{"id":2124,"date":"2015-03-03T18:32:39","date_gmt":"2015-03-03T17:32:39","guid":{"rendered":"http:\/\/www.krammer.nl\/blog\/?p=2124"},"modified":"2021-03-08T09:50:23","modified_gmt":"2021-03-08T08:50:23","slug":"arrangeeroefeningen-meer-ii-v-i-verbindingen","status":"publish","type":"post","link":"https:\/\/www.krammer.nl\/blog\/arrangeeroefeningen-meer-ii-v-i-verbindingen\/","title":{"rendered":"Arrangeeroefeningen: meer II-V-I-verbindingen"},"content":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-full wp-image-2136\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/twee-touwen.jpg\" alt=\"twee touwen\" width=\"150\" height=\"150\" \/>De trappen <small>II<\/small>&#8211;<small>V<\/small>&#8211;<small>I<\/small> kun je uitvoeren met verschillende toevoegingen. Zowel in trap <small>II<\/small> en <small>V<\/small> is het logisch om een septiem te nemen, zodat ze een dwingende oplossing hebben naar het volgende akkoord. In trap <small>I<\/small> klinkt bijvoorbeeld een majeur septiem of een zes goed.<\/p>\n<p>In de oefeningen in het vorige bericht schreef je deze trappen:<\/p>\n<p><center><small>II<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"63\" height=\"67\" class=\"chord-symbol\" alt=\"M7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>V<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"21\" height=\"67\" class=\"chord-symbol\" alt=\"7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>I<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"29\" height=\"67\" class=\"chord-symbol\" alt=\"^\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/><\/center><br \/>\nNu nemen we bij de vijfde trap ook een none en bij de eerste trap een zes in plaats van een majeur septiem. Je gaat in deze oefeningen dus deze trappen schrijven:<\/p>\n<p><center><small>II<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"63\" height=\"67\" class=\"chord-symbol\" alt=\"M7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>V<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"46\" height=\"67\" class=\"chord-symbol\" alt=\"79\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>I<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"22\" height=\"67\" class=\"chord-symbol\" alt=\"6\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/><\/center><br \/>\nJe schrijft weer van elke reeks akkoorden vier versies:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter  wp-image-6726\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Verbindingen-IIm7-V79-I6-opgaven-2.svg\" alt=\"\" width=\"414\" height=\"286\" \/><\/p>\n<p>Hier zijn de <a href=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Verbindingen-IIm7-V79-I6-opgaven.pdf\">opgaven<\/a> en <a href=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Verbindingen-IIm7-V79-I6-uitwerkingen.pdf\">mogelijke uitwerkingen<\/a>.<\/p>\n","protected":false},"excerpt":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/twee-touwen.jpg\" alt=\"twee touwen\" width=\"150\" height=\"150\" class=\"alignleft size-full wp-image-2136\" \/>De trappen <small>ii<\/small>&#8211;<small>v<\/small>&#8211;<small>i<\/small> kun je uitvoeren met verschillende toevoegingen. Zowel in trap <small>ii<\/small> en <small>v<\/small> is het logisch om een septiem te nemen, zodat ze een dwingende oplossing hebben naar het volgende akkoord. In trap <small>I<\/small> klinkt bijvoorbeeld een majeur septiem of een zes goed.<\/p>\n<p>In de oefeningen in het vorige bericht schreef je deze trappen:<\/p>\n<p><center><small>II<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"63\" height=\"67\" class=\"chord-symbol\" alt=\"M7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>V<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"21\" height=\"67\" class=\"chord-symbol\" alt=\"7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>I<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"29\" height=\"67\" class=\"chord-symbol\" alt=\"^\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/><\/center><\/p>\n<p>Nu nemen we bij de vijfde trap ook een none en bij de eerste trap een zes in plaats van een majeur septiem. Je gaat in deze oefeningen dus deze trappen schrijven:<\/p>\n<p><center><small>II<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH8AAACHCAYAAAA\/fIZnAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHbklEQVR4nO3df+hfVR3H8adf1hi2voiISWTGwcoiwjwjokyCDkJh\/0g4FcWZZg2xAhkSEtI\/SvlPS5Y1poyIsNIhojHr5CrLrdH5FqI1RhyGrBoyxrDxZYwvX\/zjng9cv3w+n3POvffz\/dy7836AyL7f9+e+7\/b63B\/n\/gQhhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgjRuQvmPQPnG6XNZuDlec9Hgrs2zHsOzkMLwNXznomIo97ZpYV5z4WYi8eg+paKsrwF7AUJv0R7vbNnQMIvzSphlQ8Sfmn2e2f\/PfqDhF+WnfU\/yDj\/PKC0+SlwT6TsiHf2o\/UfyJI\/cEqbReC2hNLH1v5Awh++bcCFkZrThOFdnYQ\/fPcm1Oz1zi6v\/aGEP2BKm+uBD0fK3jG8q5Pwhy1lqf+Nd9aP+4WEP1BKmw8ANySU7pz0Cwl\/uO4lnt8\/vbN20i8l\/AFS2mwEvppQOnZbPyLhD9PNwCWRmtPAz6YVSPjDlLKj9+S44V2dhD8wSpstwKciZROHd3US\/vDcl1DzvHf2WKxIwh8Qpc3FwE0JpROHd3US\/rDcDWyK1LzmnX0pZWIS\/rBsT6iJbutHJPyBUNrcAHwwUnaKyPCuTsIfjpQdvSe9s2dTJyjhD4DS5krARMqShnd1Ev4wpBzHf847+0bORCX8nlPaXEh1tU5M0vCuTsLvv9uAiyI1r3pn\/5A7YQm\/\/1KO42dt60ck\/B5T2lwLfCJSdgr4eZPpS\/j9lrLU78kZ3tVJ+D2ltLkMuDFStkLDVT5I+H12D7AxUvOcd\/Z40wYSfg8pbRaAryeUZg\/v6iT8froReF+k5lXv7J\/aNJHw+ynlOH6rpR4k\/N5R2nwMuC5SdpKGw7s6Cb9\/Upb6Pd7Zc20bSfg9Ep7hF7vdegXY1UU\/Cb9ftgGbIzXPthne1Un4\/ZJyRK\/1jt6IhN8TShsDXBUp+4d39s9d9ZTw+2Ndl3qQ8HtBafN+4rdbnwR+0WVfCb8ftgOxh2Dv7mJ4Vyfhz1m43fruSFlnw7s6CX\/+bgIujdTs887+t+vGEv78rfuO3shMnsAZTkluCf99kuqbvUh1AGMZOEP16O9\/Aa8Bh7s6cBH6b6R64cGo\/yWh\/yLVKvQ08AbwOnDIO3u4q96Z83kN4CJlS95ZPYv+G5Q2B4FPJ9Tu985+cVpBuHf8LuArxJ8cUbeqtHkFeMI7uzfjc2v7fx64g+qU6GLG504CTwG7vLNHmvZvYF3O3k1yQRfhh9AfIX5XSYrDwB05IYTQHyHt7zHNKtW9bvd7Z0+1nNZUSpuLgP8x\/a7bN4HLu97LH2m1zVfabFTa7AT+SjfBQ\/XUib8obaJBKm02K22eAA7QPnio\/j22Aa+n9G8p5Xbrzod3dY3DD8+BOwh8s810JrgYeFFpM\/FwZ7h\/7e+kPZUq12XAgfCEy1mJ3W59jhkM7+oahRYuODgIXNPt7LzDIvBCOM25tv8WqrXNlTPsvwl4RmkTu24+m9LmS4CKlO3zzp7oundddvgh+D8Sv8asCwr4\/pr+W4DfUa0dZm0z8MsweujSXHf0RrLCD8EfIG9Pvq1vKG2uDv0\/DrxI\/N61Ll0FfLuriSltFBDbnPzNO3uoq56T5ISvqJb4cUejVoHfAt+iGle\/F3hX+L8GdgBNT0UuAN8Nwf+eyUv8MtV1bVuBDwHvBt4DfAS4E3g+zGcT31HaxHbOUqXcbj3zpR7yhnqT\/Ap4KGVoFu49e7RBv1WqAzPjgl8FdgPfi20jw0GVXQ36A3zNO7unwefq\/TcB\/2H6JusE1fBupU2vFG320peB272zW1PH5OFChM8CD5O3FC4w\/h9sGdjqnd2esnPknV0CPgf8JKP3yC0NPrPWrcT3VXavR\/DQPPyzwBe8s9mXD3tnV72zD5K20zPNCvBl7+zTmf1XvLPbyf8CXDdu5JEp9nc+BzzeskeypuHf3naHxDv7Y+BHLSaxI\/V5cxPcB7ySUb+BFkNbpc1niL9g+elZD+\/qmoT\/VO7SNsWDVPeX51ryzv6wTeOwar0\/82Nt3o49t7N3k+SGfxZ4oKvm4Z2ujzb46I6O+h8CJr6MYIwrmvRR2lxKdbJrmsPrfXYxN\/zsJz4l2JdZf6Tl6n6tX2fUNj2wdT3xy7TWdamH\/PCf6XoGvLNHgZyrVLra5IzkLPmx99eNFXaMr6DazI0bGZ2gGjKvq9zw989kLmApo\/aFLhuHN0+9mVje+ECPd\/a4d\/bh8EpTDfwAGL316vH1Gt7VxVZFdae8s2\/NaD5OZtQenUH\/48Svo4OOzl6G4w1LwAPhwNOxLqabKyf8Y7OaCdLDPzOjiyyOM9szlBOFL8Jc5HyTU1eNTfx\/zvMw06t2+mpoV+82PTEjxhha+KJDEn7BJPyCSfgFk\/ALJuEXTMIvmIRfMAm\/YBJ+wST8gkn4BZPwCybhF0zCL5iEXzAJv2ASfsEk\/IJJ+AWT8Asm4RdMwi+YhF8wCb9gEn7BJPyCSfgFk\/ALJuEXTMIvmIRfMAm\/YBJ+wSR8IYQQogxvAxIi2vWoK1ZiAAAAAElFTkSuQmCC\" width=\"63\" height=\"67\" class=\"chord-symbol\" alt=\"M7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>V<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"46\" height=\"67\" class=\"chord-symbol\" alt=\"79\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> &#8211; <small>I<\/small><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"22\" height=\"67\" class=\"chord-symbol\" alt=\"6\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/><\/center><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[50],"tags":[],"class_list":["post-2124","post","type-post","status-publish","format-standard","hentry","category-8-arrangeren"],"_links":{"self":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2124","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/comments?post=2124"}],"version-history":[{"count":35,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2124\/revisions"}],"predecessor-version":[{"id":6727,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2124\/revisions\/6727"}],"wp:attachment":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/media?parent=2124"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/categories?post=2124"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/tags?post=2124"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}