{"id":2282,"date":"2014-04-13T12:08:14","date_gmt":"2014-04-13T10:08:14","guid":{"rendered":"http:\/\/www.krammer.nl\/blog\/?p=2282"},"modified":"2021-03-09T22:10:19","modified_gmt":"2021-03-09T21:10:19","slug":"arrangeeroefening-kruis-of-mol","status":"publish","type":"post","link":"https:\/\/www.krammer.nl\/blog\/arrangeeroefening-kruis-of-mol\/","title":{"rendered":"Arrangeeroefening: kruis of mol"},"content":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-full wp-image-2301\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/pijlen.gif\" alt=\"pijlen\" width=\"150\" height=\"150\" \/>Als je noten schrijft die niet in de toonladder zitten, moet je kiezen of je een kruis of een mol gebruikt. In de meeste gevallen is slechts \u00e9\u00e9n van beide correct. Je kunt de noot vaak afleiden van het akkoord dat er klinkt. In deze oefening ga je de juiste variant kiezen.<\/p>\n<p>De opdracht ziet er als volgt uit. Wijs steeds aan of de linker- of rechterversie de voorkeur heeft:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6804\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Kruis-of-mol-Deel-I-Opgaven.svg\" alt=\"\" width=\"448\" height=\"298\" \/><\/p>\n<p>Hier zijn de <a href=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Kruis-of-mol-opgaven-1.pdf\">opgaven<\/a> als pdf en de <a href=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Kruis-of-mol-uitwerkingen-1.pdf\">antwoorden<\/a>.<\/p>\n<p>Toelichting bij de antwoorden:<\/p>\n<ol>\n<li>De <i>bes<\/i> is de kleine terts in de harmonie <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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width=\"110\" height=\"67\" class=\"chord-symbol\" alt=\"GM6\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. Je kunt het ook als volgt zien: de toon <i>bes<\/i> is geleend uit de toonsoort <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEgAAACHCAYAAAC1Ux8mAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVR4nO2cbYgVVRiAn0TERGQREROROomoiEiT5o9+1ZEgKwsrIiqUPvSPCYEESUT0K+iDCIOMokwKRIrtA\/o4WPkjNPdILBJLxWkLs0UWkWURWZatH3PGbqvee9+7d2935rwPDPfeue97ZvbZMzPnnplzQFEURVEURVEURVEURVEURVEURVEURVEURVEURVEURVEURVEURVE6xFUms38Bi6Z5O+PAhUnLCDAEnI6vfwIBOBm8Oz3N+9M0Mzu4nblxaYjJ7DngJNAPfAd8G7w7M327d2U6VYPawQBwGOgFXPBuohMbLZOgWoaBQ8CHwbsj07mhsgqqZQB4GdgfvBtrd+FVEFRwBngdeCV4d75dhc5oV0FdwELgBeAXk9mH2lVolQQVLAbeN5k9ZjK7dqqFVVFQwXrgmMnsU1MpRHIOuhC8u7rVDZnMzgFmx2Ue+X+6WK4H1gKrgTmtbqMOXwAPB++GpYkdE9QsJrPLgVuAjfG1p01FDwK3Be9+liR1naBaTGZnABbYBtxNXvumwjC5pBPNJnS1oFpMZnuAx4Dd5FesVhkFNjXbwCzNSTp4dy549xJwHbmkcy0WNRfoNZld0UxwaQQVBO\/OR1ErgY9aLKYH+NxkdkGjwNIJKgjeDQXvtgD3kR82Ugzwqcls3R6N0goqCN4dAm4i70uSsgF4tl5A6QUBBO9+AtYBfS2kP1OvxV0JQQDBu7Pkbad+YepM4L0rHWqVEQT5lQ64FfhVmLoG2HG5LyolCCD+nNhC3u8tYY\/J7CUN0coJAgje9QO7hGmLgCcnr6ykIIDg3T7gK2Ha0\/FH9UUqKyiyi\/yWU7PMB+6vXVFpQcG7AeANYdqjtR8qLSjyIrJadHPscgESEBTv0h4Upm0r3lReUORVYfztxZskBAXv+pA1HlcXv\/STEBSRdI0UPZlJCfpYGL8REhIUvDtK\/shNs6yHhARFJN0hy01mZ6Qm6KggdhawLDVBx4Xxq1ITJO0nWpGaoEFh\/DVJCQrejZLfXW2WBUkJikieoE1SkKQtlKQgyU3GnhQFSWrQeIqCJE\/CjqYoqKmn\/SMqqAEjKqg+SdYgyTOPQykKWiKI\/S0pQSaz85EdYoNJCQKWCuOTE2SE8ckJWieIHQzeJXeZv1EQ+wOk12kvEXQcEhJkMrsGWRsouRp0hyB2jHiLKCVBmwWxh4thnUkIMpldjOz801u8SUIQ+Sghyd\/6WfGm8oLimLPtgpS+4N2p4kPlBQH3kg\/7bJa3az9UWlCsPc8LUkaAA7UrKi0IeAJoauBc5EC8uXiRygoymZ2HrPZMAHsnr6ysIOBNZGNbD8ZhVf+hkoJMZh8BHhCkjAF7LvdF5QTFwXGXHCoN2Be8u+yIxUoJMpldBnyJrFv1LHXOVZURZDK7FPga+Zj67fWmrKiEIJPZDeT9N9cKU\/fHQcFXpPSCTGa3At8grzmDwM5GQZ2aBa\/tmMwuBN4C7mohfQS4M3jX8EmP0gmKo5N3kJ9Y57dQxBhwT\/DuZDPBpRFkMjsLeBB4Dvm5pmAC2Ba8O9xsQtcLipfu7cBWoOFcG3UYI5fzgSSp6wTFodnrgU3k\/cir2lDsKPlh5aSJHRUUzx\/FVF1zyR8kWEJ+S3glcAP5r+927tcpYLNkUqVaJDsy22T271Y28j9yCHg8zsjQEl13iLWJUWBn8O7dqRZU+obiJCaA\/cDKdsiBatUgB+wO3v3YzkLLLmgc+AR4bbpmBS6roCHgHWDvdM9eXiZBA+S1pTd4932nNtqtgsbIZ5LqI+\/GOBK8kw6GawudFDQOnI\/Lhfg6Qt6QOwX8DvzBvxP\/S+bbUBRFqST\/AJ01dqjnouaRAAAAAElFTkSuQmCC\" width=\"36\" height=\"67\" class=\"chord-symbol\" alt=\"D\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>-mineur.<\/li>\n<li>De <i>cis<\/i> is de grote terts in de harmonie <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;\" \/>. De <i>cis<\/i> is geleend uit de toonsoort <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"36\" height=\"67\" class=\"chord-symbol\" alt=\"D\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>-majeur.<\/li>\n<li>De <i>des<\/i> is de septiem in de harmonie <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"108\" height=\"67\" class=\"chord-symbol\" alt=\"E@79\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. De <i>cis<\/i> zou een verhoogde zes zijn en die toevoeging bestaat niet.<\/li>\n<li>De <i>gis<\/i> is de grote terts in de harmonie <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"52\" height=\"67\" class=\"chord-symbol\" alt=\"E7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. Dat akkoord is een tussendominant voor <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKUAAACHCAYAAAB3T5nnAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKSElEQVR4nO3df6hXZx3A8XdfbiJmYkM2WcPsYdlYNcznMmKZ3OKhTETMRC3cspXtR20FIRFRsX+CqD9aYOvHnBeRMOdGDDdcO2WJNbc6BjKXSBxk1RgiIiYXGXLrj\/N85frd936\/n+f8Pl8\/L7iI3ud7nkfu536e8znnOc8BpZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKKaWUUkoppZRSSimllFJKqfZ6W90D6DLWLQa+MqDJqSSO9lc1HlWfJgXl94BHBjS5CNyUxNHlioakatKpewAzfGnI9xcAW6oYiKpXI4LSWLcGWCJour3ssaj6NSIogQeE7e4y1t1W6khU7WoPSmPdzcDqgI\/cV9ZYVDPUHpTAl4GxgPZbjXVzyhqMql+tQWms6xB+nrgIWF\/CcFRD1J0p1wC3ZPicTuEjrO6gzBpcE8Y6U+hIVGPUFpTGultIM2UWHYZf11QtVWem3J6z\/3v9OakaMbX8UH0w3ZvzMIuBtQUMRzVMXZlmLdkKnF56h2cE1RWURVXPq\/3FdzVCKg9KX+CE3MEZZIz8pwGqYerIlPcV3K9W4SOm0qAMLHAOCNstNdZ9MuOQVANVnSnXApJzwCvAV4FXhMfVgmeEVB2U0iVqB5M4OgvsErZfZ6xblHFMqmEqC0pj3RJAOs12g3EP8Kag\/RxgW4ZhqQaqMlNK7+C8ATwHkMTReeCZgOOrEVBJUAYWOHuSOJqe8XfpFL7MWLcqbGSqiarKlOuQFTjw1iD8HfBv4Wc1W46AqoJSegfnaBJHp2f+g8+ae4Sf32isWxg0MtU4pQdlxgKn379Pz\/K9meYCW4V9qYaqIlNK7+BcAvrugJHEUQIcEfanU3jLlRqUgQXOviSOpgZ8X1rw3GGsGxe2VQ1UdqZcT7ruUWJY0B0ALgiPpc\/wtFjZQSkNjlNJHB0b1MDvIbRPeLwtxrp5wraqYUoLSmPdUsAJm\/9K2E46hc8HPi9sqxomZBOAUNIC5wqwV3LAJI7+Zqw7AdwhaL4deFxy3Dby5+vj\/uvDwI2km4DNB6ZIC8eLwD9IF7a8nMSR9HqvpP85wPIZ\/S\/y\/S8g\/ZleAF4DTgLHkjh6WXrsUrYCNNaNAf9Cdj752ySOPhNw7IeBR4XNP5TEkXSlUWmMdS8CHxE0PZTE0aeHHGucdA3pRtJAkJoG\/gLsSuJoMuBzvf1PAF8ANpAGoNQ50tOvnUkcnRrUsKzpex3yAkc6dXftRbZIA0ao4DHWjRvrXgD+CtxPWEBC+rNeCew21r0UulGYsW7C\/3IdJl38EhKQkI73a8BJY91uY90NgwZaBukStdeBQyEHDlyk0fp9h4x1c4x1jwIvIT9HH+ZO4M\/GuqHZ21g331i3izQYJdl+mA5pUJ+crf\/Cg9IXOJ8QNu9dfCElza4LSae5VvJ3w14EHqb4n9UNwPODMqax7lbg75TzHNRi4HC\/pwbKyJQhz+BIq+lrJHEUskijlVO4se520oBcUWI3C4BnjXXz+\/Q\/Tpqdby2x\/7nAU8a6awrXQoPSFzjS36ojSRz9M0d3k8J2q\/xvfGv4gPwT8pVVuboDftjT\/zjwAmk2Ldt84DczT7OKzpTrSS9NSGTKkj2fl079rbkf7gPyMOGFTB73G+uW+\/4\/CDxPeupTlduAb3T\/UnRQSqfKi8yy+EIqiaMzwB+Fzbf5LN50hjRD9vvFniZdW\/p10uuCNwFv939aYAdwNGO\/HeC7PiB\/z+wZcor06sdm4H3AO4B3Au8HvggcRJ4oen3bWDcXCrx47rfmkxY4+wp69cguYZ83kl6merqAPsu0bJZ\/3w98f5bre2f913Hgx8a6lcCPCK+U1wMT9A\/IaeCXwCNJHL3R5\/un\/deksW4FsDND\/wtJlx0+XmSmLL3A6WPUF2lMAXcncbR52AXnriSOjgIfBX5AWNbq0D8gp4DNSRw9MEtA9vZ\/HPgY8POAvrs+BwXd0fFT43+QnU++msTRB4ro1\/e9E3hQ0HQaeG8SR68V1bdUwB2dmS4DHx+2UGVIvw+SZq2srgCfSuLoDxn7f4z0Qn9If+8qKlNWWeBkPV7bNlq9O09AAiRx9DPgpzkOsSNrQHoPkd7alBoDVhQVlNI7OG8if95GxE8XJ4TN27LR6r4kjqTb1gzzHeB8hs8dT+LoJ3k6TuLoCvDNwI8tz\/0D8tcAJ4TNDyZxdC5vn31I7\/Dk2dK6KpeBbxV1sCSOLpEWPqF2FNT\/MSAK+Mh7isgadRQ4vfaS\/jAlmn7N8pkSzntDrzqcyjlt93oyoO3NuYLSFzj3CJsHL76QSuLoAvJFGmsavtHqU0Uf0D+2\/HrAR4o6degKyZTz8mbKDcgLnMmMiy+kpFm46RutlvKLS3odU+rZIjv2T6OeFTafmzcopQUOlDd1A1cXaUinvaZO4eeTOLpY0rFDzuVPD28STLqAppM5KAMLnCP+t6Vsk8J2S4x1RW1xXaQzJR5bGpSX\/JrVookfxchzmzHkDskqY93\/cvRVhu2UN1VmJZ3isvhvzWMQB3qmTOkLnG1ZPtsg64x10vPh60mZ5\/0iWafv0IeWmqjpBc91K2tQtnFxQz9NLXiua8FBaaxbhrzAaTpjrJMut1MVyZIpRyVLdo3a\/6f1goLSP0chvYPTFuv1zRLNEpopR6HA6aVvlmiY0KAc1alOC54GEV889wWO9O0LU8C7\/UKJ2hjrnkS2GcEyY92qJI6kuwWrEoVkypD73PvrDkgv5H77qM4CrSMKygwFzi+yDadYSRwdQn7PdcOgTZdUdaSZciPy3RJO5H22pGCTwnb6ZomGkAZlyNTdiCw5w27k93N1Cm+AoUHpd+VaKTxedweFxgh83cntxrq7yhyPGk6SKUOyx69LXKSaR0jBo5eHajYwKDMUOI\/lG05pDpDuXySxqd\/WeKo6wzLlJuQFzjH\/DHbjBL7uZB76ZolaDQvKkAInz\/YgVdApvCVmDUq\/T6L0pP8cObf2K5t\/ZYb0TRHjvbvLquoMypQhBc4TSRxJ39hQJ82WLdA3KP3mldICZ5rmFji9Ql53srW7iaeq1myZchPy7YUP+V11G8\/vY3RQ2LzVb5Zos9mCMmTqbnqB00un8IZ7S1AGFjhnkjh6rtghle4Q8n11WvdmiVHQL1OGXAZqy7nkVX4\/o5A9MjVbVuyaoPQn9tKVMpeBJwofUTVCpvB7WvJmiZHRmym3IC9wDpS0AWrp\/EulpIs0FgNrSxyO6tEblKNc4PTSgqehrgalf7GP9A0GTVvIm0XIIo3VDd9odaTMzJRtXsgbLImjKeS3RjvovkOV6cDVAke6MqZxC3lzCJnC2\/S6k1brZsqQAmd\/QxfyBvOnIK8Kmy811hX1Eng1QDcor6upu8fugLb6DE8FOn6J1p3C9q+MQIHTaw\/p69ck1um+Q+XrkF7uuCL8at0dnGGSODpL+roTyf+\/g65KL91YEkcPkb5D77qVxNFn6x6DUkoppVSL\/R84Gonv5uz3OwAAAABJRU5ErkJggg==\" width=\"82\" height=\"67\" class=\"chord-symbol\" alt=\"AM\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>. De <i>gis<\/i> is dus geleend is uit de toonsoort <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"38\" height=\"67\" class=\"chord-symbol\" alt=\"A\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>-mineur.<\/li>\n<li>In de toonsoort <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;\" \/>-majeur is het akkoord <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"67\" height=\"67\" class=\"chord-symbol\" alt=\"D@\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> de verlaagde zesde trap. Je kunt ook zeggen dat de harmonie geleend is uit de toonsoort <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;\" \/>-mineur. De variant met kruisen is een verhoogde vijfde trap, en die komt praktisch nooit voor.<\/li>\n<li>In dit geval zijn beide oplossingen mogelijk. In de harmonie <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"61\" height=\"67\" class=\"chord-symbol\" alt=\"D7\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/> is er een kleur toegevoegd. Je kunt die zien als een verhoogde kwint (als een <i>ais<\/i>), maar je kunt die ook zien als een verlaagde zes (een <i>bes<\/i>). Beide varianten zijn beargumenteerbaar. Een akkoord met een verhoogde kwint is gangbaarder dan met een verlaagde zes. Maar daartegenover staat dat de tooon <i>bes<\/i> veel gebruikelijker is dan een <i>ais<\/i> in de toonsoort <img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" width=\"36\" height=\"67\" class=\"chord-symbol\" alt=\"G\" style=\"display: inline-block; vertical-align: middle; max-width: 100%; height: auto;\" \/>-majeur. Harmonisch gezien is de <i>ais<\/i> correcter, maar toch noteren de meeste muzikanten een <i>bes<\/i>, omdat die noot gemakkelijker leest.<\/li>\n<\/ol>\n","protected":false},"excerpt":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/pijlen.gif\" alt=\"pijlen\" width=\"150\" height=\"150\" class=\"alignleft size-full wp-image-2301\" \/>Als je noten schrijft die niet in de toonladder zitten, moet je kiezen of je een kruis of een mol gebruikt. In de meeste gevallen is slechts \u00e9\u00e9n van beide correct. Je kunt de noot vaak afleiden van het akkoord dat er klinkt. In deze oefening ga je de juiste variant kiezen.<\/p>\n<p>De opdracht ziet er als volgt uit. Wijs steeds aan of de linker- of rechterversie de voorkeur heeft:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter wp-image-6804\" src=\"https:\/\/www.krammer.nl\/blog\/wp-content\/uploads\/Kruis-of-mol-Deel-I-Opgaven.svg\" alt=\"\" width=\"448\" height=\"298\" \/><\/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-2282","post","type-post","status-publish","format-standard","hentry","category-8-arrangeren"],"_links":{"self":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2282","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=2282"}],"version-history":[{"count":20,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2282\/revisions"}],"predecessor-version":[{"id":6806,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/posts\/2282\/revisions\/6806"}],"wp:attachment":[{"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/media?parent=2282"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/categories?post=2282"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.krammer.nl\/blog\/wp-json\/wp\/v2\/tags?post=2282"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}