{"id":2304,"date":"2014-04-14T14:10:11","date_gmt":"2014-04-14T12:10:11","guid":{"rendered":"http:\/\/www.krammer.nl\/blog\/?p=2304"},"modified":"2021-03-09T21:58:04","modified_gmt":"2021-03-09T20:58:04","slug":"reharmonisatie-ii","status":"publish","type":"post","link":"https:\/\/www.krammer.nl\/blog\/reharmonisatie-ii\/","title":{"rendered":"Reharmonisatie II"},"content":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-full wp-image-2329\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346.jpg\" alt=\"Slingers-346\" width=\"150\" height=\"150\" srcset=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346.jpg 346w, https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346-150x150.jpg 150w, https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346-300x300.jpg 300w\" sizes=\"auto, (max-width: 150px) 100vw, 150px\" \/>Een tijd geleden heb ik een bericht geplaatst over reharmonisatie. Dat is het kiezen van alternatieve akkoorden bij het arrangeren van een nummer. In dit bericht laat ik zien hoe je reharmonisatie toe kunt passen op <i>Hallelujah<\/i> van Leonard Cohen. Als je niet bekend bent met het nummer is hier een <a href=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Leadsheet.pdf\">leadsheet<\/a>.<\/p>\n<p>In het <a href=\"https:\/\/www.krammer.nl\/blog\/technieken-voor-reharmoniseren\/\">vorige bericht<\/a> besprak ik zes technieken. Die zes passen we nu ook weer toe.<\/p>\n<p><!-------------------------- TECHNIEK 1 --------------------------><\/p>\n<h4><tt>1<\/tt> Akkoorden rijker maken met toevoegingen<\/h4>\n<p>In plaats van de drieklanken die in de leadsheet staan, schrijven we vier- en vijfklanken:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6791\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-techniek-1.svg\" alt=\"\" width=\"401\" height=\"177\" \/><\/p>\n<p><!-------------------------- TECHNIEK 2 --------------------------><\/p>\n<h4><tt>2<\/tt> Akkoorden veranderen<\/h4>\n<p>Het akkoord <img loading=\"lazy\" decoding=\"async\" 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width=\"81\" height=\"67\" class=\"chord-symbol\" alt=\"DM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> is vervangen door <img loading=\"lazy\" decoding=\"async\" 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width=\"177\" height=\"67\" class=\"chord-symbol\" alt=\"DMsus4\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6792\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-techniek-2.svg\" alt=\"\" width=\"401\" height=\"175\" \/><\/p>\n<p><!-------------------------- TECHNIEK 3 --------------------------><\/p>\n<h4><tt>3<\/tt> Terug gaan in de kwintencirkel<\/h4>\n<p>Het akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"35\" height=\"67\" class=\"chord-symbol\" alt=\"C\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> is vervangen door <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHQAAACHCAYAAADHnH2QAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJsklEQVR4nO2d74tdxRnHv12ChBBERIK0omFaQhWR4kgQkShlEBtCCCEsQYIENYqE\/gWFgm984TsREa2NSwgS0kXKEkIoQyupiIgTJISQ2jKkYm2QEEKQIMsSfXHmhLPXe+88c87MnDnH5wP7Yu999szc\/d5n5plnfgEMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzAMwzDMOn7WdwWGgJBqM4B\/9l0PAs9v6LsGA2EBwG\/6roSHL6zRZxf6rgUTjTeA6pvHDJ\/rAJYAFnQsLFmjvwVY0DFwE665BVjQMXDaGv2f+hcWdPi83vyFx6GFIqR6G8CLHrOL1uj7my+whxaIkOp2AAcIpm9MvsCClslBAJs8NtfghipNWNAyOUywWbJG35h8kQUtDCHVUwC2eczWDVWasKDlQfHOU9ZoO+0NFrQghFT3AthFMH191hssaFkchl+TC9ZoPetNFrQQhFS3AXiOYDq176xhQcthP4C7PDbXABydZ8CClgMlGDoybajSpJgVC0KquzE\/1XXRGn0iV31yIqR6BMB2j9nMoUqTYgRFJeYrc96\/LqRasUZ\/l6tCGfk9weakNfqSz6ikJvd5z\/u3o+pnRoWQ6k4AiwTTmUOVJkUIKqTaCeBegumh1HXpgRcAbPTYnLdG\/53ysCIEBfAy0e4xIdWvk9YkP5TP7u07a3oXVEj1cwBPB\/zJS6nqkhsh1S4AWz1mV+EZqjTpXVBUTU5IcHbADcLHACUYOhISCPYqqJBqAeH94l0A9iSoTlaEVL8CoDxmpKFKk749dCeAe1r83RiaXUredsUa\/WXIQ\/sWtK0wTwqpRNSaZERItQnVqgQfpKFKk94EFVLdg8pD27AA\/7i1ZA4AuMNjc84a\/WHog\/v00EMdy3\/O9cFDhJK3Deo7a3r5hzghKFNF87gbtMngohBSPQ7gIY\/ZVQDH2jy\/r2\/4LrQLhiYZYuaI4p3vts1Z9yVorCj1aZeYGARuRmmvx2wNLZtboAdBXTAUkhmaxwZ0b7pz8iIAX1JkxRr9VdsC+vDQlyKXO4ho18UNlJYpeKjSJKuggcHQMtFuq1vLWjp7Afi6h3PW6DNdCsntobvg\/1BA1Y8cBnCe+NwhBEeUvG0n7wTyC0qdJjtpjf4GwJ+J9ruFVL4FVr0hpHoAwA6P2RW0HKo0ySaoW0RMbRprIY8CWCXY3wZaKq0vKN75rjWa8lnnktNDqZmhywBOAYA1+iqAlYDnF4c748i3NXANwJsxyssiaGAwdNQafbPxO7XZ3Sak8jVrfXAQwGaPzV+7DFWa5PLQ3aAFQ8CPBfwbAOqHLdFLKZmhzsFQTS5BqZmhj6zRXzRfcN5KXYKxT0jlm8XIhpBKAfCtgfrcGv1RrDKTC9oyGJr2+s0Z7zXZCNpW9lxk9U4gj4dSM0PfApi6Mt7thaQOuItodl2K0zcbdAXA+zHLTSpoYDB03LNvgxocPeS2FvTNy\/AvfnsnxlClSWoP3YNq3pKCT7BlVLuvKPS65sitSnzBYxZtqNIktaDUf+xFa\/Qn8wzc\/OBx4vP2u3U7fbEIYIvH5gNr9NexC04mqJBqK\/zLFGv+RLSjNrubATxDtE1B9mCoJqWHUoOhNRBzmNbozwCcI5bfS3AkpHoYwKMes7PW6I9TlJ9EUCHVBtBzq3UingrVS7cLqR4MeG4sssyqzCKVh+4GPRiiNrc1x0BL2AOZgyOX1PBtefwG9FggmFSCUqfJvgZwOuTBgQn73PtgKFsDow9VmkQX1AVDvyWaTybiqVC9+g4A+1o8vy2+L\/IqEgxVmqTw0JA1Q9T+cB3W6JCEfZZm121a9m3P+MAafTllPaIK6oIhamboTPMk5hYsEe12uJ1eqek1GKqJ7aF74B9Q17Tyzom\/pzbXSYcwbuOUbwLiM1\/yJAaxBaU2b9cxIxFPxZ0I8iHR\/KBrPVJB2RqY3DtBqAQZ9y2lBkPHIx1PQ\/XyLaiGUtERUm2Ef8x9GQmHKk1iemjyYGgKJSTsnwFwp8fmHWv0WqLy1xFF0MDM0AVr9KcxynXjOep8onKT7bHxBUOrAN5KUO5UYnlozmCo7fOibxIWUj0G\/yV3y6mHKk1iCUrNDK0i4IgWCtbos6An7GNvEu5tVmUWnT+cG+M9STQ\/aY2+0rXMKVAzR12OAViHkGoL\/FmoT2N1L1RifFv7CIYmOQaAGjXHGpM+Bf8Sk6zeCXQU1AVDzxLNgxPxVKzR10BP2O+MsUnYGn0MwH0A\/gDg4hSTy+g41m5DVw\/dC3owtNQyEU+F6v3RNglbo7+yRr\/qrquSAF4DUN\/W8FauoUqTTnefCan+AXr\/+ctZV1PEQkj1X9BO9fzSGn1fwno8DOCSm+rLSmtBXTD0b6L5GWv0E23LoiKkegXAH4nmv7NGJ+kC+qRLfjMk87JDSPV9h7JScAiJ+vQ+aeWhLhj6P\/y3GJTMGoBfBK5nKp62QdE+DFtMYHgnqJBoK+gYTsMECtkHE5NgQYVU20CPbEtHCKmoU36DoI2HjsU7a0b1eYKCIrck8n8Yfv\/ZZBVVcJQix5ydUA8dQzA0SeknqAQRKuiomqcGowmOyE2uC4b+RTS\/gaoZoy4PSYKQ6i+gL7R+ouuxbCUQ4qHUSWwAONG3mI6Q6bpRtD4kQV0wRJ0mA4C321UnLi5XS11hv9fdQzZoqB66D\/6VbTXnciwoDmCJaFfaCSqtoAoa0twW4Z0N3gN9hf3gm12voO7yuMeJz7uBCCdKxiTwSJwH3Eq+wULx0JBv7fvW6OttK5OQkOBo0EOYuYK2CIayLSgOZBnVfhoKi+4EzUHi89BF0IOhT9wa2eIIPBJnE\/o9QaUTPkFDgqGkO5Mj8JNodmcK6o7VpgYIV9DDksUQ3IJn6hn2jwipfLcfFck8Dw0Jho6kPAgiIqP30qmCuj2P1GDoJsoNhiYJORLngPs\/DIpZHroI\/3WINafdburicXOeJ4nmuU9QicIsQUOa29KDoUlG3ez+SNDAYOiSNfpU3Col5zSqfTYUcp2gEo1pHhoyVBlK33mLwDPsgYF56TpBXRBAnXH4DsCR6DXKQ0iz+2ziE1SiMumh+0EPhpaHurDKHXhFTdgP6ibhSUHHHAxNMsrg6Jag7mxZ38G9NaVNYrchJGE\/mJuEmx465EnsYNwNFNR0ZYxL4LOwANwKhqgzDMVNYncgpNkdxE3CtYeGBEMnCp3EDsZ1GxeI5lvd1VdFUwv6k2puJ3gvwLb4NUcLbppoO9H+\/AiCoUmOotr8S6Hom4SBykMPofpAlJ\/BZYZ8uB3cK6B9\/gUMeDUDwzAMwzCz+QEi\/39aCcnYnwAAAABJRU5ErkJggg==\" width=\"58\" height=\"67\" class=\"chord-symbol\" alt=\"A7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. Dat laatste akkoord leidt volgens de kwintencirkel naar <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"81\" height=\"67\" class=\"chord-symbol\" alt=\"DM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6793\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-techniek-3.svg\" alt=\"\" width=\"402\" height=\"162\" \/><\/p>\n<p><!-------------------------- TECHNIEK 4 --------------------------><\/p>\n<h4><tt>4<\/tt> Verder gaan in de kwintencirkel<\/h4>\n<p>Het akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"61\" height=\"67\" class=\"chord-symbol\" alt=\"B@\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> is vervangen door <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"63\" height=\"67\" class=\"chord-symbol\" alt=\"G7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>, want die harmonie komt in de kwintencirkel na <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"81\" height=\"67\" class=\"chord-symbol\" alt=\"DM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6796\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-techniek-4B.svg\" alt=\"\" width=\"404\" height=\"169\" \/><\/p>\n<p><!-------------------------- TECHNIEK 5 --------------------------><\/p>\n<h4><tt>5<\/tt> Een akkoord vervangen door twee akkoorden<\/h4>\n<p>Nu staan er in elke maat twee akkoorden. Het akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAACHCAYAAABUOAp3AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3UlEQVR4nO3ZsU0DQRRF0Q9yAG24BbfgBsjIKA+RUYBbcETuOgiQICJnZVa+Wp2TrTTBu5psZwYAAAAAAAAAANimu\/3h+Dozz7cecqWX+1sv+C9CaoTUCKnZTMhuwdnPy\/n0uNqSK23mRoTUCKkRUiOkRkiNkBohNUJqhNQIqRFSI6RGSM1mQpb8xH7YH47fqy1Z7v1yPj39fmzmRoTUCKkRUrOZEK+6NUJqhNQIqRFSI6RGSI2QGiE1QmqE1AipEVIjpEZIjZAaITVCaoTU7GbmbWY+\/nD2a+UtUPQDKdMQ+xkPw\/MAAAAASUVORK5CYII=\" width=\"25\" height=\"67\" class=\"chord-symbol\" alt=\"F\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> is vervangen door <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"106\" height=\"67\" class=\"chord-symbol\" alt=\"CM7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> en <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"51\" height=\"67\" class=\"chord-symbol\" alt=\"F7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>, omdat die in de kwintencirkel beide v\u00f3\u00f3r <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"61\" height=\"67\" class=\"chord-symbol\" alt=\"B@\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> staan. Het akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"81\" height=\"67\" class=\"chord-symbol\" alt=\"DM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> is vervangen door <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"81\" height=\"67\" class=\"chord-symbol\" alt=\"DM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> en <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"51\" height=\"67\" class=\"chord-symbol\" alt=\"F7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>, omdat die laatste harmonie leidt naar <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"61\" height=\"67\" class=\"chord-symbol\" alt=\"B@\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. Aan het eind is <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"108\" height=\"67\" class=\"chord-symbol\" alt=\"GM7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> ingevoegd, omdat die weer leidt naar het volgende akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"35\" height=\"67\" class=\"chord-symbol\" alt=\"C\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. Door de snellere wisselingen in de harmonie\u00ebn, krijgt het nummer een stuwender karakter:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6797\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-techniek-5.svg\" alt=\"\" width=\"400\" height=\"166\" \/><\/p>\n<p><!-------------------------- TECHNIEK 6 --------------------------><\/p>\n<h4><tt>6<\/tt> Triotonusvervanging<\/h4>\n<p>In de originele harmonie\u00ebn leidt <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"58\" height=\"67\" class=\"chord-symbol\" alt=\"A7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> naar <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKMAAACHCAYAAAB6UemgAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJOklEQVR4nO3df6jXVx3H8WcXEzMTEVlLxqrTWjpkmB9nQRbSzopatdUqK7aa\/XKDllHYKBlDgiC2fqxwlGXbbNQyV7g20Dxpk7Xp9GMhWrLidBO3RETE5CIXufXHOV+43N17v9\/z\/X4+3x+fz+sBXy7Oz+dzzvTl+Xy\/n+857wMiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIlILrzCZ\/Q9wecntXAIuTnidB04BL8WfLwIeOOpz91LJ\/ZE+NKOL7cyJr6ZMZs8BR4EjwNPAn3zuTpfXPekH3RoZi3Ac2APsAJzP3ViP+yMFG6QwjncG2A78yuduX687I8UY1DCOdxz4LrDV5260152R9lUhjA2ngR8B3\/O5G+l1ZyTdUK87UKDLgG8B\/zCZvbXXnZF0VQpjw0LgFyazB0xml\/a6M9K6KoaxYQVwwGT2q73uiLQm5T3jRZ+7V7XbkMnsbGBWfM0ljGCN15uApcASYHa7bUxjJ3Cbz92ZEq4tBelaGFtlMns18G7ghvhzXkGXHgbe63P3QkHXk4L1XRjHM5kdAiywBriZMKp24gwhkIc77ZsUr6\/DOJ7J7Dzg88B6wifndl0AbtTD8v4zMB9gfO7O+dzdD7yREMhzbV5qDrDDZHZRYZ2TQgxMGBt87kZiKBcDv23zMvOAp0xmFxTXM+nUwIWxwefulM\/dLcDHCLfeVAb4vclst2YuSRMDG8YGn7vtwNsIcyFTvR24p9geSbsGPowAPnd\/A64DDrVx+jf1TU1\/qEQYAXzuzhKeTR5JPHUG8Ihu171XmTBC+MQNXA\/8M\/HUa4E7iu+RpKhUGAHiV363ENbZpNhgMtvpQ3XpQOXCCOBzdwRYl3ja5cCXS+iOtKiSYQTwudsM\/CHxtLvjhA7pgcqGMVpHWCbbqvnAx0vqizRR6TD63B0HHkw87XNl9EWaq3QYo++QNjqujNPYpMsqH8ZYnWJb4mlryuiLTK\/yYYy+n3j8+0vphUyrFmH0uTtE2oPwJZrR0321CGOUMt2sMcNcuqhO38f+Dvh6wvE3AI+V1Je2xaUYy+PrrYRZ73MJk4ZHCNPpzgN\/JxTPet7n7mSB7c8kLJ5rtL8gtj+X8EHxHHACOAbs97l7vtVr1yaMPnf7TWbPE\/7QWrGi0zZNZp8jTFNrZqfP3fuaXGs54bHTRwkBaNWYyeyzwBafu4cTzpvY\/irgM8BHaP3PEJPZM4R\/1Jvio7Yp1ek2DWlTzK6Oo1BPmcwuN5ndDRwkTOZIfS87BKwEHoqFDZKWW5jMror\/qPYCt5MQxGgB8CXgmMnsQyaz86fraJ3sTzh2JnBVWR1pxmR2psnsA8ABinv\/ugL4s8ls09HaZHaOyewWQghbGd2bGSKE+dhU7dctjAcTj7+mlF40YTJ7JfAcYeJG0X9H84Fd042QJrNXAX8BPltw2xAmpOw1mX3PxN+oWxhT5zl2fQWhyew1hCAuK7GZuYQFaS+rJBzfmx6g3LvCLOBxk9lrx\/\/HuoVxOPH415XRianEID5NKPlSenOEr0rHt78c2E0YPcs2B\/h1\/HQO1CyMPncXCFUlWtW1B98xiHu72SZwR2P9j8nsEmAXxZWTacUi4CuNX9QqjFHKTgrdCoYhjIiTVcoYI8zLXEd4rvda4JXxZ0YoaPBMm+0OAffEIP6RqUfEEeBRYDXwZuDVwGuAtxC+x38y9rMd32jMsK\/Nc8Zxzicc260wTjVLaBtw7xTP507H12HgfpPZlcB9pH\/yvRlYxeRBHAM2Axt97k5N8vsvxNfDJrPLgE1ttD8PuBX4WR1HxpQF\/928ZY03Qijht7rZg+IGn7tngHcA3yZtlBpi8iCOAKt97u6cIogT2z8MvBP4cULbDZ8EjYzNpMyDLMpF4Hqfu5RnogDE7Ug2mMy+SBil2nUJ+KDP3Z7E9i8Bd5rMQtpqy3eZzM6p48iYsiNCO2VTOnVbO0Ecz+fuQeCHHVxifWoQJ7gLeDbh+BnAsjqGsaVduqJuh\/GxWK6lCBuAs22cd9jn7gedNBxHyK8lnrZUYZxeyi29UxeBu4u6WHyMdV8bp64vqP39gEs45fUK4\/S6OTI+4XN3ouBrppYMPN7h7Xmi3yQcu7COYUz5hNz0U2SBHi\/6grF+ecpz1aLeIjSkjIyz6xjGKxKO\/VdpvXi5nSVdN6V++VNFNuxz5wnPQlsxq1ZhjHPpUm7TwyV1ZaKzPndlvT9N+fqzjJ0gWp1lPlSrMAJXJh4\/XEYnutxOq2G8EMsKFq3lJQ91C6NJPH64jE5MosyN3f\/b4z60HPC6hfG6hGOHS7x19qOebyZftzAuTzi25VVtUgyFcWqpSxSkQ7UJY5zinvKMUSNjl9UmjMAHEo4dpb2dE6QDdQrjTQnH7vG5GymtJzKpWoTRZHYhae8Xd5TVF5laLcJI2I015f\/1ybI6IlOrfBhjiZK1CaccKrJQkrSu8mEkFEpKWYe8payOyPQqHcY4Km5MOOU8YUmm9EClwwh8kbQSJY\/GGdLSA5UNo8nsXNJGxTE6W1EnHapsGIGfMHmFhqlsi1sFS49UMowms58GPpFwyihhNZ30UOXCGAsZpd5uN8cp8tJDlQpjLHK5i7SlBWdJe28pJalMGGO1192kvU8EWBv3qJYeq0QYY43og8AbEk\/dWmAFB+nQwIfRZPZ2QpHN1BFxmFATRvrEwFYhM5m9DPgp8KE2Tj9PqLJVpzUufW\/gwmgyO4NQbm0j7dWeHgU+7HN3tNCOSccGJoyxEPmngHtJf2\/YMAasKbiejBSk78MYH9esJWxo00lZ41FCEH9ZRL+keH0XxlhsfAVwI2HdShEbA10g3JpTChFJl3U1jPH93mzCpjRzCEWYriCUHVlM2IhnUcH9OgncFGtOSx9L+UufZTL7v9J6Uo7twBd87s71uiPSXN\/dpgtyAbirky1tpfsG\/qH3BGPAVmCxgjh4qjQyOkKV\/r\/2uiPSnkEP4yXgCeABn7t9ve6MdGZQw3gK+DmwyecupWa19LFBCuNxwii4w+cuZcMbGRD9GsZR4Aih+NJBYJ\/PXerG5TJguhnGS4TNEUcIG\/CMEGbPnIyvfwMnAA8cjbssSY3M8Lnr6m7zIiIiIjJw\/g+UamlqsBUI5wAAAABJRU5ErkJggg==\" width=\"81\" height=\"67\" class=\"chord-symbol\" alt=\"DM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. In dit geval is <img loading=\"lazy\" decoding=\"async\" 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width=\"58\" height=\"67\" class=\"chord-symbol\" alt=\"A7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> vervangen door hetzelfde akkoord met de basnoot een tritonus verschoven <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"147\" height=\"67\" class=\"chord-symbol\" alt=\"A7\/D@\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6799\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-techniek-6-1.svg\" alt=\"\" width=\"401\" height=\"163\" \/><\/p>\n<p><!-------------------------- COMBINEREN --------------------------><\/p>\n<h4>Technieken combineren<\/h4>\n<p>In de laatste maat zijn de technieken 1, 2 en 5 gecombineerd. Het akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"35\" height=\"67\" class=\"chord-symbol\" alt=\"C\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> heeft de toevoegingen <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;\" \/> en <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"21\" height=\"67\" class=\"chord-symbol\" alt=\"9\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> gekregen, de terts is een <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"90\" height=\"67\" class=\"chord-symbol\" alt=\"sus4\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> geworden \u00e9n in de maat zijn twee harmonie\u00ebn verschenen:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter  wp-image-6801\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-gecombineerde-technieken-2.svg\" alt=\"\" width=\"401\" height=\"188\" \/><\/p>\n<p>In het volgende voorbeeld komt een aantal tritonusvervangingen voor. In de tweede maat is <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"61\" height=\"67\" class=\"chord-symbol\" alt=\"B@\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> vervangen door <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"63\" height=\"67\" class=\"chord-symbol\" alt=\"G7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> en daar is dan weer een tritonusvervanging op toegepast en in de maten daarna is iets soortgelijks gedaan:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter  wp-image-6802\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Hallelujah-Reharmoniseren-gecombineerde-technieken.svg\" alt=\"\" width=\"401\" height=\"315\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346.jpg\" alt=\"Slingers-346\" width=\"150\" height=\"150\" class=\"alignleft size-full wp-image-2329\" srcset=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346.jpg 346w, https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346-150x150.jpg 150w, https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Slingers-346-300x300.jpg 300w\" sizes=\"auto, (max-width: 150px) 100vw, 150px\" \/>Een hele tijd geleden heb ik een bericht geplaatst over reharmonisatie. Dat is het kiezen van alternatieve akkoorden bij het arrangeren van een nummer. In dit bericht laat ik zien hoe je reharmonisatie toe kunt passen op <i>Hallelujah<\/i> van Leonard Cohen.<\/p>\n<p>In het vorige bericht besprak ik zes technieken. Die zes passen we nu ook toe.<\/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":[52,50],"tags":[],"class_list":["post-2304","post","type-post","status-publish","format-standard","hentry","category-4-pianospel-en-harmonie","category-8-arrangeren"],"_links":{"self":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2304","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=2304"}],"version-history":[{"count":29,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2304\/revisions"}],"predecessor-version":[{"id":6803,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2304\/revisions\/6803"}],"wp:attachment":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/media?parent=2304"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/categories?post=2304"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/tags?post=2304"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}