https://peda.net/id/e9ce35feddc 2017-12-10T21:36:55+02:00 https://peda.net/:static/547/peda.net.logo.bg.svg <div class="license">Tämän sivun lisenssi <a rel="license noopener" href="https://peda.net/info" target="_blank">Peda.net-yleislisenssi</a></div> https://peda.net/id/97bb7a90ddd 2017-12-10T21:36:49+02:00 <!--filtered tag: <article--><!--filtered attribute: id="uuid-b55a4cd4-fedc-11e7-bf69-86f3624c9a50"--><!--filtered attribute: class="link document uuid-b55a4cd4-fedc-11e7-bf69-86f3624c9a50 enclose"--><!--filtered attribute: data-id="b55a4cd4-fedc-11e7-bf69-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/o6IFzR-rJIE" title="https://youtu.be/o6IFzR-rJIE (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 48 Ongelmanratkaisu yhtälön avulla esim.1</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-4be24d9a-fed9-11e7-bb33-62f3624c9a50"--><!--filtered attribute: class="link document uuid-4be24d9a-fed9-11e7-bb33-62f3624c9a50 enclose"--><!--filtered attribute: data-id="4be24d9a-fed9-11e7-bb33-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/EDX0RNWKsXo" title="https://youtu.be/EDX0RNWKsXo (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 43 Yhtälö</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-d3fe2a4c-fed8-11e7-832b-62f3624c9a50"--><!--filtered attribute: class="link document uuid-d3fe2a4c-fed8-11e7-832b-62f3624c9a50 enclose"--><!--filtered attribute: data-id="d3fe2a4c-fed8-11e7-832b-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/xqfaCg68kq8" title="https://youtu.be/xqfaCg68kq8 (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 44 Yhtälön ratkaisu vaiheittain (vaakamallilla)</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-dbe0116e-fed6-11e7-8a33-4631624c9a50"--><!--filtered attribute: class="link document uuid-dbe0116e-fed6-11e7-8a33-4631624c9a50 enclose"--><!--filtered attribute: data-id="dbe0116e-fed6-11e7-8a33-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/aPrYWNgwrg0" title="https://youtu.be/aPrYWNgwrg0 (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 48 Ongelmanratkaisu yhtälön avulla esim.2</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-214853ac-fed6-11e7-8f77-62f3624c9a50"--><!--filtered attribute: class="link document uuid-214853ac-fed6-11e7-8f77-62f3624c9a50 enclose"--><!--filtered attribute: data-id="214853ac-fed6-11e7-8f77-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/fUFSQcnYeyg" title="https://youtu.be/fUFSQcnYeyg (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 46 Sulkeet yhtälössä</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-e050655c-fed4-11e7-96d0-62f3624c9a50"--><!--filtered attribute: class="link document uuid-e050655c-fed4-11e7-96d0-62f3624c9a50 enclose"--><!--filtered attribute: data-id="e050655c-fed4-11e7-96d0-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/TGoDUEOLee4" title="https://youtu.be/TGoDUEOLee4 (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 44 Yhtälön ratkaiseminen termejä siirtelemällä</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-82beb0ac-fed3-11e7-b3d3-4631624c9a50"--><!--filtered attribute: class="link document uuid-82beb0ac-fed3-11e7-b3d3-4631624c9a50 enclose"--><!--filtered attribute: data-id="82beb0ac-fed3-11e7-b3d3-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/Vp7k1YZxZKM" title="https://youtu.be/Vp7k1YZxZKM (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 47 Usean eri nimittäjän poistaminen yhtälöstä</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-be516f20-fed2-11e7-99a7-4631624c9a50"--><!--filtered attribute: class="link document uuid-be516f20-fed2-11e7-99a7-4631624c9a50 enclose"--><!--filtered attribute: data-id="be516f20-fed2-11e7-99a7-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/GkLVHHlV5nA" title="https://youtu.be/GkLVHHlV5nA (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 47 Esimerkki nimittäjän poistaminen yhtälöstä</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-ebb7d144-fed1-11e7-a5b4-4631624c9a50"--><!--filtered attribute: class="link document uuid-ebb7d144-fed1-11e7-a5b4-4631624c9a50 enclose"--><!--filtered attribute: data-id="ebb7d144-fed1-11e7-a5b4-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/LFVJTawUKEA" title="https://youtu.be/LFVJTawUKEA (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 47 Nimittäjä yhtälössä</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-7c91b0f4-fecd-11e7-9d21-62f3624c9a50"--><!--filtered attribute: class="link document uuid-7c91b0f4-fecd-11e7-9d21-62f3624c9a50 enclose"--><!--filtered attribute: data-id="7c91b0f4-fecd-11e7-9d21-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/cjKhB43uKkA" title="https://youtu.be/cjKhB43uKkA (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 43 Yhtälön ratkaiseminen</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-bdc248d8-fecb-11e7-a61d-86f3624c9a50"--><!--filtered attribute: class="link document uuid-bdc248d8-fecb-11e7-a61d-86f3624c9a50 enclose"--><!--filtered attribute: data-id="bdc248d8-fecb-11e7-a61d-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/CFB06AlBjAA" title="https://youtu.be/CFB06AlBjAA (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 43 Yhtälön peruskäsitteet</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-ee1abb22-ddde-11e7-8eee-86f3624c9a50"--><!--filtered attribute: class="link document uuid-ee1abb22-ddde-11e7-8eee-86f3624c9a50 enclose"--><!--filtered attribute: data-id="ee1abb22-ddde-11e7-8eee-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/KIkPTwrm1gU" title="https://youtu.be/KIkPTwrm1gU (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 33 Polynomin arvo</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-401487ec-ddde-11e7-b7af-86f3624c9a50"--><!--filtered attribute: class="link document uuid-401487ec-ddde-11e7-b7af-86f3624c9a50 enclose"--><!--filtered attribute: data-id="401487ec-ddde-11e7-b7af-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/p2ydImB0dNA" title="https://youtu.be/p2ydImB0dNA (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 33 Polynomin arvo (1)</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-5f5c75de-dddd-11e7-8523-62f3624c9a50"--><!--filtered attribute: class="link document uuid-5f5c75de-dddd-11e7-8523-62f3624c9a50 enclose"--><!--filtered attribute: data-id="5f5c75de-dddd-11e7-8523-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/bEvpqiYDvFM" title="https://youtu.be/bEvpqiYDvFM (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 40 Polynomin jakaminen monomilla</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-bac2e9f4-dddc-11e7-86bb-62f3624c9a50"--><!--filtered attribute: class="link document uuid-bac2e9f4-dddc-11e7-86bb-62f3624c9a50 enclose"--><!--filtered attribute: data-id="bac2e9f4-dddc-11e7-86bb-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/0Q7Q1Mtn6fg" title="https://youtu.be/0Q7Q1Mtn6fg (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 41 Yhdistettyjä laskutoimituksia</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-2fc07c04-dddc-11e7-b1cb-62f3624c9a50"--><!--filtered attribute: class="link document uuid-2fc07c04-dddc-11e7-b1cb-62f3624c9a50 enclose"--><!--filtered attribute: data-id="2fc07c04-dddc-11e7-b1cb-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/npGaEGUOvRA" title="https://youtu.be/npGaEGUOvRA (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 39 Polynomien kertolasku</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-0c1f2d0a-dddb-11e7-8d36-86f3624c9a50"--><!--filtered attribute: class="link document uuid-0c1f2d0a-dddb-11e7-8d36-86f3624c9a50 enclose"--><!--filtered attribute: data-id="0c1f2d0a-dddb-11e7-8d36-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/Lkpm70FsuYo" title="https://youtu.be/Lkpm70FsuYo (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 35 Polynomien vähennyslasku</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-c517659e-ddda-11e7-9331-4631624c9a50"--><!--filtered attribute: class="link document uuid-c517659e-ddda-11e7-9331-4631624c9a50 enclose"--><!--filtered attribute: data-id="c517659e-ddda-11e7-9331-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/ofsK1x9r6v4" title="https://youtu.be/ofsK1x9r6v4 (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 34 Polynomien yhteenlasku (1)</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-e605afd2-ddd9-11e7-be95-62f3624c9a50"--><!--filtered attribute: class="link document uuid-e605afd2-ddd9-11e7-be95-62f3624c9a50 enclose"--><!--filtered attribute: data-id="e605afd2-ddd9-11e7-be95-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/KlUN3zv17Os" title="https://youtu.be/KlUN3zv17Os (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 34 Polynomien yhteenlasku</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-936843da-ddd8-11e7-85d8-86f3624c9a50"--><!--filtered attribute: class="link document uuid-936843da-ddd8-11e7-85d8-86f3624c9a50 enclose"--><!--filtered attribute: data-id="936843da-ddd8-11e7-85d8-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/MgzUAE8M5Ac" title="https://youtu.be/MgzUAE8M5Ac (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 36 Polynomien yhteen- ja vähennyslasku</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-13530054-ddd8-11e7-b34a-62f3624c9a50"--><!--filtered attribute: class="link document uuid-13530054-ddd8-11e7-b34a-62f3624c9a50 enclose"--><!--filtered attribute: data-id="13530054-ddd8-11e7-b34a-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/GEY-MH-XKcs" title="https://youtu.be/GEY-MH-XKcs (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 33 Polynomin peruskäsitteet</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-e0decadc-ddd6-11e7-b3ca-4631624c9a50"--><!--filtered attribute: class="link document uuid-e0decadc-ddd6-11e7-b3ca-4631624c9a50 enclose"--><!--filtered attribute: data-id="e0decadc-ddd6-11e7-b3ca-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/n8bOAxsKVBw" title="https://youtu.be/n8bOAxsKVBw (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 31 Samanmuotoiset termit ja niiden yhdistäminen</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-8da4e72a-ddd6-11e7-b584-4631624c9a50"--><!--filtered attribute: class="link document uuid-8da4e72a-ddd6-11e7-b584-4631624c9a50 enclose"--><!--filtered attribute: data-id="8da4e72a-ddd6-11e7-b584-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/XJNOHpsLYjs" title="https://youtu.be/XJNOHpsLYjs (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl33 Polynomin järjestäminen</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-b657f5f6-ddd4-11e7-ad94-62f3624c9a50"--><!--filtered attribute: class="link document uuid-b657f5f6-ddd4-11e7-ad94-62f3624c9a50 enclose"--><!--filtered attribute: data-id="b657f5f6-ddd4-11e7-ad94-62f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/0Yp8TjEt89c" title="https://youtu.be/0Yp8TjEt89c (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 32 Monomien kertolasku</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-aa14f1dc-ddd3-11e7-b805-86f3624c9a50"--><!--filtered attribute: class="link document uuid-aa14f1dc-ddd3-11e7-b805-86f3624c9a50 enclose"--><!--filtered attribute: data-id="aa14f1dc-ddd3-11e7-b805-86f3624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/r_XWmNk3U3A" title="https://youtu.be/r_XWmNk3U3A (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 38 Polynomin kertominen monomilla</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> <!--filtered tag: <article--><!--filtered attribute: id="uuid-c349a2e0-ddd0-11e7-ab10-4631624c9a50"--><!--filtered attribute: class="link document uuid-c349a2e0-ddd0-11e7-ab10-4631624c9a50 enclose"--><!--filtered attribute: data-id="c349a2e0-ddd0-11e7-ab10-4631624c9a50"--><!--filtered attribute: data-draft-type="published"--><!--&gt;--><!--filtered tag: <header--><!--&gt;--><h1><!--filtered attribute: class="link"--><a href="https://youtu.be/5YSy01eW1IU" title="https://youtu.be/5YSy01eW1IU (avautuu uuteen ikkunaan)" target="_blank" rel="nofollow ugc noopener">Kpl 29 Muuttujat ja lausekkeet</a></h1> <!--filtered end tag: </header>--><div class="main"></div> <!--filtered tag: <footer--><!--&gt;--><!--filtered end tag: </footer>--><!--filtered end tag: </article>--> 2017-12-10T19:36:02+02:00