{"id":11690,"date":"2011-06-13T15:27:33","date_gmt":"2011-06-13T15:27:33","guid":{"rendered":"http:\/\/blogs.oulipo.net\/qc\/?page_id=11690"},"modified":"2011-06-13T15:33:26","modified_gmt":"2011-06-13T15:33:26","slug":"chapitre-5-%e2%80%94-nombres","status":"publish","type":"page","link":"https:\/\/blogs.oulipo.net\/qc\/description-du-sonnet-francais\/chapitre-5-%e2%80%94-nombres\/","title":{"rendered":"Chapitre 5 \u2014 Nombres"},"content":{"rendered":"

Dans ce chapitre, je fournis un certain nombre de <\/span>donn\u00e9es num\u00e9riques<\/span><\/span>, concernant certains des traits de la description formelle. Ces donn\u00e9es ne concerne pas la totalit\u00e9 des sonnets recens\u00e9s, pour diverses raisons\u00a0: – impossibilit\u00e9 de d\u00e9crire le texte, qui s\u2019\u00e9loigne trop des mod\u00e8les reconnus c\u2019est particuli\u00e8rement vrai pour le 20\u00e8me si\u00e8cle \u2013 impossibilit\u00e9 de v\u00e9rifier les nombres recueillis en un premier examen, le livre ayant \u00e9t\u00e9 d\u00e9clar\u00e9 entre temps \u2018hors d\u2019usage\u2019 par la Biblioth\u00e8que Nationale et non transf\u00e9r\u00e9 sur microfiche ou microfilm (c\u2019est souvent le cas pour les livres de la fin du dix-neuvi\u00e8me si\u00e8cle) \u2013 omissions involontaires \u2013 livres en partie non coup\u00e9s, etc.
\nPour dresser ces bilans, trait par trait, j\u2019ai divis\u00e9 la p\u00e9riode examin\u00e9e en 17 tranches temporelles , de dix ans chacune(sauf pour les derni\u00e8res). Pour chaque tranche chronologique et chacun des traits examin\u00e9s j\u2019ai compt\u00e9
\nle nombre de sonnets pr\u00e9sentant le trait en question
\nle nombre de sources o\u00f9 un sonnet au moins le pr\u00e9sente.
\n(cette distinction est n\u00e9cessaire qui r\u00e9duit partiellement l\u2019effet perturbateur des ouvrages comportant un grand nombre de sonnets, sur-repr\u00e9sent\u00e9s dans le bilan a) par rapport \u00e0 ceux qui n\u2019en ont qu\u2019un tr\u00e8s petit nombre).
\nJe divise cette pr\u00e9sentation num\u00e9rique en deux parties. Dans la premi\u00e8re je fais le bilan <\/span>quantitatif<\/span><\/span> des donn\u00e9es, pour chacun des traits principaux de la description formelle\u00a0: les formules des quatrains, les formules des tercets, les m\u00e8tres. Dans chaque cas je distingue les nombres de sonnets de tel type et les nombres de sources contenant des sonnets de ce type. Dans la seconde partie j\u2019essayerai de d\u00e9crire tr\u00e8s sommairement l\u2019\u00e9volution de la forme au cours des deux si\u00e8cles ou presque o\u00f9 je l\u2019ai \u00e9tudi\u00e9e. <\/span><\/p>\n

<\/span>Premi\u00e8re partie<\/span><\/span><\/span><\/p>\n

A <\/span>Quantit\u00e9s<\/strong><\/span><\/span><\/p>\n

R\u00e9partis selon les tranches chronologiques, on trouve ci-dessous la liste des nombres de sonnets et de sources qui ont \u00e9t\u00e9 recens\u00e9s, et pour la plus grande partie analys\u00e9s (le premier nombre indique les sources). <\/span><\/p>\n

<\/span><\/span>I 12-23\tII 19-292\tIII 23-92\tIV 86-929\tV 117-886\tVI 150-1803\t\tVII 186- 3374\tVIII 193-6404\tIX 320-7740\tX 284-7385
\nXI 272-7127\t\tXII 127-2926\tXIII 90-2512\tXIV 40-1644
\nXV 29-978\t\tXVI 19-555\t\tXVII 43-1027<\/span><\/span><\/span><\/p>\n

<\/span><\/span>2010-47416<\/strong><\/span><\/span><\/p>\n

La quantit\u00e9 de sonnets dans chaque source (livres, revues, .. ) varie beaucoup\u00a0: de 1 \u00e0 800 ( )\u00a0; la moyenne est d\u2019un peu plus d\u2019une vingtaine.<\/span><\/p>\n


\nB <\/span>Bilan des quatrains<\/strong><\/span><\/span><\/p>\n

1\tNombres <\/strong><\/span><\/span><\/p>\n

Q1 <\/span><\/span>aabb aabb<\/strong><\/span><\/span> I \tII \tIII 5\tIV 11\tV 22\tVI 72\tVII 38\tVI<\/span><\/span>II<\/span><\/span> 142IX 72\tX 143
\nXI 483\tXII 22\tXIII 6\tXIV 4\tXV \tXVI 15\tXVII 1 <\/span><\/span>1031<\/strong><\/span><\/span><\/p>\n

Q2 <\/span><\/span>aabb abab<\/strong><\/span><\/span> I \tII \tIII \tIV\tV 1\tVI 2\tVII 2\tVIII 9\tIX 6\tX 11
\nXI 11\tXII 1\tXIII \tXIV 2\tXV\tXVI \tXVII <\/span><\/span>45<\/strong><\/span><\/span><\/p>\n

Q3 <\/span><\/span>aabb abba<\/strong><\/span><\/span> I \tII 1 \tIII \tIV\tV 1\tVI 2\tVII 5\tVIII 8\tIX 8\tX 2
\nXI 14\tXII 1\tXIII \tXIV 2\tXV\tXVI \tXVII <\/span><\/span>44<\/strong><\/span><\/span><\/p>\n

Q4 <\/span><\/span>aabb baab<\/strong><\/span><\/span> I \tII\tIII \tIV\tV\tVI\tVII 1\tVIII\tIX\tX
\nXI 1\tXII 2\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

Q5 <\/span><\/span>aabb baba<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII\tVIII\tIX 1\tX 3
\nXI 3\tXII\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>7<\/strong><\/span><\/span><\/p>\n

Q6 <\/span><\/span>aabb bbaa<\/strong><\/span><\/span> I \tII 1 \tIII \tIV\tV\tVI 2\tVII 3\tVIII 1\tIX 1\tX
\nXI \tXII 1\tXIII 2\tXIV\tXV\tXVI \tXVII <\/span><\/span>11<\/strong><\/span><\/span><\/p>\n

Q7 <\/span><\/span>abab aabb <\/strong><\/span><\/span> I \tII\tIII \tIV\tV\tVI\tVII 1\tVIII\tIX 1\tX 1<\/span><\/span>
\n<\/strong><\/span><\/span> XI 8\tXII\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>11<\/strong><\/span><\/span><\/p>\n

Q8 <\/span><\/span>abab abab<\/strong><\/span><\/span> I 2 \tII 83 \tIII 33\tIV 230\tV 388\tVI 704\tVII <\/span><\/span>1217<\/span><\/span> V<\/span><\/span>III<\/span><\/span> <\/span><\/span>1663<\/span><\/span> IX<\/span><\/span> 1374<\/span><\/span> X 1804
\nXI 1003\tXII 384 <\/span><\/span>XIII 469<\/span><\/span> <\/span><\/span>XIV 107<\/span><\/span> XV 97\tXVI 61\tXVII 75 <\/span><\/span>9694<\/strong><\/span><\/span><\/p>\n

Q9 <\/span><\/span>abab abba<\/strong><\/span><\/span> I \tII \tIII 1\tIV 12\tV 14\tVI 27\tVII 59 <\/span><\/span>VIII<\/span><\/span> 120\tIX 105\tX 95
\nXI 72\tXII 35\tXIII 23\tXIV 5\tXV 9\tXVI \tXVII 3 <\/span><\/span>580<\/strong><\/span><\/span><\/p>\n

Q10 <\/span><\/span>abab baab<\/strong><\/span><\/span> I \tII \tIII 1\tIV 5\tV 15\tVI 25\tVII 74 <\/span><\/span>VIII<\/span><\/span> 136 IX 108\tX 68
\nXI 62\tXII 35\tXIII 19\tXIV 11\tXV 14\tXVI 1\tXVII 3 <\/span><\/span>577<\/strong><\/span><\/span><\/p>\n

Q11 <\/span><\/span>abab baba<\/strong><\/span><\/span> I\tII 2\tIII \tIV 16\tV 37\tVI 38\tVII 91 <\/span><\/span>VIII<\/span><\/span> 135\tIX 131\tX 161
\nXI 94\tXII 40\tXIII 44\tXIV 15\tXV 36\tXVI 16\tXVII 4 <\/span><\/span>860<\/strong><\/span><\/span><\/p>\n

Q12 <\/span><\/span>abab bbaa<\/strong><\/span><\/span> I\tII \tIII \tIV\tV\tVI\tVII\tVIII\tIX\tX 1
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q13 <\/span><\/span>abba aabb<\/strong><\/span><\/span> I\tII 1\tIII \tIV\tV\tVI\tVII 1\tVIII 4\tIX\tX
\n<\/span><\/span>6<\/strong><\/span><\/span><\/p>\n

Q14 <\/span><\/span>abba abab<\/strong><\/span><\/span> I 2 \tII \tIII \tIV 6\tV 11\tVI 22\tVII 59 <\/span><\/span>VIII<\/span><\/span> 138\tIX 107\tX 116
\nXI 51\tXII 19\tXIII 20\tXIV 3\tXV 29\tXVI 5\tXVII 1 <\/span><\/span>589<\/strong><\/span><\/span><\/p>\n

Q15 <\/span><\/span>abba abba<\/strong><\/span><\/span> <\/span><\/span>I 4 \tII 198\tIII 120 <\/span><\/span>IV 582\tV 329\tVI 720\tVII 1207\tVIII3190 IX 4048\tX 3799<\/span><\/span>
\n<\/span><\/span>XI 4334\tXII 1839\tXIII 1291\tXIV 817\tXV 481\tXVI 139\tXVII 398 <\/span><\/span>23496<\/strong><\/span><\/span><\/p>\n

Q16 <\/span><\/span>abba baab<\/strong><\/span><\/span> I\tII \tIII \tIV 26\tV 50\tVI 51\tVII 172 <\/span><\/span>VIII 366\tIX 373<\/span><\/span> X 620
\nXI 501\tXII 219 <\/span><\/span>XIII<\/span><\/span> 169\tXIV 80\tXV 86\tXVI \tXVII 7 <\/span><\/span>2720<\/strong><\/span><\/span><\/p>\n

Q17 <\/span><\/span>abba baba<\/strong><\/span><\/span> I\tII \tIII 1\tIV 8\tV 7\tVI 30\tVII 66 <\/span><\/span>VIII 109<\/span><\/span> IX 120\tX 81
\nXI 108\tXII 14\tXIII 16\tXIV 5\tXV 17\tXVI 1\tXVII 2 <\/span><\/span>585<\/strong><\/span><\/span><\/p>\n

Q18 <\/span><\/span>abba bbaa<\/strong><\/span><\/span> I\tII 1\tIII \tIV\tV\tVI 2\tVII 4\tVIII 1\tIX 1\tX 5
\nXI 11\tXII\tXIII \tXIV 1\tXV\tXVI \tXVII <\/span><\/span>26<\/strong><\/span><\/span><\/p>\n


\nQ19 <\/span><\/span>aabb aab’b’<\/strong><\/span><\/span> I\tII \tIII \tIV\tV\tVI\tVII\tVIII\tIX 1\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q20 <\/span><\/span>aabb ab’ab’ <\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q21 <\/span><\/span>aabb ab’b’a<\/strong><\/span><\/span> I\tII \tIII \tIV\tV\tVI\tVII\tVIII 1\tIX\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q22 <\/span><\/span>aabb bba’a’ <\/strong><\/span><\/span><\/p>\n

Q23 <\/span><\/span>aabb ba’ba’ <\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI 1\tVII\tVIII\tIX\tX<\/span><\/span>
\n<\/strong><\/span><\/span> <\/span><\/span> 1<\/strong><\/span><\/span><\/p>\n

Q24 <\/span><\/span>aabb ba’a’b<\/strong><\/span><\/span> I\tII 1\tIII \tIV\tV\tVI\tVII\tVIII\tIX\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q25 <\/span><\/span>aabb a’bba’ <\/strong><\/span><\/span><\/p>\n

Q26 <\/span><\/span>aabb a’ba’b<\/strong><\/span><\/span> I \tII \tIII \tIV 1\tV 1\tVI\tVII\tVIII\tIX\tX
\nXI \tXII 1\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

Q27 <\/span><\/span>aabb a’a’bb<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q28 <\/span><\/span>aabb b’aab<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q29 <\/span><\/span>aabb b’ab’a <\/strong><\/span><\/span><\/p>\n

Q30 <\/span><\/span>aabb b’b’aa <\/strong><\/span><\/span><\/p>\n

Q31 <\/span><\/span>abab aab’b’<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q32 <\/span><\/span>abab ab’ab’<\/strong><\/span><\/span> I \tII 1\tIII \tIV\tV\tVI 1\tVII 5\tVIII 11\tIX 6\tX 1
\nXI 4\tXII 3\tXIII 7\tXIV 1\tXV 1\tXVI \tXVII 1 <\/span><\/span>42<\/strong><\/span><\/span><\/p>\n

Q33 <\/span><\/span>abab ab’b’a<\/strong><\/span><\/span> I \tII \tIII \tIV 1\tV 1\tVI\tVII\tVIII\tIX 1\tX 2
\nXI 1\tXII\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

Q34 <\/span><\/span>abab bba’a’ <\/strong><\/span><\/span><\/p>\n

Q35 <\/span><\/span>abab ba’ba’<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII 1\tVIII\tIX 1\tX
\nXI 1\tXII\tXIII \tXIV\tXV 1\tXVI \tXVII 1 <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

Q36 <\/span><\/span>abab ba’a’b <\/strong><\/span><\/span> I \tII \tIII \tIV 1\tV 1\tVI\tVII 7\tVIII\tIX 4\tX 2<\/span><\/span>
\n<\/strong><\/span><\/span> XI 1\tXII\tXIII 1\tXIV\tXV\tXVI \tXVII <\/span><\/span>17<\/strong><\/span><\/span><\/p>\n

Q37 <\/span><\/span>abab a’bba’ <\/strong><\/span><\/span> I \tII 1\tIII \tIV\tV\tVI 1\tVII 5\tVIII\tIX\tX 2<\/span><\/span>
\n<\/strong><\/span><\/span> XI 1\tXII\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>10<\/strong><\/span><\/span><\/p>\n

Q38 <\/span><\/span>abab a’ba’b<\/strong><\/span><\/span> I 1 \tII 1\tIII \tIV\tV 1\tVI\tVII 4\tVIII 3\tIX 6\tX 3
\nXI 1\tXII 1\tXIII 1\tXIV\tXV 1\tXVI \tXVII 2 <\/span><\/span>25<\/strong><\/span><\/span><\/p>\n

Q39 <\/span><\/span> abab a’a’bb <\/strong><\/span><\/span><\/p>\n

Q40 <\/span><\/span>abab b’aab’<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q41 <\/span><\/span>abab b’ab’a <\/strong><\/span><\/span> I \tII 1\tIII \tIV\tV\tVI\tVII\tVIII\tIX\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI \tXII\tXIII 1\tXIV\tXV\tXVI \tXVII <\/span><\/span>1<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q42 abab b’b’aa<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q43 <\/span><\/span>abba aab’b’<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII\tVIII\tIX 1\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q44 <\/span><\/span>abba ab’ab’<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII 3\tVIII\tIX\tX
\nXI 1\tXII\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

Q45 <\/span><\/span>abba ab’b’a<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII\tVIII\tIX 1\tX 2
\nXI 19\tXII 6\tXIII 4\tXIV 6\tXV 2\tXVI 2\tXVII 5 <\/span><\/span>47<\/strong><\/span><\/span><\/p>\n

Q46 <\/span><\/span>abba bba’a’<\/strong><\/span><\/span> <\/span><\/span><\/p>\n


\nQ47 <\/span><\/span>abba ba’ba’<\/strong><\/span><\/span> I \tII \tIII \tIV 1\tV 1\tVI\tVII 2\tVIII 1\tIX\tX 1
\n<\/span><\/span>6<\/strong><\/span><\/span><\/p>\n

Q48 <\/span><\/span>abba ba’a’b<\/strong><\/span><\/span> I \tII 1\tIII \tIV\tV\tVI 1\tVII\tVIII 1\tIX 4\tX 4
\nXI 5\tXII 1\tXIII 1\tXIV\tXV\tXVI \tXVII 1 <\/span><\/span>19<\/strong><\/span><\/span><\/p>\n

Q49 <\/span><\/span>abba a’bba\u2019<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII\tVIII\tIX\tX
\nXI 1\tXII 1\tXIII \tXIV 1\tXV\tXVI \tXVII <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

Q50 <\/span><\/span>abba a’ba’b<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q51 <\/span><\/span>abba a’a’bb<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q52 <\/span><\/span>abba b’aab’<\/strong><\/span><\/span> I \tII \tIII \tIV\tV 1\tVI\tVII 1\tVIII 1\tIX 2\tX 2
\nXI 2\tXII\tXIII 1\tXIV\tXV 1\tXVI \tXVII 1 <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

Q53 <\/span><\/span>abba b’ab’a<\/strong><\/span><\/span> I \tII 1\tIII \tIV\tV 1\tVI\tVII 1\tVIII 2\tIX\tX
\nXI 1\tXII 1\tXIII \tXIV\tXV\tXVI \tXVII <\/span><\/span>6<\/strong><\/span><\/span><\/p>\n

Q54 <\/span><\/span>abba b’b’aa<\/strong><\/span><\/span> <\/span><\/span><\/p>\n


\nQ55 <\/span><\/span>aabb a’a’b’b’ <\/strong><\/span><\/span> I \tII \tIII \tIV 2\tV 2\tVI\tVII 6\tVIII 2\tIX 13\tX 6<\/span><\/span>
\n<\/strong><\/span><\/span> XI 16\tXII 3\tXIII 3\tXIV 1\tXV\tXVI \tXVII 1 <\/span><\/span>55<\/strong><\/span><\/span><\/p>\n

Q56 <\/span><\/span>aabb a’b’a’b’ <\/strong><\/span><\/span> I \tII \tIII \tIV 1\tV 1\tVI 1\tVII\tVIII\tIX 1\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI 3\tXII\tXIII \tXIV\tXV 1\tXVI \tXVII <\/span><\/span>8<\/strong><\/span><\/span><\/p>\n

Q57 <\/span><\/span>aabb a’b’b’a’<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI\tVII 4\tVIII\tIX 2\tX 1
\nXI 3\tXII\tXIII \tXIV\tXV\tXVI \tXVII 1 <\/span><\/span>11<\/strong><\/span><\/span><\/p>\n

Q58 <\/span><\/span>abab a’a’b’b’ <\/strong><\/span><\/span> I \tII \tIII \tIV 1\tV 1\tVI\tVII 4\tVIII 1\tIX 3\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI 2\tXII\tXIII 1\tXIV\tXV\tXVI \tXVII 1 <\/span><\/span>14<\/strong><\/span><\/span><\/p>\n

Q59 <\/span><\/span>abab a’b’a’b’<\/strong><\/span><\/span> I 4 \tII 1\tIII \tIV 51\tV 17\tVI 33\tVII 105 <\/span><\/span>VIII 188<\/span><\/span> IX 178\tX 143
\nXI 122\tXII 37\tXIII 65\tXIV 7\tXV 5\tXVI \tXVII 54 <\/span><\/span>1010<\/strong><\/span><\/span><\/p>\n

Q60 <\/span><\/span>abab a’b’b’a’<\/strong><\/span><\/span> I \tII 1\tIII \tIV\tV\tVI 1\tVII 30\tVIII 5\tIX\tX 46
\nXI 32\tXII 5\tXIII 5\tXIV 1\tXV 1\tXVI \tXVII 14 <\/span><\/span>141<\/strong><\/span><\/span><\/p>\n

Q61 <\/span><\/span>abba a’a’b’b’<\/strong><\/span><\/span> I \tII \tIII \tIV\tV\tVI 1\tVII\tVIII\tIX\tX 3
\nXI 13\tXII\tXIII 1\tXIV\tXV\tXVI \tXVII <\/span><\/span>18<\/strong><\/span><\/span><\/p>\n

Q62 <\/span><\/span>abba a’b’a’b’<\/strong><\/span><\/span> I \tII 4\tIII \tIV\tV\tVI\tVII 7\tVIII 6\tIX 3\tX 7
\nXI 39\tXII 14\tXIII 2\tXIV 3\tXV\tXVI \tXVII 14 <\/span><\/span>99<\/strong><\/span><\/span><\/p>\n

Q63 <\/span><\/span>abba a’b’b’a’<\/strong><\/span><\/span> I 4 \tII \tIII 2\tIV 3\tV 3\tVI 9\tVII 160\tVIII 42\tIX 125\tX 206
\nXI 222\tXII 43 <\/span><\/span>XIII 60<\/span><\/span> XIV 28\tXV 8\tXVI 2\tXVII 26 <\/span><\/span>943<\/strong><\/span><\/span><\/p>\n

Nombre total de quatrains analys\u00e9s <\/span>42616<\/strong><\/span><\/p>\n

1 Sur les 63 types de quatrains \u2018normaux\u2019, 47 sont repr\u00e9sent\u00e9s (voir la liste des octaves anormaux du choix\u00a0; il y en a peu en tout). Tous les types \u00e0 2 et \u00e0 4 rimes sont pr\u00e9sents.
\n2 Ce sont donc seuls des types \u00e0 <\/span>3 rimes<\/span><\/span> qui sont absents, presque la moiti\u00e9 du total possible. M\u00eame repr\u00e9sent\u00e9s, ces types ne le sont que par tr\u00e8s peu d\u2019exemples\u00a0: <\/span>210<\/strong><\/span> en tout. Les moins rares sont <\/span>Q32 (<\/span><\/span>abab ab’ab’)<\/strong><\/span><\/span> <\/span><\/span>avec 42 exemples, <\/span>Q38 <\/span><\/span>abab a’ba’b, <\/strong><\/span><\/span>25, <\/span>Q45 (<\/span><\/span>abba ab’b’a)<\/strong><\/span><\/span>, 47 et <\/span>Q48 (<\/span><\/span>abba ba’a’b<\/strong><\/span><\/span>)<\/strong><\/span> 19. Les trois premiers sont ceux o\u00f9 est introduite dans un deuxi\u00e8me quatrain, de m\u00eame type que le premier, une nouvelle rime. (Ces trois sortes de quatrains sont assez fr\u00e9quents dans le sonnet anglais du 19<\/span>\u00e8me<\/span><\/sup> si\u00e8cle). Plusieurs types sont des \u2018unicum\u2019.
\n3 Les quatrains \u00e0 <\/span>4 rimes<\/span><\/span> sont plus nombreux que ceux \u00e0 trois rimes, <\/span>2299<\/strong><\/span> en tout, un peu plus de 5% du total des quatrains \u00e9tudi\u00e9s. Dominent tr\u00e8s largement les types Q59 (<\/span>abab a\u2019b\u2019a\u2019b\u2019)<\/strong><\/span> et Q63 (<\/span>abba a\u2019b\u2019b\u2019a\u2019),<\/strong><\/span> o\u00f9 les deux quatrains sont de m\u00eame structure (altern\u00e9s pour Q59, embrass\u00e9s pour Q63), mais sur des rimes diff\u00e9rentes. (Ces types de quatrains sont de r\u00e8gle dans le sonnet dit \u2018shakespearien\u2019 (et sa variante, \u00e0 quatrains embrass\u00e9s)).
\n4 Les quatrains les plus fr\u00e9quents sont donc ceux \u00e0 <\/span>deux rimes<\/span><\/span> seulement, ceux qui v\u00e9rifient la \u2018r\u00e8gle de la quadruple rime\u2019 vant\u00e9e par Th\u00e9ophile Gautier, et qui ne cesse de fasciner les m\u00e9triciens. On remarque que <\/span>2508<\/strong><\/span> exemples la violent, plus de 6% du total, ce qui est loin d\u2019\u00eatre n\u00e9gligeable. En outre, parmi les 18 types, 10 (Q1 \u00e0 Q7, Q12, Q13 et Q18) ont un quatrain \u00e0 rimes plates (qui n\u2019est pas exclu par la r\u00e8gle\u00a0!). Ces types repr\u00e9sentent relativement peu d\u2019exemples, mais pas mal quand m\u00eame\u00a0: <\/span>1196<\/strong><\/span>, dont <\/span>1031<\/strong><\/span> pour les sonnets \u00e0 quatrains identiques et plats (Q1), plus de deux et demi pour cent du total\u00a0!
\n5 Le quatrain \u2018r\u00e9gulier\u2019 par excellence, Q15 <\/span>(abba abba)<\/strong><\/span>, p\u00e9trarquiste, ronsardien et banvillien domine largement, avec <\/span>23496<\/strong><\/span> repr\u00e9sentants, presque 60% du total. C\u2019est beaucoup, mais c\u2019est quand m\u00eame peu, si on pense que la forme sonnet est soumise \u00e0 des r\u00e8gles. M\u00eame si on ajoute \u00e0 ce nombre la contribution des quatrains altern\u00e9s (Q8 <\/span>abab abab<\/strong><\/span>) qui est de <\/span>9694<\/strong><\/span> (un peu moins de la moiti\u00e9 de Q15), on n\u2019arrive qu\u2019\u00e0 <\/span>33190<\/strong><\/span>, ce qui laisse <\/span>7615<\/strong><\/span> sonnets (18%) \u2018irr\u00e9guliers\u2019 selon tous les m\u00e9triciens\u00a0!
\n6 Deux des types restants sont construits sur la m\u00eame forme de quatrains\u00a0: Q11 (<\/span>abab baba<\/strong><\/span>) a des quatrains altern\u00e9s et <\/span>860 <\/strong><\/span>exemples. Q16 (<\/span>abab baab)<\/strong><\/span> des quatrains embrass\u00e9s et <\/span>2720<\/strong><\/span> sonnets, ce qui en fait le troisi\u00e8me type par ordre de fr\u00e9quence.
\n7 Deux types d\u2019octaves Q9 (<\/span>abab abba)<\/strong><\/span> et Q10 (<\/span>abab baab<\/strong><\/span>) font suivre un quatrain altern\u00e9 d\u2019un quatrain embrass\u00e9\u00a0; deux autres Q14 (<\/span>abba abab)<\/strong><\/span> et Q17 (<\/span>abba baba<\/strong><\/span>) font l\u2019inverse. Leurs contributions sont \u00e0 peu pr\u00e8s \u00e9quivalentes\u00a0: Q9\u00a0: <\/span>580\u00a0;<\/strong><\/span> Q10\u00a0: <\/span>577<\/strong><\/span> ; Q14\u00a0: <\/span>589<\/strong><\/span> ; Q17\u00a0:<\/span>585<\/strong><\/span>. <\/span><\/p>\n


\n<\/span><\/span>2\tSources<\/strong><\/span><\/span><\/p>\n

Q1 <\/span><\/span>aabb aabb<\/strong><\/span><\/span> I\tII\tIII 3\tIV 4\tV 11\tVI 17\tVII 22\tVIII 29\tIX 30\tX 21
\nXI 32\tXII 13\tXIII 3\tXIV 4\tXV 0\tXVI 15\tXVII 1 <\/span><\/span>205<\/strong><\/span><\/span><\/p>\n

Q2 <\/span><\/span>aabb abab<\/strong><\/span><\/span> I\tII\tIII\tIV\tV 1\tVI 2\tVII 2\tVIII 4\tIX 2\tX 7
\nXI 6\tXII 1\tXIII\tXIV 2\tXV\tXVI\tXVII <\/span><\/span>27<\/strong><\/span><\/span><\/p>\n

Q3 <\/span><\/span>aabb abba<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV 1\tVI 2\tVII 4\tVIII 6\tIX 7\tX 2
\nXI 2\tXII 1\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>26<\/strong><\/span><\/span><\/p>\n

Q4 <\/span><\/span>aabb baab<\/strong><\/span><\/span> I 1\tII\tIII\tIV\tV\tVI\tVII\tVIII\tIX\tX
\nXI 1\tXII 2\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

Q5 <\/span><\/span>aabb baba<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII\tVIII\tIX\tX
\nXI 3\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

Q6 <\/span><\/span>aabb bbaa<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV \tVI 2\tVII 3\tVIII 4\tIX 5\tX 2
\nXI\tXII 1\tXIII 2\tXIV\tXV\tXVI\tXVII <\/span><\/span>20<\/strong><\/span><\/span><\/p>\n

Q7 <\/span><\/span>abab aabb <\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV 1\tVI 2\tVII 4\tVIII 4\tIX 5\tX 6<\/span><\/span>
\n<\/strong><\/span><\/span> XI 5\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>22<\/strong><\/span><\/span><\/p>\n

Q8 <\/span><\/span>abab abab<\/strong><\/span><\/span> I 1\tII 11\tIII 12\tIV 49\tV 70\tVI 102\tVII 130 <\/span><\/span>VIII<\/span><\/span> 116\tIX 158\tX 132
\nXI 164\tXII 54\tXIII 35\tXIV 17\tXV 11\tXVI 6\tXVII 6 <\/span><\/span>1074<\/strong><\/span><\/span><\/p>\n

Q9 <\/span><\/span>abab abba<\/strong><\/span><\/span> I\tII\tIII\tIV 11\tV 10\tVI 18\tVII 20\tVIII 33\tIX 29\tX 29
\nXI 36\tXII 27\tXIII 13\tXIV 2\tXV 2\tXVI\tXVII 3 <\/span><\/span>223<\/strong><\/span><\/span><\/p>\n

Q10 <\/span><\/span>abab baab<\/strong><\/span><\/span> I\tII\tIII\tIV 4\tV 8\tVI 14\tVII 25\tVIII 23\tIX 42\tX 30
\nXI 28\tXII 16\tXIII 8\tXIV 4\tXV 1\tXVI 1\tXVII 3 <\/span><\/span>199<\/strong><\/span><\/span><\/p>\n

Q11 <\/span><\/span>abab baba<\/strong><\/span><\/span> I\tII 2\tIII\tIV 6\tV 14\tVI 13\tVII 35\tVIII 41\tIX 58\tX 45
\nXI 49\tXII 21\tXIII 13\tXIV 5\tXV 6\tXVI 3\tXVII 3 <\/span><\/span>312<\/strong><\/span><\/span><\/p>\n

Q12 <\/span><\/span>abab bbaa<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII\tVIII\tIX\tX 1
\nXI\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q13 <\/span><\/span>abba aabb<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI\tVII 1\tVIII 4\tIX\tX
\nXI\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>6<\/strong><\/span><\/span><\/p>\n

Q14 <\/span><\/span>abba abab<\/strong><\/span><\/span> I 2\tII \tIII\tIV 5\tV 7\tVI 10\tVII 22\tVIII 27\tIX 35\tX 32
\nXI 27\tXII 13\tXIII 8\tXIV 1\tXV 4\tXVI 2\tXVII <\/span><\/span>195<\/strong><\/span><\/span><\/p>\n

Q15 <\/span><\/span>abba abba<\/strong><\/span><\/span> I 2\tII 8\tIII 11\tIV 12\tV 67\tVI 76\tVII 96 <\/span><\/span>VIII<\/span><\/span> 132\tIX 213\tX 173
\nXI 148\tXII 105\tXIII 59\tXIV 27\tXV 17\tXVI 12\tXVII 16 <\/span><\/span>1164<\/strong><\/span><\/span><\/p>\n

Q16 <\/span><\/span>abba baab<\/strong><\/span><\/span> I\tII\tIII\tIV 10\tV 18\tVI 37\tVII 45\tVIII 62\tIX 53\tX 85
\nXI 105\tXII 45\tXIII 28\tXIV 8\tXV 7\tXVI\tXVII 5 <\/span><\/span>508<\/strong><\/span><\/span><\/p>\n

Q17 <\/span><\/span>abba baba<\/strong><\/span><\/span> I\tII\tIII\tIV 3\tV 5\tVI 16\tVII 26\tVIII 34\tIX 33\tX 30
\nXI 43\tXII 12\tXIII 8\tXIV 2\tXV 4\tXVI 1\tXVII 2 <\/span><\/span>219<\/strong><\/span><\/span><\/p>\n

Q18 <\/span><\/span>abba bbaa<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII 4\tVIII 1\tIX 1\tX 4
\nXI 6\tXII\tXIII\tXIV 1\tXV\tXVI\tXVII <\/span><\/span>18<\/strong><\/span><\/span><\/p>\n


\nQ19 <\/span><\/span>aabb aab’b’<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII\tVIII\tIX 1\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q20 <\/span><\/span>aabb ab’ab’ <\/strong><\/span><\/span><\/p>\n

Q21 <\/span><\/span>aabb ab’b’a<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII\tVIII 1\tIX\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q22 <\/span><\/span>aabb bba’a’ <\/strong><\/span><\/span><\/p>\n

Q23 <\/span><\/span>aabb ba’ba’ <\/strong><\/span><\/span><\/p>\n

Q24 <\/span><\/span>aabb ba’a’b<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI\tVII\tVIII\tIX\tX
\n<\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q25 <\/span><\/span>aabb a’bba’ <\/strong><\/span><\/span><\/p>\n

Q26 <\/span><\/span>aabb a’ba’b<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV 1\tVI\tVII\tVIII\tIX\tX
\n<\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

Q27 <\/span><\/span>aabb a’a’bb<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q28 <\/span><\/span>aabb b’aab<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q29 <\/span><\/span>aabb b’ab’a
\n<\/strong><\/span><\/span>
\nQ30 <\/span><\/span>aabb b’b’aa <\/strong><\/span><\/span><\/p>\n

Q31 <\/span><\/span>abab aab’b’<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q32 <\/span><\/span>abab ab’ab’<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII 2\tVIII 7\tIX 6\tX 1
\nXI 4\tXII 3\tXIII 5\tXIV 1\tXV 1\tXVI\tXVII 1 <\/span><\/span>33<\/strong><\/span><\/span><\/p>\n

Q33 <\/span><\/span>abab ab’b’a<\/strong><\/span><\/span> I \tII \tIII\tIV 1\tV\tVI\tVII 1\tVIII\tIX\tX 2
\nXI 1\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

Q34 <\/span><\/span>abab bba’a’ <\/strong><\/span><\/span><\/p>\n

Q35 <\/span><\/span>abab ba’ba’<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII 1\tVIII\tIX 1\tX
\nXI 1\tXII\tXIII\tXIV\tXV 1\tXVI\tXVII 1 <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

Q36 <\/span><\/span>abab ba’a’b <\/strong><\/span><\/span> I\tII\tIII\tIV\tV 1\tVI\tVII 3\tVIII\tIX 1\tX 1<\/span><\/span>
\n<\/strong><\/span><\/span> XI 1\tXII 3\tXIII 1\tXIV\tXV\tXVI\tXVII <\/span><\/span>11<\/strong><\/span><\/span><\/p>\n

Q37 <\/span><\/span>abab a’bba’ <\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII 2\tVIII\tIX\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI 1\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

Q38 <\/span><\/span>abab a’ba’b<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV 1\tVI\tVII 2\tVIII 3\tIX\tX 3
\nXI 1\tXII 1\tXIII 1\tXIV\tXV 1\tXVI\tXVII 2 <\/span><\/span>16<\/strong><\/span><\/span><\/p>\n

Q39 <\/span><\/span> abab a’a’bb <\/strong><\/span><\/span><\/p>\n

Q40 <\/span><\/span>abab b’aab’<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q41 <\/span><\/span>abab b’ab’a <\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII\tVIII\tIX\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI\tXII\tXIII 1\tXIV\tXV\tXVI\tXVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q42 <\/span><\/span>abab b’b’aa<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q43 <\/span><\/span>abba aab’b’<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII\tVIII\tIX\tX
\nXI\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

Q44 <\/span><\/span>abba ab’ab’<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII 3\tVIII\tIX\tX
\nXI 1\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

Q45 <\/span><\/span>abba ab’b’a<\/strong><\/span><\/span> I\tII\tIII\tIV 1\tV 1\tVI\tVII 2\tVIII 6\tIX 7\tX 6
\nXI 11\tXII 8\tXIII 4\tXIV 6\tXV 2\tXVI 2\tXVII 2 <\/span><\/span>57<\/strong><\/span><\/span><\/p>\n

Q46 <\/span><\/span>abba bba’a’<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q47 <\/span><\/span>abba ba’ba’<\/strong><\/span><\/span> I\tII\tIII\tIV 1\tV 1\tVI\tVII 2\tVIII\tIX\tX<\/span><\/span><\/p>\n

XI\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

Q48 <\/span><\/span>abba ba’a’b<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII\tVIII\tIX 4\tX 4
\nXI 5\tXII 1\tXIII 1\tXIV\tXV\tXVI\tXVII <\/span><\/span>17<\/strong><\/span><\/span><\/p>\n

Q49 <\/span><\/span>abba a’bba\u2019<\/strong><\/span><\/span>
\nXI 1\tXII\tXIII\tXIV 1\tXV\tXVI\tXVII <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

Q50 <\/span><\/span>abba a’ba’b<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII\tVIII\tIX\tX
\n<\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

Q51 <\/span><\/span>abba a’a’bb<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q52 <\/span><\/span>abba b’aab’<\/strong><\/span><\/span> I\tII\tIII\tIV 1\tV 1\tVI\tVII 1\tVIII\tIX 2\tX 2<\/span><\/span><\/p>\n

XI 2\tXII\tXIII 1\tXIV\tXV 1\tXVI\tXVII 1 <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

Q53 <\/span><\/span>abba b’ab’a<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV 1\tVI\tVII 1\tVIII 1\tIX\tX
\nXI 1\tXII\tXIII\tXIV\tXV\tXVI\tXVII <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

Q54 <\/span><\/span>abba b’b’aa<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

Q55 <\/span><\/span>aabb a’a’b’b’ <\/strong><\/span><\/span> I\tII\tIII\tIV 1\tV 2\tVI\tVII 4\tVIII 1\tIX 10\tX 4<\/span><\/span>
\n<\/strong><\/span><\/span> XI 10\tXII 2\tXIII 3\tXIV 1\tXV\tXVI\tXVII 1 <\/span><\/span>40<\/strong><\/span><\/span><\/p>\n

Q56 <\/span><\/span>aabb a’b’a’b’ <\/strong><\/span><\/span> I\tII\tIII\tIV 1\tV 1\tVI\tVII\tVIII\tIX 1\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI 3\tXII\tXIII\tXIV\tXV 1\tXVI\tXVII <\/span><\/span>7<\/strong><\/span><\/span><\/p>\n

Q57 <\/span><\/span>aabb a’b’b’a’<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII 2\tVIII\tIX 1\tX
\nXI 3\tXII\tXIII\tXIV\tXV\tXVI\tXVII 1 <\/span><\/span>7<\/strong><\/span><\/span><\/p>\n

Q58 <\/span><\/span>abab a’a’b’b’ <\/strong><\/span><\/span> I\tII\tIII\tIV 1\tV 1\tVI\tVII 4\tVIII\tIX 3\tX<\/span><\/span>
\n<\/strong><\/span><\/span> XI 1\tXII\tXIII 1\tXIV\tXV\tXVI\tXVII 1 <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

Q59 <\/span><\/span>abab a’b’a’b’<\/strong><\/span><\/span> I 2\tII 1\tIII\tIV 10\tV 9\tVI 15\tVII 27\tVIII 25\tIX 33\tX 31
\nXI 54\tXII 24\tXIII 21\tXIV 5\tXV 4\tXVI\tXVII 8 <\/span><\/span>267<\/strong><\/span><\/span><\/p>\n

Q60 <\/span><\/span>abab a’b’b’a’<\/strong><\/span><\/span> I\tII 1\tIII\tIV\tV\tVI 1\tVII 7\tVIII 6\tIX 6\tX 5
\nXI 22\tXII 4\tXIII 4\tXIV 1\tXV 1\tXVI\tXVII 3 <\/span><\/span>61<\/strong><\/span><\/span><\/p>\n

Q61 <\/span><\/span>abba a’a’b’b’<\/strong><\/span><\/span> I\tII\tIII\tIV\tV\tVI\tVII\tVIII\tIX\tX
\nXI 3\tXII\tXIII 1\tXIV\tXV\tXVI\tXVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

Q62 <\/span><\/span>abba a’b’a’b’<\/strong><\/span><\/span> I\tII 4\tIII\tIV 2\tV 2\tVI \tVII 7\tVIII 9\tIX 10\tX 14
\nXI 21\tXII 8\tXIII 2\tXIV 3\tXV\tXVI\tXVII 3 <\/span><\/span>85<\/strong><\/span><\/span><\/p>\n

Q63 <\/span><\/span>abba a’b’b’a’<\/strong><\/span><\/span> I 2\tII\tIII 2\tIV 3\tV 2\tVI 3\tVII 12\tVIII 16\tIX 31\tX 39
\nXI 67\tXII 26\tXIII 15\tXIV 6\tXV 4\tXVI 1\tXVII 9 <\/span><\/span>238<\/strong><\/span><\/span><\/p>\n

Nombre total de sources examin\u00e9es (rappel) <\/span>2010<\/strong><\/span><\/p>\n

1 \u2013 Un nombre \u00e0 peu pr\u00e8s \u00e9quivalent de sources pr\u00e9sentent des quatrains altern\u00e9s (<\/span>1074)<\/strong><\/span> ou embrass\u00e9s (<\/span>1164<\/strong><\/span>)\u00a0; et ceci dans \u00e0 peu pr\u00e8s la moiti\u00e9 du nombre total des sources. Ce qui veut dire que le choix malherbo-banvillien (quatrains embrass\u00e9s) ne l\u2019emporte pas d\u00e9cisivement sur son rival.
\n2 \u2013 Par ordre de fr\u00e9quence d\u00e9croissante on trouve en suite Q16 (<\/span>abba baab<\/strong><\/span>) avec <\/span>508<\/strong><\/span> sources.
\n3 \u2013 de 200 \u00e0 300 exemples environ (au moins 10% des sources), huit types\u00a0: Q11 (<\/span>abab baba\u00a0\u2013 312<\/strong><\/span>)\u00a0; Q59 (<\/span>abab a\u2019b\u2019a\u2019b\u2019<\/strong><\/span> \u2013 <\/span>267<\/strong><\/span>)\u00a0; Q63 (<\/span>abba a\u2019b\u2019b\u2019a\u2019 \u2013 238<\/strong><\/span>)\u00a0; Q9 (<\/span>abab abba \u2013 223<\/strong><\/span>)\u00a0; Q17 (<\/span>abab baba \u2013 217<\/strong><\/span>)\u00a0; Q1 (<\/span>aabb aabb \u2013 205<\/strong><\/span>)\u00a0; Q10 (<\/span>abab baab \u2013 199<\/strong><\/span>)\u00a0; Q14 (<\/span>abba abab \u2013 195<\/strong><\/span>).
\n4 – On remarque la forte pr\u00e9sence des octaves enti\u00e8rement plats. Si on y ajoute les octaves dont un quatrain est plat (Q2 \u00e0 Q7 –<\/span>102<\/strong><\/span> ; Q55 \u00e0 Q57 –<\/span>54<\/strong><\/span>) o arrive \u00e0 un total de <\/span>361<\/strong><\/span> sources arborant de la platitude. C\u2019est 18% environ. beaucoup.
\n5 \u2013 Aucun autre type de quatrains n\u2019atteint la centaine d\u2019exemples. Q2, Q3, Q6, Q32, Q45, Q55 et Q62 sont les seuls autres types \u00e0 d\u00e9passer 20 exemples, soit 1% des sources.
\n6 \u2013 Ces donn\u00e9es sont en bon accord avec les donn\u00e9es pr\u00e9c\u00e9dentes, portant sur le nombre total des sonnets de chaque type.
\n7 \u2013 La seule diff\u00e9rence nette est que cette fois la contribution des quatrains altern\u00e9s et embrass\u00e9s est \u00e0 peu pr\u00e8s la m\u00eame. Les auteurs de sonnets choisissent en nombre \u00e9gal d\u2019employer l\u2019un ou l\u2019autre de ces types\u00a0; mais utilisent plus le type dominant (embrass\u00e9s) que l\u2019autre. <\/span><\/p>\n


\n<\/span>C <\/span><\/span>Bilan des tercets<\/strong><\/span><\/span><\/p>\n

1\tNombres<\/strong><\/span><\/span><\/p>\n

T1 <\/span><\/span>ccc ccc <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X
\nXI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII 1 <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T2 <\/span><\/span>ccc cdd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X
\nXI 0 XII 0 XIII 2 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

T3 <\/span><\/span>ccc dcd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 1 X 1 <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

T4 <\/span><\/span>ccc ddc<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

T5 <\/span><\/span>ccc ddd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 3 VII 8 VIII 1 IX 2 X 15
\nXI 6 XII 2 XIII 2 XIV 1 XV 4 XVI 0 XVII <\/span><\/span>44<\/strong><\/span><\/span><\/p>\n

T6 <\/span><\/span>ccd ccd <\/strong><\/span><\/span> I 0 II 1 III 0 IV 8 V 6 VI 12 VII 17 VIII 51 IX 73 X 66
\nXI 54 XII 13 XIII 19 XIV 10 XV 47 XVI 1 XVII 2 <\/span><\/span>380<\/strong><\/span><\/span><\/p>\n

T7 <\/span><\/span>ccd cdc<\/strong><\/span><\/span> I 0 II 0 III 1 IV 0 V 2 VI 4 VII 3 VIII 13 IX 12 X 26
\nXI 20 XII 9 XIII 7 XIV 5 XV 2 XVI 9 XVII 4 <\/span><\/span>117<\/strong><\/span><\/span><\/p>\n

T8 <\/span><\/span>ccd cdd<\/strong><\/span><\/span> I 1 II 0 III 0 IV 1 V 2 VI 5 VII 5 VIII 24 IX 17 X 26<\/span><\/span>
\n<\/strong><\/span><\/span> XI 6 XII 5 XIII 1 XIV 5 XV 6 XVI 0 XVII <\/span><\/span>81<\/strong><\/span><\/span><\/p>\n

T9 <\/span><\/span>ccd dcc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 1 VIII 1 IX 1 X 2
\nXI 5 XII 0 XIII 4 XIV 1 XV 4 XVI 0 XVII <\/span><\/span>19<\/strong><\/span><\/span><\/p>\n

T10 <\/span><\/span>ccd dcd<\/strong><\/span><\/span> I 0 II 0 III 2 IV 0 V 6 VI 1 VII 6 VIII 15 IX 27 X 27
\nXI 9 XII 4 XIII 1 XIV 3 XV 7 XVI 0 XVII <\/span><\/span>108<\/strong><\/span><\/span><\/p>\n

T11 <\/span><\/span>ccd ddc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 2 VIII 3 IX 4 X 2
\nXI 1 XII 1 XIII 1 XIV 2 XV 2 XVI 0 XVII <\/span><\/span>18<\/strong><\/span><\/span><\/p>\n

T12 <\/span><\/span>ccd ddd
\n<\/strong><\/span><\/span> XI 1 XII 0 XIII 0 XIV 1 XV 0 XVI 0 XVII <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

T13 <\/span><\/span>cc dd ee<\/strong><\/span><\/span> I 0 II 0 III 1 IV 20 V 27 VI 38 VII 102 VIII 208 IX 123 X 323
\nXI 275 XII 82 XIII 71 XIV 57 XV 91 XVI 6 XVII 11 <\/span><\/span>1435<\/strong><\/span><\/span><\/p>\n

T14 <\/span><\/span>ccd ede<\/strong><\/span><\/span> I 7 II 72 III 39 IV 377 V 211 VI 280 VII 689 VIII 1695 IX 3347 X 2536
\nXI 3022 XII 1413 XIII 880 XIV 609 XV 184 XVI 141 XVII 421 <\/span><\/span>15923<\/strong><\/span><\/span><\/p>\n

T15 <\/span><\/span>ccd eed<\/strong><\/span><\/span> I 7 II 213 III 44 IV 637 V 565 VI 1160 VII 2146 VIII 3447 IX 2839 X 3343
\nXI 3178 XII 1233 XIII 986 XIV 436 XV 195 XVI 275 XVII 187 <\/span><\/span>20091<\/strong><\/span><\/span><\/p>\n

T16 <\/span><\/span>cdc ccd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 1 VII 3 VIII 1 IX 4 X 5
\nXI 4 XII 0 XIII 0 XIV 0 XV 0 XVI 1 XVII <\/span><\/span>20<\/strong><\/span><\/span><\/p>\n

T17 <\/span><\/span>cdc cdc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 3 VI 6 VII 5 VIII 3 IX 16 X 21
\nXI 9 XII 3 XIII 1 XIV 0 XV 0 XVI 1 XVII 1 <\/span><\/span>69<\/strong><\/span><\/span><\/p>\n

T18 <\/span><\/span>cdc cdd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 3 VI 1 VII 7 VIII 14 IX 1 X 22 <\/span><\/span>
\n<\/strong><\/span><\/span> XI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>48<\/strong><\/span><\/span><\/p>\n

T19 <\/span><\/span>cdc dcc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 3 VIII 1 IX 3 X 5
\nXI 6 XII 3 XIII 1 XIV 2 XV 0 XVI 3 XVII <\/span><\/span>27<\/strong><\/span><\/span><\/p>\n

T20 <\/span><\/span>cdc dcd<\/strong><\/span><\/span> I 1 II 1 III 0 IV 3 V 13 VI 17 VII 60 VIII 128 IX 128 X 91
\nXI 37 XII 65 XIII 39 XIV 6 XV 35 XVI 5 XVII 6 <\/span><\/span>635<\/strong><\/span><\/span><\/p>\n

T21 <\/span><\/span>cdc ddc<\/strong><\/span><\/span> I 0 II 0 III 1 IV 5 V 2 VI 15 VII 26 VIII 99 IX 68 X 66
\nXI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>282<\/strong><\/span><\/span><\/p>\n

T22 <\/span><\/span>cdc ddd <\/strong><\/span><\/span> I 2 II 0 III 1 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X
\nXI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

T23 <\/span><\/span>cdc dee<\/strong><\/span><\/span> I 1 II 1 III 0 IV 9 V 21 VI 46 VII 117 VIII 294 IX 211 X 304
\nXI 262 XII 83 XIII 164 XIV 90 XV 54 XVI 23 XVII 25 <\/span><\/span>1705<\/strong><\/span><\/span><\/p>\n

T24 <\/span><\/span>cdc ede<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 1 VII 0 VIII 2 IX 13 X 29
\nXI 63 XII 12 XIII 13 XIV 6 XV 23 XVI 19 XVII 3 <\/span><\/span>184<\/strong><\/span><\/span><\/p>\n

T25 <\/span><\/span>cdc eed <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 1 VIII 3 IX 4 X 29
\nXI 12 XII 8 XIII 1 XIV 0 XV 4 XVI 0 XVII 1 <\/span><\/span>63<\/strong><\/span><\/span><\/p>\n

T26 <\/span><\/span>cdd ccc<\/strong><\/span><\/span> <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T27 <\/span><\/span>cdd ccd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 2 V 4 VI 5 VII 9 VIII 30 IX 23 X 36
\nXI 6 XII 5 XIII 4 XIV 3 XV 7 XVI 0 XVII 2 <\/span><\/span>136<\/strong><\/span><\/span><\/p>\n

T28 <\/span><\/span>cdd cdc<\/strong><\/span><\/span> I 0 II 1 III 0 IV 5 V 5 VI 12 VII 34 VIII 66 IX 48 X 64
\nXI 46 XII 16 XIII 12 XIV 4 XV 13 XVI 2 XVII 1 <\/span><\/span>329<\/strong><\/span><\/span><\/p>\n

T29 <\/span><\/span>cdd cdd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 1 VII 8 VIII 7 IX 12 X 7
\nXI 5 XII 7 XIII 1 XIV 1 XV 3 XVI 1 XVII 1 <\/span><\/span>55<\/strong><\/span><\/span><\/p>\n

T30 <\/span><\/span>cdd cee <\/strong><\/span><\/span> I 1 II 0 III 3 IV 11 V 28 VI 100 VII 192 VIII 325 IX 251 X 279
\nXI 278 XII 92 XIII 155 XIV 68 XV 38 XVI 18 XVII 20 <\/span><\/span>1859<\/strong><\/span><\/span><\/p>\n

T31 <\/span><\/span>cdd dcc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 0 VII 0 VIII 0 IX 3 X 1
\nXI 1 XII 0 XIII 0 XIV 1 XV 2 XVI 0 XVII <\/span><\/span>9<\/strong><\/span><\/span><\/p>\n

T32 <\/span><\/span>cdd dcd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 2 X 3
\nXI 0 XII 0 XIII 0 XIV 0 XV 3 XVI 0 XVII <\/span><\/span>8<\/strong><\/span><\/span><\/p>\n

T33 <\/span><\/span>cdd ddc <\/strong><\/span><\/span> I 0 II 0 III 0 IV 3 V 0 VI 1 VII 0 VIII 0 IX 1 X 2
\nXI 3 XII 2 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

T34 <\/span><\/span>cdd ece<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 1 VI 0 VII 0 VIII 0 IX 0 X 2
\nXI 5 XII 0 XIII 0 XIV 3 XV 0 XVI 1 XVII 2 <\/span><\/span>14<\/strong><\/span><\/span><\/p>\n

T35 <\/span><\/span>cdd eec<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 1 X 6
\nXI 2 XII 3 XIII 0 XIV 3 XV 0 XVI 0 XVII 1 <\/span><\/span>16<\/strong><\/span><\/span><\/p>\n

T36 <\/span><\/span>cde cde<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 1 VI 0 VII 0 VIII 1 IX 1 X 7
\nXI 3 XII XIII 1 XIV XV 6 XVI 0 XVII 3 <\/span><\/span>23<\/strong><\/span><\/span><\/p>\n

T37 <\/span><\/span>cde ced<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 1
\nXI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII 1 <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

T38 <\/span><\/span>cde dce<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 1 X
\nXI 2 XII 0 XIII 0 XIV 0 XV 2 XVI 0 XVII <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

T39 <\/span><\/span>cde dec<\/strong><\/span><\/span> <\/span><\/span><\/p>\n

T40 <\/span><\/span>cde ecd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 2
\nXI 1 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

T41 <\/span><\/span>cde edc <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 6
\nXI 2 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>8<\/strong><\/span><\/span><\/p>\n


\nNombre total de tercets analys\u00e9s <\/span>43396<\/strong><\/span><\/p>\n

1 \u2013 Les deux dispositions les plus fr\u00e9quentes sont la disposition que je nomme \u2018marotique\u2019, T15 (<\/span>ccd eed<\/strong><\/span>– <\/span>20091 <\/strong><\/span>exemples) et T14, disposition \u2018peletier\u2019 (<\/span>ccd ede \u2013 15923)<\/strong><\/span>. A elle deux, ces formules de tercets repr\u00e9sentent <\/span>36014<\/strong><\/span> sonnets, la grande majorit\u00e9 donc\u00a0; mais il y en a quand m\u00eame <\/span>7382<\/strong><\/span> o\u00f9 la disposition est autre.
\n2 – Ce n\u2019est pas la seconde des deux formules dominantes, pr\u00e9f\u00e9r\u00e9e par Malherbe et Banville qui l\u2019emporte. Le sonnet fran\u00e7ais d\u2019apr\u00e8s 1800 reste, sur ce point, \u2018ronsardisant\u2019.
\n3 -Les deux dispositions qui suivent, dans l\u2019ordre de la fr\u00e9quence sont celles qui renversent les pr\u00e9c\u00e9dentes, mettant un couplet plat \u00e0 la fin du sonnet et non au d\u00e9but des tercets. T30 (<\/span>cdd cee \u2013 1859 ex.)<\/strong><\/span> d\u00e9passe de peu T23 (<\/span>cdc dee \u2013 1705)<\/strong><\/span>.
\n4 \u2013 La cinqui\u00e8me disposition est la disposition plate <\/span>ccd dee<\/strong><\/span> qui compte <\/span>1435<\/strong><\/span> exemples, ce qui est quand m\u00eame beaucoup
\n5 \u2013 Aucun autre type de tercets n\u2019a plus de 1000 repr\u00e9sentants.
\n6 \u2013 Le sonnet fran\u00e7ais d\u2019apr\u00e8s 1800 n\u2019a pas beaucoup choisi les formules de tercets \u00e0 deux rimes. La plus fr\u00e9quente, qui est celle de la deuxi\u00e8me formule pr\u00e9f\u00e9r\u00e9e du sonnet italien <\/span>T20<\/strong><\/span> n\u2019a que <\/span>635 <\/strong><\/span>exemples, et l\u2019ensemble des formules a deux rimes en totalise <\/span>2389<\/strong><\/span>, \u00e0 peine plus d\u2019un sonnet sur 20 dans le corpus analys\u00e9.
\n7 \u2013 Descendant \u00e0 des fr\u00e9quences nettement plus faibles, les autres formules comptant au moins une centaine de sonnets sont\u00a0: <\/span>T6- ccd ccd -380\u00a0; T28-cdd cdd-329\u00a0; T21-cdc ddc- 282\u00a0; T24- cdc ede-184\u00a0; T27-cdd ccd -136\u00a0; T7-cccd cdc -11\u00a0; T10-ccd dcd-108
\n<\/strong><\/span>8 \u2013 La r\u00e8gle d\u2019alternance \u00e0 laquelle la prosodie fran\u00e7aise a \u00e9t\u00e9 soumise jusque rtr\u00e8s avant dans les dix-neuvi\u00e8me si\u00e8cle, fait que la formule majeure du sonnet italien, la formule p\u00e9trarquiste par excellence <\/span>T36-cde cde<\/strong><\/span> n\u2019est pr\u00e9sente que dans <\/span>23<\/strong><\/span> sonnets et de ses cinq variantes <\/span>T37 <\/strong><\/span>\u00e0 <\/span>T41, <\/strong><\/span>l\u2019une est absente jusque tr\u00e8s tard, et les quatre autres ne \u2018font\u2019 que <\/span>18<\/strong><\/span> textes en tout.
\n9 \u2013 Toutes les autres formules attest\u00e9es atteignent au mieux quelques dizaines.
\n10 \u2013 Je n\u2019ai pas trouv\u00e9 non plus de sonnet pour <\/span>T26-cdd ccc<\/strong><\/span> avant le vingti\u00e8me si\u00e8cle<\/span><\/p>\n


\n<\/span> 2\tSources<\/strong><\/span><\/span><\/p>\n


\n<\/span>T1 <\/span><\/span>ccc ccc<\/strong><\/span><\/span> XI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII 1 <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T2 <\/span><\/span>ccc cdd<\/strong><\/span><\/span> XI 0 XII 0 XIII 2 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

T3 <\/span><\/span>ccc dcd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 1 X
\nXI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T4 <\/span><\/span>ccc ddc<\/strong><\/span><\/span> XI 0 XII 0 XIII 0 XIV 1 XV 0 XVI 0 XVII <\/span><\/span>0<\/strong><\/span><\/span><\/p>\n

T5 <\/span><\/span>ccc ddd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 1 VII 3 VIII 1 IX 2 X 8
\nXI 6 XII 2 XIII 2 XIV 0 XV 2 XVI 0 XVII <\/span><\/span>27<\/strong><\/span><\/span><\/p>\n

T6 <\/span><\/span>ccd ccd <\/strong><\/span><\/span> I 0 II 1 III 0 IV 5 V 4 VI 8 VII 12 VIII 19 IX 18 X 14
\nXI 20 XII 8 XIII 11 XIV 6 XV 5 XVI 1 XVII 2 <\/span><\/span>134<\/strong><\/span><\/span><\/p>\n

T7 <\/span><\/span>ccd cdc<\/strong><\/span><\/span> I II 0 III 1 IV 0 V 2 VI 2 VII 2 VIII 7 IX 9 X 10
\nXI 16 XII 9 XIII 6 XIV 2 XV 2 XVI 2 XVII 2 <\/span><\/span>73<\/strong><\/span><\/span><\/p>\n

T8 <\/span><\/span>ccd cdd<\/strong><\/span><\/span> I 1 II 0 III 0 IV 1 V 2 VI 5 VII 3 VIII 12 IX 13 X 9
\nXI 6 XII 5 XIII 1 XIV 3 XV 2 XVI 0 XVII <\/span><\/span>63<\/strong><\/span><\/span><\/p>\n

T9 <\/span><\/span>ccd dcc<\/strong><\/span><\/span> I II III IV V VI 0 VII 1 VIII 1 IX 0 X 2
\nXI 5 XII 0 XIII 3 XIV 1 XV 3 XVI 0 XVII <\/span><\/span>16<\/strong><\/span><\/span><\/p>\n

T10 <\/span><\/span>ccd dcd<\/strong><\/span><\/span> I 0 II 0 III 1 IV 0 V 1 VI 1 VII 6 VIII 8 IX 10 X 6
\nXI 5 XII 3 XIII 1 XIV 2 XV 2 XVI 0 XVII <\/span><\/span>46<\/strong><\/span><\/span><\/p>\n

T11 <\/span><\/span>ccd ddc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 2 VIII 3 IX 4 X 2
\nXI 1 XII 1 XIII 1 XIV 2 XV 2 XVI 0 XVII <\/span><\/span>18<\/strong><\/span><\/span><\/p>\n

T12 <\/span><\/span>ccd ddd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X
\nXI 1 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T13 <\/span><\/span>cc dd ee<\/strong><\/span><\/span> I 0 II 0 III 1 IV 7 V 15 VI 21 VII 37 VIII 44 IX 53 X 47
\nXI 55 XII 25 XIII 21 XIV 8 XV 5 XVI 2 XVII 6 <\/span><\/span>357<\/strong><\/span><\/span><\/p>\n

T14 <\/span><\/span>ccd ede<\/strong><\/span><\/span> I 4 II 6 III 13 IV 34 V 52 VI 57 VII 50 VIII 110 IX 200 X 127
\nXI 183 XII 63 XIII 63 XIV 30 XV 16 XVI 14 XVII 17 <\/span><\/span>1039<\/strong><\/span><\/span><\/p>\n

T15 <\/span><\/span>ccd eed<\/strong><\/span><\/span> I 6 II 13 III 12 IV 69 V 89 VI 78 VII 143 VIII 176 IX 214 X 174
\nXI 213 XII 95 XIII 61 XIV 27 XV 13 XVI 13 XVII 19 <\/span><\/span>1415<\/strong><\/span><\/span><\/p>\n

T16 <\/span><\/span>cdc ccd<\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 1 VII 2 VIII 1 IX 2 X 4
\nXI 3 XII 0 XIII 0 XIV 0 XV 1 XVI 0 XVII <\/span><\/span>15<\/strong><\/span><\/span><\/p>\n

T17 <\/span><\/span>cdc cdc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 2 VI 5 VII 5 VIII 10 IX 10 X 11
\nXI 8 XII 3 XIII 1 XIV 0 XV 1 XVI 0 XVII 1 <\/span><\/span>57<\/strong><\/span><\/span><\/p>\n

T18 <\/span><\/span>cdc cdd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 3 VI 1 VII 6 VIII 8 IX 8 X 12
\nXI 5 XII 2 XIII 1 XIV 3 XV 2 XVI 1 XVII <\/span><\/span>53<\/strong><\/span><\/span><\/p>\n

T19 <\/span><\/span>cdc dcc<\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 3 VIII 0 IX 3 X 4
\nXI 6 XII 3 XIII 1 XIV 1 XV 0 XVI 1 XVII <\/span><\/span>22<\/strong><\/span><\/span><\/p>\n

T20 <\/span><\/span>cdc dcd<\/strong><\/span><\/span> I II 1 III 0 IV 2 V 10 VI 8 VII 23 VIII 30 IX 49 X 22
\nXI 26 XII 24 XIII 21 XIV 6 XV 7 XVI 2 XVII 4 <\/span><\/span>235<\/strong><\/span><\/span><\/p>\n

T21 <\/span><\/span>cdc ddc<\/strong><\/span><\/span> I 0 II 0 III 1 IV 3 V 2 VI 9 VII 14 VIII 33 IX 31 X 22
\nXI 31 XII 14 XIII 8 XIV 2 XV 3 XVI 2 XVII 2 <\/span><\/span>177<\/strong><\/span><\/span><\/p>\n

T22 <\/span><\/span>cdc ddd <\/strong><\/span><\/span> I 0 II 0 III 1 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X
\n<\/span><\/span> XI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T23 <\/span><\/span>cdc dee<\/strong><\/span><\/span> <\/span><\/span> I 1 II 1 III 0 IV 6 V 10 VI 22 VII 38 VIII 47 IX 71 X 61
\n<\/span><\/span> XI 73 XII 32 XIII 21 XIV 10 XV 5 XVI 4 XVII 5 <\/span><\/span>407<\/strong><\/span><\/span><\/p>\n

T24 <\/span><\/span>cdc ede<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 1 VII 0 VIII 1 IX 9 X 13
\n<\/span><\/span> XI 22 XII 5 XIII 6 XIV 3 XV 3 XVI 2 XVII 2 <\/span><\/span>67<\/strong><\/span><\/span><\/p>\n

T25 <\/span><\/span>cdc eed <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 1 VIII 2 IX 4 X 8
\n<\/span><\/span> XI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>15<\/strong><\/span><\/span><\/p>\n

T26 <\/span><\/span>cdd ccc<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 1 VIII 0 IX 0 X
\n<\/span><\/span> XI 0 XII 0 XIII 0 XIV 0 XV 0 XVI 1 XVII <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T27 <\/span><\/span>cdd ccd<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 2 V 3 VI 4 VII 3 VIII 11 IX 16 X 9
\n<\/span><\/span> XI 6 XII 5 XIII 4 XIV 2 XV 2 XVI 0 XVII 2 <\/span><\/span>69<\/strong><\/span><\/span><\/p>\n

T28 <\/span><\/span>cdd cdc<\/strong><\/span><\/span> <\/span><\/span> I 0 II III 0 IV 1 V 4 VI 10 VII 14 VIII 18 IX 27 X 20
\n<\/span><\/span> XI 19 XII 13 XIII 10 XIV 2 XV 4 XVI 1 XVII 1 <\/span><\/span>144<\/strong><\/span><\/span><\/p>\n

T29 <\/span><\/span>cdd cdd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 1 VII 5 VIII 4 IX 6 X 5
\n<\/span><\/span> XI 5 XII 6 XIII 1 XIV 1 XV 2 XVI 1 XVII 1 <\/span><\/span>39<\/strong><\/span><\/span><\/p>\n

T30 <\/span><\/span>cdd cee <\/strong><\/span><\/span> I 0 II 0 III 1 IV 4 V 17 VI 33 VII 53 VIII 65 IX 75 X 74
\n<\/span><\/span> XI 69 XII 30 XIII 22 XIV 8 XV 5 XVI 6 XVII 7 <\/span><\/span>469<\/strong><\/span><\/span><\/p>\n

T31 <\/span><\/span>cdd dcc<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 0 VII 0 VIII 0 IX 3 X 1
\n<\/span><\/span> XI 1 XII 0 XIII 0 XIV 1 XV 2 XVI 0 XVII <\/span><\/span>9<\/strong><\/span><\/span><\/p>\n

T32 <\/span><\/span>cdd dcd <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 1 X 1
\n<\/span><\/span> XI 0 XII 0 XIII 0 XIV 0 XV 2 XVI 0 XVII <\/span><\/span>4<\/strong><\/span><\/span><\/p>\n

T33 <\/span><\/span>cdd ddc <\/strong><\/span><\/span> I 0 II 0 III 0 IV 1 V 0 VI 1 VII 0 VIII 0 IX 1 X 2
\n<\/span><\/span> XI 1 XII 2 XIII 0 XIV 0 XV 0 XVI 0 XVII <\/span><\/span>8<\/strong><\/span><\/span><\/p>\n

T34 <\/span><\/span>cdd ece<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 1 VI 0 VII 0 VIII 0 IX 0 X 2
\n<\/span><\/span> XI 5 XII 0 XIII 0 XIV 1 XV 0 XVI 1 XVII 2 <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

T35 <\/span><\/span>cdd eec<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 1 X 3
\n<\/span><\/span> XI 2 XII 2 XIII 0 XIV 2 XV 0 XVI 0 XVII 1 <\/span><\/span>11<\/strong><\/span><\/span><\/p>\n

T36 <\/span><\/span>cde cde<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 1 VI 0 VII 0 VIII 1 IX 0 X 3
\n<\/span><\/span> XI 3 XII XIII 1 XIV XV 2 XVI 0 XVII 1 <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

T37 <\/span><\/span>cde ced<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 1
\n<\/span><\/span> XI 0 XII 0 XIII 1 XIV 0 XV 0 XVI 0 XVII 1 <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

T38 <\/span><\/span>cde dce<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X
\n<\/span><\/span> XI 2 XII 0 XIII 0 XIV 0 XV 1 XVI 0 XVII <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

T39 <\/span><\/span>cde dec<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 1 <\/span><\/span>1<\/strong><\/span><\/span><\/p>\n

T40 <\/span><\/span>cde ecd<\/strong><\/span><\/span> <\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 1 <\/span><\/span>2
\n<\/strong><\/span><\/span> XI 1 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII<\/span><\/span><\/p>\n

T41 <\/span><\/span>cde edc <\/strong><\/span><\/span> I 0 II 0 III 0 IV 0 V 0 VI 0 VII 0 VIII 0 IX 0 X 3 <\/span><\/span>4
\n<\/strong><\/span><\/span> XI 1 XII 0 XIII 0 XIV 0 XV 0 XVI 0 XVII<\/span><\/span><\/p>\n

Nombre total de sources de tercets analys\u00e9es <\/span>2010<\/strong><\/span><\/p>\n

1 \u2013 La forme \u2018marotique\u2019 <\/span>T15-ccd eed-1415 ex.<\/strong><\/span>, l\u2019emporte, choisie par 7 dixi\u00e8mes des auteurs, en d\u00e9pit de la pr\u00e9f\u00e9rence marqu\u00e9e et jamais d\u00e9mentie des m\u00e9triciens pour sa rivale <\/span>T14-1039<\/strong><\/span>, nettement surclass\u00e9e. L\u2019influence \u2018historique\u2019 du \u2018vieux\u2019 Ronsard ne s\u2019est jamais r\u00e9ellement affaiblie.
\n2 \u2013 Les tercets \u2018renvers\u00e9s\u2019 des pr\u00e9c\u00e9dents sont \u00e9galement beaucoup choisis\u00a0: <\/span>T30-cdd cee-469<\/strong><\/span> l\u2019emportant sur <\/span>T23-cdc dee-407<\/strong><\/span>. Dans ces deux cas, bien que l\u2019\u00e9cart quantitatif (voir plus haut) avec les tercets dominants soit consid\u00e9rable, la pr\u00e9sence de ces deux types dans un bon cinqui\u00e8me des sources est remarquable.
\n3 \u2013 Remarquable \u00e9galement le fait que les tercets plats (<\/span>T13-ccd dee<\/strong><\/span>) sont presque aussi fr\u00e9quents, choisis <\/span>357<\/strong><\/span> fois, en d\u00e9pit du jugement extr\u00eamement s\u00e9v\u00e8re des trait\u00e9s sur cette mani\u00e8re de faire.
\n4 \u2013 Quatre formules sont dans plus de 100 sources (5% du total)\u00a0: <\/span>T30- cdc dcd -235\u00a0; T21-cdc ddc-177\u00a0; T28-cdd cdc 144 – T6-ccd ccd-134.
\n<\/strong><\/span>5 \u2013 9 autres dispositions sont dans au moins 20 ouvrages (plus de 1% de l\u2019ensemble)<\/span><\/p>\n


\n<\/span>C <\/span><\/span>Bilan des m\u00e8tres<\/strong><\/span><\/span><\/p>\n

1\tNombres <\/strong><\/span><\/span><\/p>\n

mono\t\tI II III IV 1 V VI VII 2 VIII 13 IX 2 X 1
\nXI 3 XII 5 XIII XIV 1 XV 3 XVI XVII 50 <\/span><\/span>81<\/strong><\/span><\/span><\/p>\n

2s\t\tI II III IV V VI 1 VII 4 VIII 5 IX 6 X 3
\nXI 2 XII 1 XIII XIV XV XVI XVII 1 <\/span><\/span>23<\/strong><\/span><\/span><\/p>\n

3s\t\tI II III IV 3 V 2 VI 2 VII 2 VIII 4 IX 4 X
\nXI 4 XII XIII 1 XIV 1 XV XVI 1 XVII 2 <\/span><\/span>26<\/strong><\/span><\/span><\/p>\n

4s\t\tI II III IV 4 V 2 VI VII 6 VIII 3 IX 3 X 7
\nXI 16 XII 2 XIII 3 XIV 2 XV 3 XVI XVII 2 <\/span><\/span>53<\/strong><\/span><\/span><\/p>\n

5s \t\tI II III IV 3 V VI 3 VII 15 VIII 20 IX 6 X 17
\nXI 11 XII 2 XIII 5 XIV 4 XV 13 XVI XVII 1 <\/span><\/span>100<\/strong><\/span><\/span><\/p>\n

6s\t\tI II III IV 7 V 3 VI 11 VII 33 VIII 16 IX 19 X 26
\nXI 35 XII 8 XIII 34 XIV 9 XV 11 XVI 1 XVII 1 <\/span><\/span>214<\/strong><\/span><\/span><\/p>\n

7s\t\tI II III IV 5 V 3 VI 12 VII 43 VIII 44 IX 23 X 54
\nXI 72 XII 7 XIII 32 XIV 30 XV 29 XVI 1 XVII 3 <\/span><\/span>358<\/strong><\/span><\/span><\/p>\n

octo\t\tI 1 II III IV 28 V 22 VI 158 VII 452 VIII 750 IX 827 X 846
\nXI 564 XII 223 XIII 236 XIV 123 XV 36 XVI 33 XVII 23 <\/span><\/span>4322<\/strong><\/span><\/span><\/p>\n

9s\t\tI II III IV V 1 VI VII VIII IX 4 X 10
\nXI 5 XII 1 XIII 3 XIV 1 XV XVI XVII 3 <\/span><\/span>28<\/strong><\/span><\/span><\/p>\n

d\u00e9ca\t\tI II III IV 24 V 9 VI 57 VII 61 VIII 45 IX 52 X 30
\nXI 65 XII 8 XIII 12 XIV 6 XV 4 XVI 1 XVII 40 <\/span><\/span>415<\/strong><\/span><\/span><\/p>\n

tara\t\tI II III IV V 5 VI 14 VII 35 VIII 104 IX 72 X 101
\nXI 55 XII 14 XIII 9 XIV 4 XV 4 XVI 1 XVII 2 <\/span><\/span>420<\/strong><\/span><\/span><\/p>\n

11s\t\tI II III IV V VI VII 1 VIII IX 4 X
\nXI 2 XII XIII 1 XIV XV 2 XVI XVII 6 <\/span><\/span>16<\/strong><\/span><\/span><\/p>\n

13s\t\tI II III IV V VI VII VIII IX X
\nXI XII XIII 1 XIV XV XVI XVII 1 <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

14s\t\tI II III IV V 2 VI VII VIII IX X 1
\nXI XII XIII 1 XIV XV XVI XVII 5 <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

15-16s\t\tI II III IV V VI VII VIII IX X
\nXI XII XIII XIV XV XVI XVII 1 <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

2m \t\tI II III 1 IV 20 V 29 VI 45 VII 66 VIII 160 IX 89 X 125
\nXI 62 XII 61 XIII 19 XIV 12 XV 6 XVI 2 XVII <\/span><\/span>697<\/strong><\/span><\/span><\/p>\n

<\/span>6771<\/strong><\/span><\/p>\n

0 remarque\u00a0: \u2013 Les sonnets en m\u00e8tres rares post\u00e9rieurs \u00e0 1960 ne sont pas tous d\u00e9nombr\u00e9s.
\n1 – Tous les autres sonnets analys\u00e9s sont en alexandrins (plus de <\/span>36000)<\/strong><\/span>, \u00e0 l\u2019exception d\u2019un tr\u00e8s petit nombre employant plus d\u2019un m\u00e8tre.
\n2 \u2013 Le deuxi\u00e8me m\u00e8tre pr\u00e9f\u00e9r\u00e9 est l\u2019octosyllabe (<\/span>4322)<\/strong><\/span>, tr\u00e8s loin derri\u00e8re le m\u00e8tre majeur.
\n3 \u2013 Le d\u00e9clin irr\u00e9m\u00e9diable, depuis le seizi\u00e8me si\u00e8cle du m\u00e8tre \u00e0 dix positions (dans ses deux variantes\u00a0: <\/span>d\u00e9casyllabe-415\u00a0; taratantara420)<\/strong><\/span> est \u00e9vident (chacun des deux mod\u00e8les est dix fois moins repr\u00e9sent\u00e9 que l\u2019octosyllabe). Mais le fait que le taratantara consid\u00e9r\u00e9 de pus le Moyen-Age comme \u2018populaire\u2019, de qualit\u00e9 inf\u00e9rieur, fasse jeu \u00e9gal avec son rival noble est \u00e0 souligner.
\n4 – Viennent ensuite par fr\u00e9quence d\u00e9croissante aimablement respectant celle des nombres de syllabe , l\u2019heptasyllabe, l\u2019hexasyllabe, le penta- et le t\u00e9trasyllabe.
\n5- J\u2019ai recens\u00e9 dans une liste sp\u00e9ciale tous les sonnets en vers monosyllabiques (la contribution de Ren\u00e9 Nelli est largement la plus importante).
\n6 \u2013 Pour les m\u00e8tres de 9, 11, 13, 14 et 15 voir les listes ci-dessus.
\n7 \u2013 Les sonnets employant au moins deux m\u00e8tres diff\u00e9rents sont relativement tr\u00e8s nombreux (<\/span>697<\/strong><\/span>, plus d\u2019un dixi\u00e8me du total)\u00a0; et cela en d\u00e9pit de la d\u00e9testation \u00e9vidente des prescripteurs pour cette mani\u00e8re de faire. <\/span><\/p>\n


\n<\/span> 2\tSources <\/strong><\/span><\/span><\/p>\n

mono\t\tI II III IV 1 V VI VII 1 VIII 2 IX 2 X 1
\nXI 2 XII 1 XIII XIV 1 XV 1 XVI XVII <\/span><\/span>12<\/strong><\/span><\/span><\/p>\n

2s\t\tI II III IV V VI 1 VII 3 VIII 5 IX 5 X 2
\nXI 2 XII 1 XIII XIV XV XVI XVII 1 <\/span><\/span>20<\/strong><\/span><\/span><\/p>\n

3s\t\tI II III IV 1 V 1 VI 2 VII 2 VIII 3 IX 4 X
\nXI 1 XII XIII 1 XIV 1 XV XVI 1 XVII 1 <\/span><\/span>18<\/strong><\/span><\/span><\/p>\n

4s\t\tI II III IV 2 V 2 VI VII 5 VIII 3 IX 3 X 6
\nXI 6 XII 2 XIII 3 XIV 1 XV 2 XVI XVII 1 <\/span><\/span>36<\/strong><\/span><\/span><\/p>\n

5s \t\tI II III IV 2 V VI 3 VII 6 VIII 9 IX 6 X 10
\nXI 5 XII 1 XIII 3 XIV 2 XV 3 XVI 0 XVII 1 <\/span><\/span>51<\/strong><\/span><\/span><\/p>\n

6s\t\tI II III IV 4 V 3 VI 6 VII 10 VIII 13 IX 14 X 16
\nXI 9 XII 3 XIII 5 XIV 3 XV 3 XVI 1 XVII 1 <\/span><\/span>91<\/strong><\/span><\/span><\/p>\n

7s\t\tI II III IV 3 V 3 VI 5 VII 15 VIII 27 IX 16 X 24
\nXI 15 XII 8 XIII 7 XIV 3 XV 7 XVI 1 XVII 2 <\/span><\/span>135<\/strong><\/span><\/span><\/p>\n

octo\t\tI 1 II III IV 28 V 15 VI 45 VII 70 VIII 114 IX 150 X 116
\nXI 107 XII 49 XIII 36 XIV 12 XV 6 XVI 5 XVII 6 <\/span><\/span>720<\/strong><\/span><\/span><\/p>\n

9s\t\tI II III IV V 1 VI VII VIII IX 4 X 2
\nXI 5 XII 1 XIII 3 XIV 1 XV XVI XVII 1 <\/span><\/span>18<\/strong><\/span><\/span><\/p>\n

d\u00e9ca\t\tI II III IV 7 V 8 VI 23 VII 29 VIII 29 IX 34 X 20
\nXI 16 XII 6 XIII 9 XIV 3 XV 5 XVI 1 XVII 3 <\/span><\/span>193<\/strong><\/span><\/span><\/p>\n

tara\t\tI II III IV V 3 VI 7 VII 19 VIII 34 IX 42 X 33
\nXI 22 XII 10 XIII 6 XIV 4 XV 3 XVI 1 XVII 2 <\/span><\/span>186<\/strong><\/span><\/span><\/p>\n

11s\t\tI II III IV V VI VII 1 VIII IX 3 X
\nXI 2 XII XIII 1 XIV XV 2 XVI XVII 2 <\/span><\/span>11<\/strong><\/span><\/span><\/p>\n

13s\t\tI II III IV V VI VII VIII IX X
\nXI XII XIII 1 XIV XV XVI XVII 1 <\/span><\/span>3<\/strong><\/span><\/span><\/p>\n

14s\t\tI II III IV V 1 VI VII VIII IX X 1
\nXI XII XIII 1 XIV XV XVI XVII 2 <\/span><\/span>5<\/strong><\/span><\/span><\/p>\n

15-16s\t\tI II III IV V VI VII VIII 1 IX X
\nXI XII XIII XIV XV XVI XVII 1 <\/span><\/span>2<\/strong><\/span><\/span><\/p>\n

2m \t\tI II III 1 IV 12 V 13 VI 18 VII 29 VIII 38 IX 37 X 37
\nXI 31 XII 20 XIII 11 XIV 4 XV 4 XVI 1 XVII <\/span><\/span>256<\/strong><\/span><\/span><\/p>\n

Nombre total de sources examin\u00e9es (rappel) <\/span>2010<\/strong><\/span><\/p>\n

L\u2019examen des sources confirme assez largement et sans surprises l\u2019\u00e9tude quantitative. <\/span><\/p>\n


\n<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"

Dans ce chapitre, je fournis un certain nombre de donn\u00e9es num\u00e9riques, concernant certains des traits de la description formelle. Ces donn\u00e9es ne concerne pas la totalit\u00e9 des sonnets recens\u00e9s, pour diverses raisons\u00a0: – impossibilit\u00e9 de d\u00e9crire le texte, qui s\u2019\u00e9loigne trop des mod\u00e8les reconnus c\u2019est particuli\u00e8rement vrai pour le 20\u00e8me si\u00e8cle \u2013 impossibilit\u00e9 de v\u00e9rifier … Continuer la lecture de Chapitre 5 \u2014 Nombres<\/span> →<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"parent":98,"menu_order":6,"comment_status":"open","ping_status":"open","template":"","meta":{"footnotes":""},"class_list":["post-11690","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/pages\/11690","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/comments?post=11690"}],"version-history":[{"count":4,"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/pages\/11690\/revisions"}],"predecessor-version":[{"id":11693,"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/pages\/11690\/revisions\/11693"}],"up":[{"embeddable":true,"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/pages\/98"}],"wp:attachment":[{"href":"https:\/\/blogs.oulipo.net\/qc\/wp-json\/wp\/v2\/media?parent=11690"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}