaa leikattavaan muotoon. Tällaiset mustat kuvat on tosiaan helpoimmat. Ensimmäisenä tiedosto avataan Studioon.<br />
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<img alt="" 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" /><br />
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Seuraavaksi avataan leikkausviivojen tekemiseen jäljittämisikkuna (Open The Trace Window) <br />
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<img alt="" src="data:image/png;base64,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" /><br />
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Jäljennettävän alueen valinta aloitetaan klikkaamalla alla olevaa kuvaketta;<br />
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<img alt="" src="data:image/png;base64,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" /><br />
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Nyt voidaan vetää hiirellä haluttu alue.<br />
<br />
<img alt="" src="data:image/png;base64,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" /><br />
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Tällä kertaa halusin kuvan ulkoreuniin leikkausviivat, joten valitsin sitä varten <br />
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<img alt="" src="data:image/png;base64,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" /><br />
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Lopputuloksena kuvan ympärillä on punaiset leikkausviivat.<br />
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<img alt="" 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" /><br />
Nyt alkuperäisen mustan kuvan voi halutessaan siirtää tuolta alta pois.<br />
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<a href="https://2.bp.blogspot.com/-o3chzBNQ6VY/WThL9sZtFUI/AAAAAAAAAcE/LhaLFf6UMJUUHBbYDyUXF_849ScgVP6VACEw/s1600/20170607_215311.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1150" height="320" src="https://2.bp.blogspot.com/-o3chzBNQ6VY/WThL9sZtFUI/AAAAAAAAAcE/LhaLFf6UMJUUHBbYDyUXF_849ScgVP6VACEw/s320/20170607_215311.jpg" width="229" /></a></div>
<br />Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-68985724609848807972017-06-11T07:47:00.000+03:002017-06-11T07:47:01.176+03:00Työkalupalkit osa 6Noniin, sitten onkin jo viimeisen työkalupalkin vuoro. Vuorossa on ihan alalaidassa oleva palkki, jonka olemassa olon melkein jo unohdin. Tämä kertonee siitä, etten itse juurikaan käytä alapalkin nappuloita.<br />
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<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;"><img alt="" height="37" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">alapalkki</td></tr>
</tbody></table>
<br />
<br />
<img alt="" src="data:image/png;base64,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" /> Ryhmittele valitut muodot.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAcCAIAAAASrSP9AAABM0lEQVRIie2WsW7DMAxE83v9UI+aioxaOXLocOOtHG/kqA62VcdOYSVAgLYooe2MR+vEk31pr6nL2/vHK9blFS/7zz3hhhISpMjcS7lI1F465xpjAifQGKmvSqlLlfEEVwUsiCvot1WBgijPcRGqjCt43CyVV7AyEHqY21qTBGBpIxnDGHMbAJJ6G2MYtW0zyjVqAgtYQZJmBoAkSQPLLG1sGefGBBbEkVvBo92j3FA6o4Lz2G19UGYFu0Un3H5uWJ/OXNos54bw1VAA0s1snM9ZBbFOmJm5+3HjACKGuT0XcyJIurvu5eIBbmRSyU2Oc7Vbi5RdAqBB7q6g1e5DFijNMfHB+d2WxzbWZu7zcrPqd2L9APe7u8ZDk++lUW6/G+NwXejetflnvhc/mPub/ktaa5+VMMpk2vcgkgAAAABJRU5ErkJggg==" /> Ryhmittelyn vapautus valituista muodoista eli irroittaa muodot ryhmittelystä.<br />
<br />
<img alt="" src="data:image/png;base64,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" /> Valitse kaikki. <br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAkCAIAAAD6hKY9AAABA0lEQVRIie3WoY6EMBAG4H0tHuFWrsQieYS1lZXIsZWjNiOxI0ecGFk7srKSE3cCym32IDS5Tfjzh4SQfJlMK7hMdXI53brux+OzRt9uD6f70pVoLWAXaN0WUMx2uoG1D2QpxWUtpT5QEN3rijriXz85Yvx/Li/cPE1q6bt9IE+sltRMzaKl/fOiaOOgA+qAWsAOqPt5UuNB4uIYX8zrZ27xOs8dx1HjhnlvA6JoEEXRPpAfj3AtJUfsaHTEjvg24HCIW45/1B6KAEs198keHHHpPrv566Bo46EPtG7jgYt7dh1Cyvkvbs6Zo40a1+VoBbHB3ZQNe9jm1kDf0T3/S053li9mTYfYk3vTcwAAAABJRU5ErkJggg==" /> Vapauttaa kaikki valinnat.<br />
<br />
<img alt="" src="data:image/png;base64,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" /> Valitse värin mukaan. <br />
<br />
<img alt="" src="data:image/png;base64,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" /> Tuplaus eli tekee toisen samanlaisen. <br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAeCAIAAABSe/KxAAAA1klEQVRIie2WrQ7DMAyE+3p73uFSwwMDhqaGhoYZ8NRVafM3BWxaTwVVFH+5niOrS5qt5XZ/zHpexFnWLuJb7m5mPfVm5u5topkBAKCqJZa7x54uYsbNalJKIkJEp+e1c1TVrBgAMx+P6SWmlNydiERke6lsHug1gHVdmx3rJUamzFw32Es0MyKK4JrQNnGPC9VvVYMYrThmd7rYRSzZCePDxHpkIsLMA0RVBVDChQAcv704KbJunCquVBdRVSvd3IuZM5sT5uPA7PlM/0783j+ATb9AfAJcwQHnFxT7TQAAAABJRU5ErkJggg==" /> poista.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAfCAIAAACUOVFTAAABJklEQVRIie3WLY+EMBAG4P17Z5G1lSNHYisrK7EjR10qaytHnKjEIpGVnJhAYDe5XAqIvdwbFOKhvP2Ax3JPHre7H59fF14H967x/ruvbq1VRPIxpZSzbiml6zrcBQAA4KwrIoiYUkopxRhTSsyMiLXWsy4AxDWbe8F4NzeEoD0YY7z3IQTv/c9d/6oHABiGQacupZRzds4RUaNrrSUiIgIAEdH72i8zN7rTNPVrjDEiUmuttc7zvCyLPq/F3cd7n3NWVF1mNsZs628cx0Z360Gja4OZmRkAcs4trnPOOaedMnOMUfvRWUXERldEaI2+ft/3RKSrsN3dR0XdhDe6p3rYBxGttdsxhIhd1z3Naos7TZMcU0p5PYz+zPfiHdxb/kuuzbu53xGRhYrJDej1AAAAAElFTkSuQmCC" /> Tuo eteen<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAfCAIAAAB/DupQAAABHElEQVRIie3WoW7EMAwG4Hu90cBSQ0PD0sDAwKOGQVNhaKDBQGBpHiGwA9ZVuYLTljbSNu1XQdEXy46S3LZhuQ2k394/Bn2jqv6nv0fXWkUkPSfnfAGdczbGUBNERMQLaBEhotgkhEBEtdYLaERcmjAzEV1T9YEOIQCAc85775x70fevNqSlETHGmFKy1jJzPw0AzHy/35mZmb33iKi9DiH006WU+ZFpmhCRiLz3SutinXQb51xKadu2WqvWDgAAsG/KdV37aRHRf61dG8LMOgBduIe21lprldMB7LONMRJRPy0i/MiBXpblFN1mnuex9L7fzzakDRHp3tDTioiMMfuQT9GlFHlOzvlwZv3JW+YH07/vibONffONoz8BgwTPl8jO9vwAAAAASUVORK5CYII=" /> Vie taakse<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAeCAIAAABfZYL2AAABBElEQVRIie3WLY7EMAyG4bneniMw0NDU0LAwNCdY9QqBAQMMTQMNDbug0qq7Sqc/02F9VVg9+tQG5DFN09f38/LnMbvT1d3uGdfdVVVV3f0a191TSgCAiIgIADnnd113R0RmrrWKiIiUUoiIiNaG73KHYWBmVZVFqkpEa6u3XTMDAOlVawWA7uSOa2Zt0TiORPRv7O9kRBSRbdfMYoy4CABSSt29B9z51e66bgBgZnvdPaKqppSYuftXzrs55xhjd+zJ76CqwzAAQGuti57cO5/cWusa+pZbSjns6staa8x8zG2thRDwZUQUQpDesV1158llq9do372k2/3jfuRe8olud+4H/+4sqildZqEAAAAASUVORK5CYII=" /> Yhtenäistää muodot yhdeksi.<br />
<br />
<img alt="" src="data:image/png;base64,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" /> marginaalien lisäys valittuun muotoon<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAcCAIAAAAWWPPAAAABG0lEQVRIie3WvWrEQBAD4LxenjekvHZKFSlUTqtSpUqn2LPxJRf7fiGBDAPewnxoZxfsl+mZ9TIer28fD+wz+qPy/uu2u7u7kzxYlwRg6AAkPUy3DcCrArDs4F6dpKS13t1L/Lv0JCR9Wnfp61OT1N1fdADLC9fp7ZQ81t8nPk7V9i16pqnkg6xMmemxA5Ik77qRdCDTqRZP6XXeW3RnOsh0IBUg2zN91r1Oh4yZrhacA3ubvlRXUjKlKqBFB92FHfpSvca4AdqUB12yM23Xvt5OacyE9JGmg9XtvFHPHBzsqiqg2HRGl6xs5d/RR8ZhjYkzWXTuxd/Slby3S0tntT72oc2fx7+lZ5qU7PbG2f6FL99v0p/4t/Sk+gRcBnbD48rrMQAAAABJRU5ErkJggg==" /> Siirrä toisesta muodosta ominaisuudet toiseen muotoon.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAgCAIAAACKIl8oAAABVElEQVRIie3WIW/DMBAF4P2dwsHSsAUGhgYaHjQ1PHjQNNBoMjQtNBg4ePTgQcMNpKqqat2UNGV9Mv70ZPssv30/LW9Ppz8+v3Zct/ReZV/0brSZlVL2p1NKADBN05706XTy3iOiiCBiKcV7LyIP0SISQvDe11pba1zrNI4hBABg5o10a22eZwDIObfWVCUSDc51gdSMiGqtG2lmBgBVNbOU0uRcF6jLtYtZVRFxe+taKxGZmfe+g9CnU1+kz9xRUlVCfKg1IqrK6KDPfFkdnVtvp2utiKiqI/hr+khphw25pofCfeYD5SEme/wYzxsCvs/8PpcjJcxlOdjlOm5vTUSmOjo4YHJzZpHWbBkfImqtbW+9TOAwTblyaybMiHiv7wpaRJxzKaUQgqrGGJfxuYeuoC9xzgFAjNHM/nbX0cu4//oSPUqvzYv+n37WF+cZedE3+QFunTD7KNpL2QAAAABJRU5ErkJggg==" /> Avaa kerros valikon. <br />
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<tr><td style="text-align: center;"><br /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="text-align: left;">
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Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-53253238178528175952017-06-01T19:39:00.002+03:002017-06-03T12:28:40.723+03:00Työkalupalkit osa 5Tällä kertaa käydään lyhyesti läpi vasemman työkalupalkin loput napit. <br />
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<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;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Vasenta palkkia</td></tr>
</tbody></table>
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAdCAIAAAAyxktbAAAAz0lEQVRIie3UIQ7EIBAF0F5vz1GJRGIr5wi9AmqDxCIrKkbWjkSOnBUkzabdbaEF1x8MgscPEDpplq4t/XrPFceWrtX0oW/RiOicY+YmNAAopay1NWlmTn2JCAC01kRUh44xfk+9933fI2J9WkQQ8UDPpdfT2OtKqf2uBfTPxSnWWgC4SP+rvMYYM03TFfqgckoIYRiGJrSI7N/iOX16GinjODrnyuicyiISQthcZjV6WRZjTAEdY8z8jIhIa11AM3PMCxF57wvoO3noh86nP7+ho/De32z2AAAAAElFTkSuQmCC" /> Piirrä kaari.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAcCAIAAAD5mpj+AAAA+ElEQVRIie3UoW7EMAwG4Hu9PUehoaFpYGBewTBoCgwtDBgIDDUsNPTApFO3Xrp2y0kn3f0KspqvjWP1YmZv7x82KGvq8qKfhq61IiIzD6ZjjIhYSgkhEJGIDKCXZXHOee9V9auScwaAnPO/6FIKAKSUftRFhIhCCNf3naBVlZkRsbXW+7reA7/QIjJNUw9d6865c7SZOef2r8vMvPcxxtM0M2+3raOqAHC6IWbWWtsedp15noloWz80IfsjfLMbR+mdnqhqb34O0bXWXk9KKUT0l7m+BhG992ETAOgd6CjdWou3klLqXcMj/VRf9Eh64PpG3yl3pD8Bw6EljbN9JqYAAAAASUVORK5CYII=" /> Piirrä tasasivuinen monikulmio (valittavissa 3-10 kulmaa)<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAfCAIAAAAJNFjbAAABJElEQVRIie3WIXPFIAwA4Pe3sHVDIrGRyEossrISW1m1exIbWTFRGRuJjGTiveu27t0TLUzsXi6Ci8gHx4XjUhrHZVu9vX9UzMdArV2/gL8DstyzCZClOCR9XR3SzjgIIGLOeWdA2nc/CIiIMWaaph/FUhzSr/6HgJSSUgoARL4a1gS899barutSSvWBZVmccyklrbX3vj4QQogx3hZd163rWhNgZmNMjBERx3FUSo3jWBOIMQJACMF77703xhhjmLkOICIAgIhbZZompdQ8z6UUkdPAbfvf54uItNa34tkTzPNsrQWAbb5EZBgGa621tu97Ij4FiAgzMzMRbfOVc96KxOeA55FL6ZH0de1rPXYPjKbP9ZN4AceBth+vRvGfgEZ38AlaE5zFYv1z6QAAAABJRU5ErkJggg==" /> Teksti<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAcCAIAAAAWWPPAAAABIklEQVRIie3ToY7EIBAG4H29ew4eA/tL5EgsctQFiUWuWDESi0QiOTFJQ3a7uW7bE5d00qQtoV+YP9Pb+Mu66e3r+3HitaKfdd5L/596zhkAEdVaz9RLKc45de/3OwBm7r0f1Vtr3nsAIjKve++NMaWU/XqM0VqbUpoXe+/MTETe+xDCHl1ErLWv7Wv0zKx79uitNWstgBDCos/RLyfYoxNRznmMEWMEkFJajT6EoE18oIuIc27uwxjzFL2IAPDez7lt0gHMk8DMMcbltdZKRM65ec9WPaU0R1lrBaDPOioANLTX+l231s4fE5FmnXNeHaHP9GUwWmsiQkSlFP37W2vv3K26lg61MQaAc+5pVI7qY4zee4zxXcRH9R116Zd+RP8B/dVlHZCtVHAAAAAASUVORK5CYII=" /> Pyyhekumi.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAdCAIAAADZ8fBYAAABAElEQVRIie3UoY7EIBAG4H29ewUssnLk2MpKJHae4FKJRSJOILEjK5FzghzX5LY9yrJik51gSJrvD38mvYnIx+eXDJpK3d5un5tSstamlEa6zDxNExEBwLquw1xE9N6LyLZtABBjHOBaa621+4wBrvceAOrVGLPP6HRLrcxcMxDx7pfX3Frr34x+N6W0bwAAasZDrjFGKUVEOeejWi+7zrmyT4iotV6W5QRtdZlZax1CKFU4587RVhcRiYiZ53k+f/4FtzTAzER0tFU9bnl4CEFrfbRVl91SaHutra5zzvxMO/q/G2NUSiFiznmkKyInP++H3L55dXfg+XWfMa/mfgNGUyKQyDiNgQAAAABJRU5ErkJggg==" /> Veitsi<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAeCAIAAABfZYL2AAAApklEQVRIiWP4TxvAQFtzPTdfoiJCMXfSjTdUQaPmDpy5lfsvl+4+TySq3H+ZKHO7Ljxx6ZrnM2kZkcila17XhSdEmeszaVnm+sOZ6w+nrt6PB0HUBExbRYK5EJ2V+y83Hr+NFVXuvwxR4zNpGcnmtp15gCt+ui48oYm5bWcejJpLQ3MpijfqpzOa5Aua5GNalTsUolFz6Wuu2uZbVEHo5v6nEqCtuQCJGtXAiW1yRgAAAABJRU5ErkJggg==" /> Näytä piirtoalue.<br />
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<img alt="" src="data:image/png;base64,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" /> Näytä kirjasto.<br />
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<img alt="" src="data:image/png;base64,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" /> Näytä Design Store (näyttää kyseisen nettisivun)<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAbCAIAAAALXcN4AAAAm0lEQVRIiWP4////////PTdfoiL6DwMMcNMn3XhDFTRq+mA1vXL/5dLd54lElfsv9115QazpXReeuHTNC5i2ikjk0jWv7cwDEkz3mbQsdfV+IpHPpGWkme7Rt4iGbo9ZtI34aIyYt2nU9FHTh7LpJOVVj75FJJg+6cabyv2XC7efJhKRVopRiEZNH0ymq22+RRWE3fT/VALIRgEAiNeOfWm0VR0AAAAASUVORK5CYII=" /> Single Screen - yksi ikkuna. Näyttää vain yhden näkymän kerrallaan.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAcCAIAAAAWWPPAAAAAz0lEQVRIie3TMQqDMBSAYU/Tu3gynyaidPAA5gAiHkA8gBGcSkEcFQmZdBJ8HcSlaIvyhFL8eWP4hiTPQERENJPy/lAkYyYlLhl/od+SJ8ms60jUpf+8rrWWUo7jeIreNA0AhGFYVdU0TcR627au69q27ThOFEVd1xHrfAkAPM9L07Tve3qdc84YsywrCII8z7cuikCXUhLrAOD7fpZlwzCsHj6iz6/KGIvjWCn1wd2tzz9SCFHX9Vd3t661LorirG060KXv0wnnXT+pS9/qBSpASAcrJKaWAAAAAElFTkSuQmCC" /> Täältä saa valittua näytölle samanaikaisesti näkymään sekä kirjaston että piirtoalueen. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-54736945727922331472017-05-28T16:53:00.000+03:002017-06-03T12:24:30.362+03:00Työkalupalkit osa 4Tämä ja seuraava postaus sisältää Studion vasemman laidan pystypalkin.<br />
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<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;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">pystypalkin yläosa</td></tr>
</tbody></table>
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAcCAIAAAAfs1O6AAABK0lEQVRIie3VIa/DIBAA4P29ZytrK0+exCJPIrFI1AsSi0RMILFIJPKeaNI03Va2tmbJa0jaXMIXegfH7ef3fuFg5tv8uuT5UtE5R0QxxsvEEMIwDFJKRDTGlFLOisyMiKWUUorWGhGJKIRwSjTGKKXm79aa914I8eaSn4u1VgBora2DOWetNQBIKXey/LLWROS9f5zQWgshTNNERJ+JMUYhxNM5OWdETCl9JjIzIuacN8GUEgA8xt8SrbVa600whAAAtdYjYq0VETf1YWbv/Q7aOYVLfVJKiLgoO2hHjDFKKefcKaXWyiu03ykQcRzHubLOuS7aF1NK643SRY90M+fcJqfrnXuwP25QAFjO+/GOO/++956IlrZySmTmGCMRWWvXwS+9Z/7Fw+If2rAIjfMOrDcAAAAASUVORK5CYII=" /> valinta. <br />
<br />
<img alt="" src="data:image/png;base64,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" />editointipisteet.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAiCAIAAACx0EyoAAAAxElEQVRIie3UoRLDIAwG4L7eniMSiYytRCJjkahpLA8wEVmLREZuD1C2AqUTPXK45P4vd9xleV9cy42Ax/M18JWBUVtP4F6AtZaZrwKICBFF5BLAe6+1zjnvWwOAEIJSKqVU7J4FYowAsG3bt4FTADMDwP5jxwApJQCIMf4e6wRyzkqpEMLhHj2AiGitvfeH6Z0AIhJRTXoPYIyx1lamNwNEtK5rfXob4JwrHoMxADMjYvEYjAFEpHX3NqC7JjCBCfwZ+AByoSk1Li2CKAAAAABJRU5ErkJggg==" />Piirrä viiva. <br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAZCAIAAACtotlwAAAAc0lEQVRIie3PIQrAMBBE0Vyv54jcI+wVVkbGRlb1HhEVkbErIyNbVxEoDDRQAvv18GDcdpzXpB7KLYv23hWrtYaiKSUiYiAiGtxXNISQc0bOMnMpxVBDf0KH6RxURHYg7z2K1loDkIjEGFUVQr9kqKFLoTd3MZCNKaIhrwAAAABJRU5ErkJggg==" />Piirrä suorakulmio. <br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAWCAIAAABc9GulAAAAk0lEQVQ4je3TIQ6CMQyA0f96nKm2srKydnKKVM5OTiAqd4XJShAkiCWDhgCC7NPNW5a0x+l8uX6oB3Vs9BeomdE6RCQiEXH3KNp7BwAz83VjDFUloigqIq21yGeZudYaQpm59x5BU0qqutF/QnPOOecICgDT8i1Rd0dEESnrVPU+Mz3z4vZLKfK0ae1D6Htt9IvoDZzlr4ElhcIDAAAAAElFTkSuQmCC" />Piirrä pyöristetyillä kulmilla oleva suorakulmio.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAYCAIAAABm/grVAAABAElEQVQ4je3ULXMEIQwG4Pt7/S2RkdhIJDIWiepEYlciKiKxyMjIrdjpifvY5TorTlwGCQ9DeOHy9f2znlRX6vJBD2e7+zmomYlIjDH8FRExs6r+E805IyIzt9bGGGZmZqpaStl0M3sNjTGmlHaOLCIAMMaYRZk5pfSMu9ayLIh4s/Fj1MwAYPJaiEhEjtHeOxHNiOu6btd4jI4xQgiTaM75plFPe0pErbVD0d0BYFmWKbT3DgA7YdxEIrpPyF6kVBUAmPk+NO5eawWAlNILkbouZmYAQMQY45YzIkLEEEKt9WFCpt6+u7fWSik555yziKjqTuDe4Jf6oO+Bnjg29Bf+6DOl6plbMgAAAABJRU5ErkJggg==" />Piirrä ellipsi. <br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAcCAIAAAAFj7M0AAABJElEQVQ4je3SoY7DMAwG4D3NvcsGC/sKhT80DQwMNDUsmgpNAwsGAg6EBgYG5kCkaaq6rluP3VkBVqV8SfP7VH+jTufr7fg6Hb/I31Kcc865nPMhxRhjjAEgIqWUDxVmVtVSCjMDGMfxmbWlTNPEzK3POTvnAKjqe8o8z9baxy8ppWEYACwea0tJKRFR60spqtpeSkRSSnuVWisRxRhFBIAxRlVXI9tSvPd93w/DwMwhhI2YVpSc8ziOAKy1AKZp2rjsihJjbEEwc4yx1ioiIvKGwsyXy2VxsqouYnqhpJSstUT0OBEhhHtMe//ovg2A977WmnMGsD3+K0qreZ6JiIhas5iOvUor7z0RdV0XQvhcuVstr0PKnvpXnitf1++D63y9/QBwNNSbdCWqKAAAAABJRU5ErkJggg==" />Piirrä monikulmio. <br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAdCAIAAADZ8fBYAAABL0lEQVRIie3ToW4DMQwA0H7N/qW/cL8QaGgaGDQdND0YVBkeDQwoiKYB05BJgYEeCKmSqtv1DmxSrSBLflEc+6Sq58v1/ePrkHO+XFVVVU/Nfbt8HnJ6Vw+Kl/v33GVZENFaG0I4zCUi55yIxBgR0Tl3gFtKAYDuGmvtXldERsU5573f5eacEXFMAkCt9XlXVa21pZQuCQAiss2tta7rSkRExMwA0I1BS3aX/eCmlIwx8zwzMzO3CZumqc2Zcw4RASDG2BU+ckspxpiU0m0y59ySIQRmDiHknMdXPnKZmYjGGgC4a/3W9d4vyzLWIOL48A2uiHRbcIyrqkQ0z/NtpvV3Vx9atH9vUCkFEe82Z7Orqt57AAAAYwwRjXvxpKuqtdaUkoh0+7rX3Rov95+734qBAdVFb8B2AAAAAElFTkSuQmCC" /> Piirrä kurvikas muoto.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAeCAIAAABfZYL2AAABGUlEQVRIie3SoW7EMAwG4Hu2sRUWjhYGBoYeLCwsDQyaDEMDAwYMTQMNDT1QrZrutNWZSibVoKoc9dMf1zdVfX3/0JNqp26Xe7ldbm7sC+XGZ7qi6gq9AM61nemWxiPgmBFZznRDpQEwVLKgVhdZxowjYLEN1+ou2AZAX8g0AqPbRN4yDoBA1rAmNxIPgFMm2w+zufy1XhFN62V1G3OuuBRs0pP2OC8z1srcF9bktvYbKiLbM8bY4crT9QFgb+acp2mqtaaU1nW1uiJyv99rrd9R51wIARFVdXuZ59k595DgIC8Ree9TSqrKzN57ESGiEMLe344ePjze3y31uq7LsgDA3kwpPU+pw90qxhhC+On0725vXe4/dz8Bf6KgDgozaS8AAAAASUVORK5CYII=" /> Piirrä vapaalla kädellä.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAdCAIAAAAyxktbAAABD0lEQVRIie3Tq1IEMRAF0MiVyLV8AnI/AeT+RuTI2JEtR7aNbEWNjI2MQESOjWwZeVcsRfEohoQKBrjV+lQ/qg0AAPePTxiUF8r803+Hzgx/QubhdAUfMRusD6Pp7EEGZFDCaFruQAZyanF76BKeW85+NL2eQQb+FqhDac1YDiCDRI1uMx0nkAHfoOpQuhYsB8wGcWp3m+i6BfVn8BGaB9OllJQ33VKX20qXbet1m2jVvdPVWmOMIrIsS4yxg1bVeZ4/c0MI0zQRkYiEEEopfV0T0bquH11mds694/poVbXWvtavoxB98T5NL6OqzjnnnIgws7VWRPbdVvqalJL3XkR2lvBNuje/hh5Yb+ifyAUiUoPChau6BwAAAABJRU5ErkJggg==" /> Piirrä pehmeästi vapaalla kädellä. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-17685356971267849692017-05-21T17:43:00.001+03:002017-06-03T12:24:07.491+03:00Työkalupalkit osa 3Tässä postauksessa käydään läpi yläpalkin viimeiset nappulat. Kahdessa aiemmassa osassa on käyty jo yläpalkista muut painikkeet, löydät jutut täältä ja täältä.<br />
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<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;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">yläpalkin oikea laita</td></tr>
</tbody></table>
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<img alt="" src="data:image/png;base64,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" /> Liikuttaminen. Tätä kautta saa ohjailtua valitun asian liikuttamista.<br />
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<img alt="" src="data:image/png;base64,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" /> Kääntö. Kääntämisen saa tehtyä tätä kautta joko prosenttien mukaan, tai sitten vakio 45/90/180 astetta.<br />
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<img alt="" src="data:image/png;base64,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" /> Skaalaus. Valitun kuvion kokoa saa muutettua (skaalattua).<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAfCAIAAAB25UoqAAABCklEQVRIie3VoXLDMAwG4L7enkVQUNRQUDDU0GhXGGpoMGBoaiho6IFed27sxksX1v0XpOS+659E6aWemsvJ3Mfn14nH2b/uzbnymJ95Sml9TM55wqmqqracqtZac84AICLLPURkjJlzwwkRee/bORGFEA5ztVbnHDO3k2VZRKS/cs6FEACgvYkxRkRsJwc4RGxLlVIQMcbYW3POWrspJSLW2qE14fpSIQREfGbtcX2pUgoApJRe4W4vV3uKmZ1zO9ZTri/lvSeifWvA3TZhU0pVAaBfqTlXa2XmzbMzxlyv16k14NZ13WxiPznAMTMiyj3MDADDzfsVp6q+yfArdID7Y96L+//bfjnfbC3Vs8jFL4IAAAAASUVORK5CYII=" /> Kallistus. Design Edition ominaisuus. Työn alla olevan kuvion voi kallistaa eri kulmiin.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAdCAIAAAA7LeshAAABC0lEQVRIie3VoW7EMAwA0Pu9fUehoaGpYaGhfyFoCuxPDASGGhoGdsBSdEp31+u1YNJmFTSK9GrHbntbL43bxdzH59eF19XZ/XOPYlkWVVXVlFJr7RTXWgOAlFLOeZqmUso+5+5mZmbuvuWIKO6ZeZ9zdwAgIiICgKGc4OIxL3Fm1p+PiJFjT/YUR0Rmhog92dg9wLn7wDFzLJl54GqtO1zOGRF7sap6f/aqiohxoLHczsozTkTuORHp/YnlDvek2HmeDxf7qBXM/E4rtpy7l1JKKWZ2eFCGMR5ejMNcJFhrrbWa2bAVXG/FS9yTiE9AznlZFgA4y63rmlISERH5cegOc7vxt7hf/dv+BoNh/tDY+cYPAAAAAElFTkSuQmCC" /> Asettaa/järjestää riviin. Kahta tai useampaa kappaletta voi liikuttaa toisiinsa nähden eri lailla.<br />
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<img alt="" src="data:image/png;base64,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" /> Toistaminen. Valitun designin voi tuplata tätä kautta useilla eri tavoilla esim. peilikuvana<br />
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<img alt="" src="data:image/png;base64,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" /> Sijoittelu. Design Edition ominaisuus. Kappaleiden leikkuun saa optimoitua, jolloin tulee mahdollisimman vähän hukkapaloja.<br />
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<img alt="" src="data:image/png;base64,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" /> Muuttaa. Avaa ikkunan, jonka kautta voi yhdistää, jakaa, <br />
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<img alt="" src="data:image/png;base64,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" /> Jäljentää. Eri tiedostomuotoisille kuville saa tehtyä leikkausviivat tätä kautta.<br />
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<img alt="" src="data:image/png;base64,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" /> Sivun asetukset. Tätä kautta saa muutettua esim. käytetyn leikkuumaton pinta-alan. <br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABcAAAAdCAIAAADO02CRAAAA+ElEQVQ4je2VLW4EMQyF53q9QugcY6jhQMPQwEGVoamhQYFhaI4Q6AJrV6NNtTPbrtRV1aeQZ8lfbCs/kz9D09v7x8/X9JxaXpXSe2fm7a6Y+YBiZgDAzHIRM++tqgJArfWAQkTurqoiYmYRD6uq7l5KOUVR1XmeEbGUEm2WUhAxpVRr3bbtgKKqRCQiiDg2v66rmR1TohYziypulHM+VUtsNebvdWou/5R7lN77mB/BB05dznmkIOJvnLqUEgAEq/eOiADw2A1w99ZarbW1FvG9PTUXACAivoiIbuyyLFf61xR3F5FI2ydfbcx+HNnLvrvfp/y5X+0T94sZekPnVbMAAAAASUVORK5CYII=" /> Rekisteröintimerkit. 'Tulosta ja leikkaa' kuvien tekemiseen vaadittavat rekisteröintimerkit saa laitettua täältä.<br />
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<img alt="" src="data:image/png;base64,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" /> Ruudukko. Näytöllä näkyvälle virtuaaliselle matolle saa näkymään ruudukon.<br />
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<img alt="" src="data:image/png;base64,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" /> Kohokuviointi / Uurtaminen. Curiolla käytössä oleva ominaisuus.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABgAAAAaCAIAAAAi3QukAAABMUlEQVQ4jdWUq3KFMBCGI5HIWCQSySPUInmFyEgsjxCJRaI6K2ORERWReYWVK7ficJiEAj20iDaTYXL5+fbf3ATfVMQ/ARGd1ZdAo3XKgDagh+ibdpWB0boz0GhdP1p8BiXmNXzcRqJ+tBtWAtIGjpx/yZ2UgX0QEevBxnMAALCop2ma53kjjoMeghBRCCGEICLvvRBCSnkSNQWlbruu67puSUQpY8yJeN8RESHiao2eK7e2v3M0LEGqqsrzHBERUUpZliUze++zLGuaZiM+A9V1XRTFA1QURV3XzBxCkFK2bfsKyEZd2jTSwSuLrbVWSj3+b9u27/sT8X5qnG5/COHi9qdz8zxbu4wAgHNuI94/kMysrlyRw9T4xkvLdz0jkfNfP2w/Ln8Q9Pb+cUu9zdEnBcKWWcfy+cgAAAAASUVORK5CYII=" /> Pisteittää. Curiolla käytössä oleva ominaisuus.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABkAAAAdCAIAAADQGlAiAAABFklEQVRIie3VIY/EIBAF4P1btbitHFlbiRyJRVaOxFaiNkhsJWIFEotEIjnRy+bSUPa4VFxy94JB9MvMC0lv98fzqnO7P57lovxbnwkh+Fpyzn2WtXashTHmve+wYozTNFWtcRz7LCEEY+wCS2vdgDos731D2RNC+JaFiGcEADDGiOjwyanVbopzfngQp5a1dlkWpVSVA4BDUy1rnmdrbSnFGLNv9HU7rXV1lYplrZVSIuLOxRhf3THGpJRVqG4ZY4gopSSEeBWslAIAznlKqcMqpRAREeWc13VFRGOMEKLa0Rsr54yIwzAgonNOaw0A27a1obqltRZCGGOcc0SEiG8nas3VuPZZP85fsS771141VCnlt1ofJy4qgSzoDpgAAAAASUVORK5CYII=" /> Leikkausasetukset.<br />
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<img alt="" src="data:image/png;base64,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" /> Lähetä Silhouettelle.<br />
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<tr><td class="tr-caption" style="text-align: center;"></td></tr>
</tbody></table>
Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-90251463801796679222017-05-17T07:30:00.001+03:002017-06-03T12:23:29.971+03:00Työkalupalkit osa 2Tässä postauksessa käydään oikean puoleisen yläpalkin 11 ensimmäistä nappia. <br />
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<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;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Oikean yläpalkin alkuosa</td></tr>
</tbody></table>
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<img alt="" src="data:image/png;base64,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" /> Täytön väri. Tätä kautta saa kuviolle valittua tasaisen, tietyn värin.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAbCAIAAADkn6hGAAAA60lEQVRIie3WoW4DMQzG8T7N3mWFhaUHCwNNDf0Io4VDVeDRQIMBgwHTDw4a3sDINGlpHPVYP/3p/RRwinJ4vX3s1OHl9rntsyd9nwZgqmYDqbp7gibmY6ETyYm4mxwLFaIEzSLnqkvD0rwbzlWJOUcvVUvzS7fSfJmgy6qkoOa9FGXN07QaK+5Gq6Xpa9NqeDfvVA3Xljy1iKiqu7tbN1dVnqABeHcAZmgzw8DMLE27+9fA3H2Gjoi+GxEzNIAYGIA0HRH/ffB7EZGjmVlE3gYmIpS6nn7+qsHlLtVH7Un/pXd84ux05G3bvgHDO1upnD47ggAAAABJRU5ErkJggg==" /> Liukuvärjäys. Tätä kautta kuviolle saa liukuvärjäyksen<br />
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<img alt="" src="data:image/png;base64,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" /> Kuviotäyttö. Omalle kuviolleen saa kuviollisen täytön tai esim. valokuvan.<br />
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<img alt="" src="data:image/png;base64,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" /> Varjostusikkuna. Designer Editionin ominaisuus. Kuviolle saa varjostusta.<br />
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<img alt="" src="data:image/png;base64,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" /> Sketch Pen - kynille liittyviä muotoilua. Designer Edition ominaisuus.<br />
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<img alt="" src="data:image/png;base64,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" /> Rhinestone / Strassi - ikkuna. Designer Edition ominaisuus.<br />
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<img alt="" src="data:image/png;base64,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" /> Efektejä.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAfCAIAAAB/DupQAAABiUlEQVRIie3WrXLkMAwH8D7GPUEfZNkFCooWGgaaBi4MDA006hiaChoUCBSICgoKboFn+5F0r5u9XdBpNQGZsfMb+x85k7vDzeruhvTfx6frXm/0/ePzFVf6w+mi5v9Pi4iItHs/HJIYZO4yL6Zto82MiFRVVYlIVJMYFv4zUSC5nGZmInL3nHNKyd1rrcz8QIKF91Uvod2diETE3YdhAAAAiDGaWV8YEqkZLaM+g1bVUoq7MzMihhBU1cz6EDp86HLVY0rb6Japu8/zvNvtxnF8PzrNcwcwT9PrtjbQzW0hENF6T7VWRIwxNn0DXWt1d0RMKa3dVqUUAGhvdQPNzGY2TVPf96foYRj2+72ZMX9o7S/o9oCIAICZrV13B4DWhYsJX3dIixsRc86fjiLiOo2z6LaccRxjjOvRU2mcRbfHmLnrOiIionosIjqVxln04ZhJjBERERHeVQhh3XYbaBFpXdjKPlatdXFYNtCveguhZdK+VutDuJm+oH7pf9E3/MW54pIX9T3pF+Fi3RMOJ8NVAAAAAElFTkSuQmCC" /> Offset. Tekee kuvion sisälle tai ulkopuolelle uuden leikkausviivan.<br />
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<img alt="" src="data:image/png;base64,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" /> Viivan väri ja tyyli<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAeCAIAAADCaIt+AAABAUlEQVRIie3WIY9DIQwA4P2tZ+tWiXwWyU/APlmJfBaJWp7EIhETSGwlsvJOkGxLLrlkNxDLrSGBVPC1pILT1+Q49e18uQ5ct9vPl+sdGFXyB3hnQERyzhOBUsq6rq21WQARLctyHMcUgJkRERGNMVMA773WuhsppcEAM+/7XmtFRACw1g4GQgi9amstACBirXUYICJE1M8ppd6Ec24YEGM0xjjnnHNEpJRCxF/m9WmAiJhZRFprIuK9BwAACCEMAGKM3vvHTGttXdfehIi8BJRSlFLbtjFzz4hIrVVr3Zsgop8P9RyQc84532ZGRMpD5JxfAv4WH+A/A3M/XvPi/YFvu61Eka/B+awAAAAASUVORK5CYII=" /> Tekstin tyyli muokkaus.<br />
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Työkalupalkki-sarjan ensimmäisessä postauksessa käytiin läpi yläpalkin vasenta laitaa, löydät jutun <a href="http://silhouetteopas.blogspot.fi/2017/05/tyokalupalkit-osa-1.html">täältä. </a>Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0tag:blogger.com,1999:blog-3574235984337953992.post-50103388068735411522017-05-13T11:19:00.003+03:002017-06-03T12:23:03.451+03:00Työkalupalkit osa 1Käyn työkalupalkit useammassa osassa nopeasti läpi. Pureudutaan tarkemmin eri ominaisuuksiin sitten myöhemmin. Tämä ensimäinen osa kattaa vasemman yläpalkin.<br />
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<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;"><img alt="" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Vasen yläpalkki</td></tr>
</tbody></table>
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABgAAAAiCAIAAADK9I5kAAAArElEQVRIie3VKw4DIRCA4b1eOQKWI4wci0QisUhUg8QiERVILHKO0IomTQXbfYQ2pOEPknwJgpnl3qnlj6HL9dblDPi0r0BEVFYiogOQlBIAsBXn3Hu/F0LEUkrzHiIKIT5YByAiUkqtWXshANBaa60ZYzHG81DO2XsfQjDGKKXOQ69SShOa0BZUa+0DxRjXJskz55yUcgOy1jZnyHsA0Py3g4/aMaC5IH8HPQBpLt7FJbFjzQAAAABJRU5ErkJggg==" /> Avaa uuden sivun, tyhjän työkirjan<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAeCAIAAABbkFLLAAABM0lEQVRIie3WoW7DMBCA4b5WadkKC0sLAw1NAw0PHg00mgyPBhYMGB49ePCgB6xK0do465ZoYP0VkCjRF18iRdmVLdttq7+9f2y3bbz2/6Sr6jAMiJhSEpGVdUQkIlUdxxEAYowigojr6ERkZtPD8/l8Op1UdQX9SwBwOBz2+32M8QkdALz33vu5qWs5ZyICgGEYvqsjIgAwMzOHEPq+H+5i5qXBHulm5pwTETMzM1UlojgppbQ4U0v33jOz3pq+xlpKaTVdVfMkZkbEEILcqtf8RDczAHDO9ZPqC6/7IYSu67quu7/Bgl5pAGiMLyLOuZzzc2svpQBACGGRvl6vD8/O6iLyS7qlLz4QVW3Tj/VSyuVyOR6PqZlzbhzHBj2rE1H9zDZqr7qlr9VL/yP99bc00yeJ4v7dxUJ/0wAAAABJRU5ErkJggg==" /> Avaa tiedosto. Saat avattua omat tiedostot Studiossa.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAdCAIAAAAyxktbAAAAxUlEQVRIie2WIQ7DMAxFe7awnSm08EPD0Z5gKjQ1NBgINDUcLOxASaa2k5ouUzf1KciWXiyDnzRjNZrL7V7pNBWn/ke1ql7foqolajMjInd/rODuANx9s1pEmDmvtG0LIK/0fS8iu9TDMAAIIYQQiChXr+1kw9TuHmOMMeYb+Ix6kaOqASxewMxExMzlalU1s3nXzFT1qAs51d9TM3NKad5NKU3dcvVacopI13XMXBJPZgZgLVEnCkN1rPcU7ORH1ecX55UnY5J7Ydyj9XcAAAAASUVORK5CYII=" /> PixScan. Avaa PixScan-ikkunan<br />
<br />
<img alt="" src="data:image/png;base64,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" /> Tallenna. Saat tallennettua nykyisen työn omalle koneelle.<br />
<br />
<img alt="" src="data:image/png;base64,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" /> SD-kortti. Avaa ikkunan, josta pääsee tallentamaan SD-kortille. (Mulla kun ei ole SD-korttia koneella, avaa käytännössä saman ikkunan kuin edellinen tallenna.)<br />
<br />
<img alt="" src="data:image/png;base64,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" /> Tulosta. Tulostaa yhdistettyyn tulostimeen tulostusalueella olevan työn.<br />
<br />
<img alt="" src="data:image/png;base64,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" /> Lähetä Silhouetteen. Lähettää työn alla olevat kuviot, joissa on leikkausviivat (cut line) Silhouetteen leikattavaksi.<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAeCAIAAACwp+nIAAABG0lEQVRIieWWvW7DMBCD83p92E6FR60ab+hwI1eOHDleBqWG/4qkiZegBOFFwocT7yz7UlVV9fH1faIvM7TO01tDScZOAF6CZiYAL0RymqbMfAlKcrlJUv7oZGhVPZjDr1BJI01JtnvvmZkRrTVJJ1RqO8DhFtkToGT/GWobAEkCLbODSc3u4Gckdcy9Ax1qmVzXRbslWuKQ+9DxA+Q6R0ijzpbY53C/URExRdCeB8s25SkBqgNT5AZ7DN30N0Dq9hbMS5BAQWoJrPcfQyOCC83Z2ben7RquSuo+VBLWGo1aBjLrUehewW2jNqtPQUemixtgeRU8WylIuUajuNJL0NGpQweeOv6Ym45j7+f/rb9RZ0LP/5k4V/8cegU51C9expyghAAAAABJRU5ErkJggg==" /> Kopioi. Saat kopioitua valitun kuvion leikepöydälle.<br />
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<img alt="" src="data:image/png;base64,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" /> Liitä. Liittää leikepöydällä olevan kuvion.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAYCAIAAACJPGHrAAAA+0lEQVRIid3VrW7EQAwE4Hu9PmxRtdDU0KBg4NCBhgP3QHSn6H6URgk4NWgU8MXx2sllnnp9/fwu4fLvXAD3bFvSOW5V2V6yJJKnufca1/moS7Kq5py2M/Ne+1FXUmauwzmu7YiwXVXrMzzqzjkzE0BEdPeZLoAxxmYTdrvdPcbYbMJu1/aIkDaasM9VO8DvwgCh7uNz1naASZUUYIBLSPKdvu22PUDZc06qoU5qWQq1B17T225Suk1VUm1DjVuL2Z18sdDbboAP2fbDzeeCd7hQ1620oiA9P2OHCynAogJcdzLJ5Qz5avf+NA9qs/v5ZdtvP2of8B/6LPcKWWbeAmxBYVQAAAAASUVORK5CYII=" /> Leikkaa. Poistaa näkyvistä halutun kuvion siirtäen sen leikepöydälle.<br />
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<img alt="" src="data:image/png;base64,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" /> eipäs-juupas -napit. Vasemman puoleinen kumoaa tehdyn, oikean puoleinen palauttaa, jos kumoaminen kaduttaa.<br />
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<img alt="" src="data:image/png;base64,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" /> tarttumiskäsi. Tällä, kun tarttuu muotoiluun, saa liikuteltua näkymää vähän eri suuntiin.<br />
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<img alt="" src="data:image/png;base64,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" /> Zoomaus lähemmäs ja kauemmas.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAcCAIAAACPoCp1AAABLklEQVRIie3WoZKEMAwG4H0tHuGQlbHISGQskkeoRVbdIGsrESeQsZGVkTmRWcTOzcEcYG72HwStyFfSMvD4+Py69XrYzfn3gKqWUlT1LkBEQgi11hsBRLweUFVmFhG/9yEz/6FXPwOllBACInpFZgYAAFiW5RpAVWuttVZVFREfOubzZ4EtIgIAXpGZiah/ppRyDRBC8D3oui7n7M+xLAsi5pzPAqq6rquZEZEvOeccY7TDB+zQmywiROTVEREAUkpmNo7jbqMOAd59MxuGIYSwHbAY426XDgGqunUjxtj3vc8TETNfAJhZSomI9JkX6QLAzKZpQsQY4zRNRAQAbdv6ZlwDmJmIzPOcUlrXVVWJqGma341T34PNmOf5FsCNYRhuBHbzBvaB94/XXr4BRU3DdhHZbOoAAAAASUVORK5CYII=" /> Zoomaa lähemmäs tiettyä hiirellä klikattua kohtaa.<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABkAAAAdCAIAAADQGlAiAAABPUlEQVRIieWVrZKEMAzHeb3jEXiFysjYyEhkLbLqphKLRJyojI2srOyJzjJc+dqdY+Zm5zIISNMfyT8NNPk+az4+v+66mjvzemdWCGGapt+yQghEhIjMjIjnxEPWPM+ICADjOBaPiBTi4rlmqWrJZZ7n7aqI9H2PiCGEa5Zzrm1bIipZLHtUFQCIiIi6rhuG4aka5WHGGBFZs1RVVWOM1zWmlFJK5T7GCADLY86ZiFS1xMQYK+IPVimqiEVEAMDM6wBr7VJmCbPW7rOKRmlluwqs371Wra6RmatcjoyIKvl3tGdmIjqhpJQQ0TlX+ff7aK1FxBOQ9367dHjuh2GompgfnX3h3C/mnAOApfHlfJ2M5MVse++NMTHGAtqdqmdZOedxHI0xALAdwJdZOWcRUdXLsLf+Rv8F6x/8a78BNwvKj/ERilUAAAAASUVORK5CYII=" /> Zoomaus hiirtä käyttäen<br />
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<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAhCAIAAACuvOezAAABKUlEQVRIie2WoW7EMAyG7/VGA03zOoGGpoZGU14h0GAgMLQw0HADlqrobjotaatpp/0qaJ3k068/qdvb55W6XUt/e/8497rQ+wvTzaxMysx+Si+lpJREhJmZ2W+ePKaUaq0TdBFR1TuDjxUvisgcnZlLKa21PoiImHmstNZ88rT3UkrvfdyMEAIAjBFv27ZCd+8jnYgAAACY+Sj90XvOGRERMed8jncz673vRFV1iogQkY8u0lWViDxrRFTVfRQRvU5EqrpIZ2bPGhH39arq9BjjPm0ldzMzM2b2ZPx0ezIisp7M464ys++qiOzFM09kCCGEcAL927cJAGKM48xD3ltr2yDvBGOl1rro/cIuNnbg55ruwGZWJzXx9TioV6L/pb+lO/3Tf4f+BceOvwpoY4WCAAAAAElFTkSuQmCC" /> Sovita ikkunaan. Sovittaa työn alla olevan homman niin, että virtuaalinen matto mahtuu kokonaan näkyviin. Marjahttp://www.blogger.com/profile/08620862219676434881noreply@blogger.com0