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view jrp/Jos/kern/Jos1003c-Missa_Quem_dicunt_homines-Credo.krn @ 1:fb8c09fefbc2
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author | samer |
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date | Mon, 09 Feb 2015 16:53:33 +0000 |
parents | 968db103ad92 |
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!!!COA: Josquin des Prez !!!CDT: ~1450-1521/08/27 !!!OPR: Missa Quem dicunt homines !!!ONM: 3 !!!OTL: Credo !!!AGN: Mass; Credo !!!SCT: NJE 10.3 !!!SCA: New Josquin Edition 10.3 !!!voices: 4 !!!voices-OPR: 4-5 **kern **kern **kern **kern *staff4 *staff3 *staff2 *staff1 *Ivox *Ivox *Ivox *Ivox *I"Bassus *I"Tenor *I"Altus *I"Superius *I'B *I'T *I'A *I'S *>[A,B,C,D] *>[A,B,C,D] *>[A,B,C,D] *>[A,B,C,D] *>A *>A *>A *>A *clefF4 *clefGv2 *clefGv2 *clefG2 *k[] *k[] *k[] *k[] *M2/1 *M2/1 *M2/1 *M2/1 *met(C|) *met(C|) *met(C|) *met(C|) !!section: Patrem !!!OMD: Patrem =1- =1- =1- =1- 0r 0r 1c 0r . . 2c\ . . . [2c\ . =2 =2 =2 =2 0r 0r 2c\] 1r . . 2c\ . . . 2d\ 2r . . 2e\ 2g/ =3 =3 =3 =3 0r 0r 1c 2.cc\ . . . 4b\ . . 2r 2a/ . . 2c\ 2g/ =4 =4 =4 =4 0r 0r 2.f\ 2.a/ . . 4e\ 4g/ . . 2d\ 2f/ . . 2c\ 2e/ =5 =5 =5 =5 1r 0r 2f\ 1d . . 2f\ . 1C . [1e 1c =6 =6 =6 =6 2C/ 0r 1e] 2r 1C . . 2g/ . . 2r 2.cc\ 2C/ . 2e\ . . . . 4b\ =7 =7 =7 =7 2D\ 2r 2f\ 2a/ 2E\ 2G/ 1e 2.g/ 1C 2.c\ . . . . . 4f/ . . [2c\ 4e/ . 4B\ . 4d/ =8 =8 =8 =8 2r 2A/ 4c\] 2c/ . . 4d\ . 2C/ 2G/ 2e\ 2.cc\ 2.F\ 2r 2A/ . . . . 4b\ . [2A/ 2c\ 4a/ 4E\ . . 4g/ =9 =9 =9 =9 2D\ 2A/] 2d\ 2f/ 2C/ 2.c\ 1e 2g/ 2F\ . . 2.a/ . 4B\ . . 2F\ [2A/ 2d\ . . . . 4b\ =10 =10 =10 =10 1E 2A/] 0e 2cc\ . 2G/ . 2b\ 2r 2c\ . [1g [2E\ 2c\ . . =11 =11 =11 =11 2E\] 1B 2r 1g] 2E\ . 1e . 2C/ 2r . 2r 2C/ [2c\ 2e\ [2g/ =12 =12 =12 =12 1G 2c\] 2d\ 2g/] . 2B\ 2e\ 2g/ 2F\ 2c\ 2f\ 2a/ 2G\ 2B\ 4e\ 2g/ . . 4d\ . =13 =13 =13 =13 1C 2.G/ 1c 2e/ . . . 2.g/ . 4A/ . . 1r 2B\ 1g . . . . 4f/ . [2c\ . [2e/ =14 =14 =14 =14 1G 2c\] 2g\ 2e/] . 2B\ 2.g\ 2d/ 2C/ 2.c\ . 1e . . 4f\ . [2c\ . [2e\ . . 4B\ . . =15 =15 =15 =15 2c\] 1G 2e\] 1g 2B\ . 2d\ . 2A\ 1r 1e 2c/ 2A\ . . [2cc\ =16 =16 =16 =16 1G 1g 0r 2cc\] . . . 2b\ 1r 2d\ . 2a/ . [2f\ . 2a/ =17 =17 =17 =17 1r 2f\] 1c 2g/ . 2e\ . 2.cc\ 1G 2d\ 2G/ . . . . 4b\ . 2d\ [2g\ 4b\ . . . 4a/ =18 =18 =18 =18 2C/ 2.c\ 2g\] 1cc 1c . 2e\ . . 4B\ . . . 2G/ 2d\ 1r 2B\ [2g\ 2d\ . =19 =19 =19 =19 2A\ 2g\] 1c 2r 2A\ 2f\ . 1cc [1G 1e 2r . . . [2g\ 2b\ =20 =20 =20 =20 1G] 0r 2g\] 2.b\ . . 2g\ . . . . 8a/L . . . 8g/J 1r . 2f\ 2a/ . . 2e\ [2g/ =21 =21 =21 =21 0r 0r 1.g 4g/] . . . 4f/ . . . 4e/ . . . 4d/ . . . 2c/ . . 2f\ [2cc\ =22 =22 =22 =22 0r 0r 2e\ 2cc\] . . 1g 2b\ . . . 2g/ . . 2f\ [2cc\ =23 =23 =23 =23 0r 1r 2e\ 2cc\] . . 2.d\ 2b\ . 2.d\ . 2a/ . . 4c\ . . . 4B\ [2g/ . 4c\ 4A/ . =24 =24 =24 =24 0r 2B\ 2G/ 4g/] . . . 4f/ . 2c\ 1g 4e/ . . . 4d/ . 1A . 2c/ . . 2f\ [2cc\ =25 =25 =25 =25 2r 1G 2e\ 2cc\] 2G\ . 2d\ 2b\ 2A\ 1r 1c 2a/ [2c\ . . 2g/ =26 =26 =26 =26 2c\] 1r 1d 2.f/ 2B\ . . . . . . 8e/L . . . 8d/J 1A 1c 2.e\ 2c/ . . . 2cc\ . . 4f\ . =27 =27 =27 =27 2G\ 2d\ 2g\ 2b\ 1D 1f 1a 2.dd\ . . . 4cc\ 2E\ 2e\ 2g\ [2cc\ =28 =28 =28 =28 2F\ 1d 2a\ 2cc\] 2G\ . 2g\ 2b\ [1C [1c [1e [1cc =29 =29 =29 =29 1C] 1c] 0e_ 0cc_ 2r 1r . . [2c\ . . . =30 =30 =30 =30 2c\] 2r 1e] 1cc] 2c\ 1g . . 2B\ . 1d 1r 2G\ 2g\ . . =31 =31 =31 =31 2A\ 2f\ 2r 0r 2B\ 2d\ 1g . 1c 2.e\ . . . . 2g\ . . 4f\ . . =32 =32 =32 =32 2r 1g 2.e\ 0r 1c . . . . . 4f\ . . 1r 2g\ . 2c\ . 2e\ . =33 =33 =33 =33 2A\ 2r 2f\ 0r 2B\ 1g 4g\ . . . 4f\ . 4c\ . 4e\ . 4B\ . 4d\ . 4B\ 2g\ [2e\ . 8A\L . . . 8G\J . . . =34 =34 =34 =34 1A 2e\ 2e\] 0r . 2f\ 4d\ . . . 4c\ . 1G 1g 1B . =35 =35 =35 =35 1A 2e\ 0r 0r . 2f\ . . 2B\ 2.g\ . . [2c\ . . . . 4f\ . . =36 =36 =36 =36 4c\] 4e\ 2r 0r 4B\ 4d\ . . 4A\ 1c 2e\ . 4G\ . . . 2A\ . 2f\ . 2G\ 2B\ [2g\ . =37 =37 =37 =37 1A 1c 4g\] 2r . . 4f#i\ . . . 4f#i\ 1cc . . 4e\ . 1G 2r 1g . . 2d\ . 2b\ =38 =38 =38 =38 1r 2e\ 1r 2g/ . 2d\ . 2a/ 1G 4B\ 1g 2d/ . 4A/ . . . 4B\ . [2dd\ . 4c\ . . =39 =39 =39 =39 2G\ 1.d 2g\ 4dd\] . . . 4cc\ 1G . 2g\ 4b\ . . . 4a/ . . 2.g\ 2b\ 2G\ 2B\ . [2g/ . . 4f\ . =40 =40 =40 =40 1A 1c 2e\ 2g/] . . 4d\ 2f#i/ . . 4c\ . 1G 1d 1B 1g =41 =41 =41 =41 1C 2c\ 2r 2r . 2.e\ 1g 2cc\ 2E\ . . 2b\ . 4d\ . . 2F\ 2c\ 2f\ 2a/ =42 =42 =42 =42 4G\ 2B\ 1d 2.dd\ 4F\ . . . 4G\ 1G . . 4A\ . . 4cc\ 2B\ . 2e\ 2b\ [2c\ 2F/ 2f\ 2a/ =43 =43 =43 =43 2c\] 1G 1d 0g 2B\ . . . [1c 2r [1e . . [2g\ . . =44 =44 =44 =44 1c] 2g\] 1e] 2r . 2g\ . 1cc 1r 2f\ 1r . . [2e\ . 2cc\ =45 =45 =45 =45 1r 2e\] 0r 2b\ . 2.f\ . 2a/ 1F . . 2.cc\ . 4e\ . . . 2c\ . . . . . 4b\ =46 =46 =46 =46 2E\ 2e\ 0r 2g/ 2F\ 1d . 2a/ 2G\ . . 2b\ 2A\ 2c\ . [2a/ =47 =47 =47 =47 2B\ 2d\ 0r 2a/] 2c\ 1e . 1g 1A . . . . 4d\ . 2f#i/ . 4c\ . . =48 =48 =48 =48 [0G 1B 2r [0g . . 2d\ . . 2r 2d\ . . 2d\ 2d\ . =49 =49 =49 =49 0G_ 2d\ 2B\ 0g] . 2d\ 2G/ . . 2B\ 4B\ . . . 4A/ . . 2G/ 4B\ . . . 4c\ . =50 =50 =50 =50 0G] 4B\ 1d 0r . 4A/ . . . 4B\ . . . 4c\ . . . 2d\ 2r . . 2G/ 2d\ . =51 =51 =51 =51 1r 4B\ 2d\ 0r . 4A/ . . . 4B\ 2d\ . . 4c\ . . 2r 2d\ 2B\ . 2E\ 2e\ 2G/ . =52 =52 =52 =52 2G\ 2d\ 4B\ 0r . . 4A/ . 1G 4B\ 4B\ . . 4A/ 4c\ . . 4B\ 2d\ . . 4c\ . . 2G\ 2d\ [2B\ . =53 =53 =53 =53 2E\ 2G/ 2B\] 0r 2C/ 4A/ 2.e\ . . 4G/ . . 2.c\ 4A/ . . . 4B\ 4d\ . . 4c\ [2c\ . 4B\ 4d\ . . =54 =54 =54 =54 2A\ 4e\ 2c\] 0r . 4f\ . . 2G\ 1g 2B\ . 1A . 1c . . 2f#i\ . . =55 =55 =55 =55 0G [0g 2r 1r . . 1d . . . . [1b . . 2d\ . =56 =56 =56 =56 1r 1g] 1e 2b\] . . . 2b\ [1F 1r 2c\ 1cc . . [2f\ . =57 =57 =57 =57 2F\] 2r 4f\] 2a/ . . 4e\ . 2F\ 1d 4d\ 2.dd\ . . 4c\ . 1G . [1B . . . . 4cc\ . 2d\ . 4b\ . . . 4a/ =58 =58 =58 =58 2E\ 1e 2B\] 2g/ 2.A\ . 2c\ 2a/ . 2c\ 1A 1cc 4G\ . . . 4F\ [2f\ . . 4E\ . . . =59 =59 =59 =59 1D 2f\] 1.a 1dd . 4e\ . . . 4d\ . . [1A [1c . [1ee . . 4g\ . . . 4f\ . =60 =60 =60 =60 1A] 1c] 2e\ 2ee\] . . 2f\ 4dd\ . . . 4cc\ 2.G\ [1d [1g 2b\ . . . [2dd\ 4A\ . . . =61 =61 =61 =61 2B\ 2d\] 0g_ 2dd\] 2c\ 2e\ . 1cc 1G 1d . . . . . 2b\ =62 =62 =62 =62 [0C 0c 1g] 1cc . . [1e 2r . . . [2g/ =63 =63 =63 =63 0C] 2r 0e] 2g/] . 2c\ . 2g/ . 2c\ . 2g/ . [2c\ . 2g/ =64 =64 =64 =64 1r 4c\] 2r 2a/ . 4c\ . . . 2d\ 2G/ 2b\ 1C 2e\ 2.c\ [1g . [2c\ . . . . 4B\ . =65 =65 =65 =65 2C/ 2c\] 2A/ 1g] 1C 4B\ 2G/ . . 4A/ . . . 1G 2c\ 1r 2C/ . 2c\ . =66 =66 =66 =66 2D\ 2r 1B 2r 2E\ 2G/ . 2e/ [1C 2.c\ 2r 2e/ . . 2G/ 2e/ . 4B\ . . =67 =67 =67 =67 1C] 2A/ 2.c\ 0e . 2G/ . . . . 4B\ . 1C 2c\ 2A/ . . 2c\ [2G/ . =68 =68 =68 =68 2.G\ 0B 2G/] 1d . . 2.g\ . 4G\ . . . 2G\ . . 2.g/ . . 4f\ . 2G\ . 4e\ . . . 4d\ 4f/ =69 =69 =69 =69 2G\ 2r 1g 4e/ . . . 4d/ 2G\ 2B\ . 2.dd\ 1A 1c 2r . . . . 4cc\ . . 2e\ [2cc\ =70 =70 =70 =70 2r 1d 2f\ 2cc\] 2G\ . 2.g\ 2b\ 2.c\ 1e . [1cc . . 4f\ . . . 4e\ . 4B\ . 4d\ . =71 =71 =71 =71 4A\ 2r 2c\ 0cc_ 4G\ . . . 1F 1A 2c\ . . . 1f . 4E\ 4G/ . . 4D\ 4F/ . . =72 =72 =72 =72 2C/ 2G/ 0e 1cc] 2.c\ 2.A/ . . . . . 1r 4B\ 4G/ . . [2A\ [2c\ . . =73 =73 =73 =73 4A\] 4c\] 2r 1r 4G\ 4B\ . . 2E\ 2e\ 2G/ . 2F\ 1d 2A/ 2r 2G\ . 2B\ 2g/ =74 =74 =74 =74 1C 2r 4c\ 1.g . . 4B\ . . 2.c\ 4c\ . . . 4d\ . 2C/ . 2e\ . . 4B\ . . 2D\ 2A/ [2d\ 2f/ =75 =75 =75 =75 2E\ 2G/ 2d\] 2e/ 2F\ 2A/ 1c 2c/ 1D 1F . 1d . . 2B\ . =76 =76 =76 =76 0Cl 0Gl 0cl 0el !!LO:LB:i:g=z =77|| =77|| =77|| =77|| *>B *>B *>B *>B *clefF4 *clefGv2 *clefGv2 *clefG2 *k[] *k[] *k[] *k[] *M2/1 *M2/1 *M2/1 *M2/1 *met(C|) *met(C|) *met(C|) *met(C|) !!section: Et incarnatus est !!!OMD: Et incarnatus est 0C 1G 0r 0r . [1c . . =78 =78 =78 =78 1.F 2c\] 2r 0r . 8c/L 2c\ . . 8B/ . . . 8A/ . . . 8G/J . . . 2A/ 2.f\ . 2F\ 2A/ . . . . 4f\ . =79 =79 =79 =79 2G\ 2B\ 2e\ 1g 2G\ 2B\ 2d\ . 1C 1G 2.e\ [1cc . . 4d\ . =80 =80 =80 =80 0r 0r 2e\ 2cc\] . . 2.f\ 8cc/L . . . 8b/ . . . 8a/ . . . 8g/J . . . 2a/ . . 4e\ . . . 4e\ 2a/ . . 8d\L . . . 8c\J . =81 =81 =81 =81 1r 1G 1d 2b\ . . . 2b\ 1C [1c 1e 1g =82 =82 =82 =82 1.F 2c\] 2r 0r . 8c/L 2c\ . . 8B/ . . . 8A/ . . . 8G/J . . . 2A/ 2.f\ . 2F\ 2A/ . . . . 4f\ . =83 =83 =83 =83 2G\ 2B\ 2e\ 1g 2G\ 2B\ 2d\ . 1C 1G [1e [1cc =84 =84 =84 =84 1r 1A 2e\] 2cc\] . . 2e\ 8cc/L . . . 8b/ . . . 8a/ . . . 8g/J 1D 1d 1f 2a/ . . . 2a/ =85 =85 =85 =85 1G 1d 1g 2b\ . . . 2b\ 1C [1c 1e [1g =86 =86 =86 =86 0G 2c\] 1.d 2g/] . 4B\ . 2g/ . 4A/ . . . 1B . 1g . . 2e\ . =87 =87 =87 =87 2.F\ 0c 1f 1a 4E\ . . . 2C/ . 1e [1g [2c\ . . . =88 =88 =88 =88 2c\] 1d 1r 2g/] 2B\ . . 2g/ 1A 2.e\ 1c 2a/ . . . [2cc\ . 4f\ . . =89 =89 =89 =89 0G 1.g 0d 2cc\] . . . 4b\ . . . 4a/ . . . 1b . 2g\ . . =90 =90 =90 =90 0c 0g 0e 1r . . . 1cc =91 =91 =91 =91 0F 0f 0a 0cc =92 =92 =92 =92 0G 1.d 1g 0b . . [1g . . 2d\ . . =93 =93 =93 =93 1D [0dl 2g\] 1a . . 4f#i\ . . . 4e\ . 1D . 1f#i 1a =94 =94 =94 =94 0Gl 0d] 0gl 0bl !!LO:LB:i:g=z =95|| =95|| =95|| =95|| *>C *>C *>C *>C *clefF4 *clefGv2 *clefGv2 *clefG2 *k[] *k[] *k[] *k[] *M2/1 *M2/1 *M2/1 *M2/1 *met(C|) *met(C|) *met(C|) *met(C|) !!section: Crucifixus !!!OMD: Crucifixus 0r 0r 1c 0r . . 2g\ . . . 2g\ . =96 =96 =96 =96 2.G\ 0r 2.g\ 0r 4A\ . 8f\L . . . 8e\J . 2B\ . 2d\ . 2c\ . [2e\ . =97 =97 =97 =97 2A\ 0r 4e\] 0r . . 4d\ . 2.c\ . 4c\ . . . 4B\ . . . 2A/ . 4B\ . . . 4A\ . [2a\ . 4G\ . . . =98 =98 =98 =98 2F\ 0r 4a\] 0r . . 4g\ . 2G\ . 1g . 1A . . . . . 2f#i\ . =99 =99 =99 =99 0G 0r 2g\ 0r . . 4G/ . . . 4A/ . . . 4B\ . . . 4c\ . . . 4d\ . . . 4e\ . =100 =100 =100 =100 1.F 1r 4f\ 0r . . 4e\ . . . 4d\ . . . 4c\ . . 2r 2d\ . 2E\ 2G/ [2c\ . =101 =101 =101 =101 1D 2d\ 2c\] 1r . 2d\ 2B\ . [1C 2e\ [1c 2r . [2g\ . 2c/ =102 =102 =102 =102 1C] 2g\] 1c] 2g/ . 4f\ . 2g/ . 4e\ . . 1r 2f\ 1r 2a/ . 2e\ . [2cc\ =103 =103 =103 =103 0r 4f\ 1r 2cc\] . 4e\ . . . 4d\ . 4b\ . 4c\ . 4a/ . 1d 2r 4b\ . . . 4a/ . . 2G/ 4g/ . . . 4f/ =104 =104 =104 =104 0r 2r 4A/ 4e/ . . 4B\ 4d/ . 2.c\ 4c\ 4e/ . . 4d\ 4f/ . . 2e\ 2g/ . 4B\ . . . 4A/ 2c\ [2a/ . 4G/ . . =105 =105 =105 =105 0c 2F/ 2f\ 4a/] . . . 4g/ . 2G/ 1e 1g . 1A . . . . 4d\ 2f#i/ . . 4c\ . =106 =106 =106 =106 0d 2.G/ 1B 1.g . 4A/ . . . 2.B\ 1r . . . . 2f/ . 8A/L . . . 8B/J . . =107 =107 =107 =107 1.c 2c\ 0g 2.e/ . 2A/ . . . . . 8d/L . . . 8c/J . 1G . 1d 2B\ . . . =108 =108 =108 =108 2A\ 1r 0a 1e 2G\ . . . 2.F\ [1c . 1f 4E\ . . . =109 =109 =109 =109 2C/ 1c] 1g 1e 1c . . . . [1d [1G [1g 4B\ . . . 4A\ . . . =110 =110 =110 =110 1B 1d] 1G] 1g] [1A 1c [1c [1a =111 =111 =111 =111 2A\] 2.e\ 2c\] 1a] 4G\ . 4B\ . 4F\ 4d\ 4A/ . 2E\ 2e\ 1B 1g 2G\ [2d\ . . =112 =112 =112 =112 2F\ 2d\] 2A/ 1cc 2E\ 1c 1G . 1D . . 2dd\ . 2B\ 2F/ [2ff\ =113 =113 =113 =113 0C 0c 1G 2ff\] . . . 4ee\ . . . 4dd\ . . [1g 2.ee\ . . . 4dd\ =114 =114 =114 =114 0r 1r 2g\] 2ee\ . . 2f\ 1dd . 2r 2.e\ . . 2e\ . [2cc\ . . 8d\L . . . 8c\J . =115 =115 =115 =115 1G 2g\ 1d 2cc\] . 2g\ . 2b\ 2c\ 1g 1e [1cc 2c\ . . . =116 =116 =116 =116 1c [0e 0r 0cc_ [1A . . . =117 =117 =117 =117 2A\] 1.e] 0r 1cc] 4G\ . . . 4F\ . . . 2E\ . . 1r 2F\ 4d\ . . . 4c\ . . =118 =118 =118 =118 2G\ 2B\ 0r 0r 2C/ 2c\ . . [1G 2d\ . . . 2G/ . . =119 =119 =119 =119 2G\] 1.d 1r 0r 4F\ . . . 4E\ . . . 2D\ . 2r . [2G\ 4c\ 2d\ . . 4B\ . . =120 =120 =120 =120 2G\] 1A 2e\ 0r 2F\ . 1d . 1G 2r . . . 2G/ 2g\ . =121 =121 =121 =121 1r 2A/ 2f\ 1r . 1G 2.g\ . 2r . . 2r . . 4f\ . 2E\ [2c\ 2e\ 2g/ =122 =122 =122 =122 2F\ 2c\] 1d 2a/ 2G\ 2B\ . 1g 1C 2c\ [1g . . [2e\ . [2cc\ =123 =123 =123 =123 1G 2e\] 1g] 2cc\] . 2d\ . 2b\ 1C 2e\ 1r 4cc\ . . . 4b\ . 2c\ . 4a/ . . . 4g/ =124 =124 =124 =124 0r 1d 2r 2b\ . . 1f 1a . 1c . . . . 2e\ [2g/ =125 =125 =125 =125 0r 0r 2e\ 2g/] . . 4d\ 4f/ . . 4c\ 4e/ . . 2d\ 2f/ . . [2c\ 2g/ =126 =126 =126 =126 0r 0r 4c\] 1e . . 4B\ . . . 4A/ . . . 4G/ . . . 4A/ 2r . . 4B\ . . . 4c\ [2cc\ . . 4d\ . =127 =127 =127 =127 0r 0r 4e\ 2cc\] . . 4f\ . . . 1g 2b\ . . . 2b\ . . 4f\ 4a/ . . 4e\ 4g/ =128 =128 =128 =128 0r 0r 2f\ 2a/ . . 1g 2g/ . . . 2.c/ . . [2c\ . . . . 4d/ =129 =129 =129 =129 0r 0r 4c\] 4e/ . . 4d\ 4f/ . . 4e\ 4g/ . . 4f\ 4a/ . . 4g\ 4b\ . . 4f\ 4cc\ . . 4d\ [2dd\ . . 4e\ . =130 =130 =130 =130 1r 0r 4f\ 4dd\] . . 4e\ 4cc\ . . 4e\ 1cc . . 8d\L . . . 8c\J . 2r . 1d . 2G\ . . 2b\ =131 =131 =131 =131 4A\ 2r [0c 0cc 4G\ . . . 4A\ 2c\ . . 4B\ . . . 2c\ 4e\ . . . 4d\ . . 2C/ 4e\ . . . 4f\ . . =132 =132 =132 =132 4C/ 2g\ 1c] 1r 4D\ . . . 4E\ 2G/ . . 4F\ . . . 2G\ 4G/ 1r 2r . 4A/ . . 2G\ 4B\ . 2g/ . 4c\ . . =133 =133 =133 =133 2G\ 2d\ 0r 2g/ 2G\ 2d\ . 2g/ 4C/ 2.e\ . [1g 4D\ . . . 4E\ . . . 4F\ 4d\ . . =134 =134 =134 =134 4G\ 2e\ 1r 2g/] 4A\ . . . 2B-\ 2.d\ . 2f/ 2.c\ . 2r 2e/ . 4c\ . . . [2c\ 2g\ 2c/ 8Bni\L . . . 8A\J . . . =135 =135 =135 =135 4G\ 2c\] 2g\ 2.d/ 4F\ . . . 2G\ 2B\ 2g\ . . . . 8c/L . . . 8d/J 2C/ 4c\ [1g 2e/ . 4B\ . . 2E\ 4A/ . 2c/ . 4G/ . . =136 =136 =136 =136 1D 2.A/ 2g\] 2d/ . . 2f\ 1a . 4B\ . . 1A 4c\ 2e\ . . 4d\ . . . [2e\ 2c\ 4g/ . . . 4f/ =137 =137 =137 =137 1B- 4e\] 1d 1g . 4d\ . . . 1d . . [1A . [1e [1a . 4c\ . . . 4B\ . . =138 =138 =138 =138 1A] 1c 1e] 1a] 2D\ 2d\ 2r 1r [2G\ 2B\ 2d\ . =139 =139 =139 =139 2G\] 1A 2e\ 2r 2F\ . 2f\ 2a/ 1E 1G 2g\ 2.b\ . . 2G/ . . . . 4cc\ =140 =140 =140 =140 2D\ 0r 2B\ 2dd\ 2C/ . 2c\ 2g/ 1G . 4d\ 2.b\ . . 4c\ . . . 4d\ . . . 4e\ 8a/L . . . 8b/J =141 =141 =141 =141 0r 1r 2f\ 2a/ . . 1g 2g/ . 2r . 1a . 2d\ 2f#i\ . =142 =142 =142 =142 2r 2.e\ 1g 1g 2C/ . . . . 4f\ . . 2E\ 2g\ 1r 2r 2F\ 2c\ . 2a/ =143 =143 =143 =143 4G\ 2.e\ 0r 2.b\ 4F\ . . . 4G\ . . . 4A\ 8d\L . 4cc\ . 8e\J . . 2B\ 2d\ . 2dd\ [2c\ 2c\ . 2g/ =144 =144 =144 =144 2c\] 2e\ 2r 2a/ 2B\ 1d 2d\ 2b\ 1A . 2e\ [1cc . 2c\ 2f\ . =145 =145 =145 =145 [0G 1d 2.g\ 2cc\] . . . 4b\ . . 4f\ 4a/ . 2r 2e\ 1b . 2g\ [2d\ . =146 =146 =146 =146 0G] 2.g\ 4d\] 2r . . 4c\ . . . 1c 2g/ . 4f\ . . . 2e\ . 2.g/ . [2d\ 2B\ . . . . 4f/ =147 =147 =147 =147 1A 4d\] 2c\ 2e/ . 4c\ . . . 1c 2e\ 4c/ . . . 4d/ 1G . 2.g\ 4e/ . . . 4f/ . 2B\ . [2g/ . . 4f\ . =148 =148 =148 =148 2r 2c\ 2e\ 4g/] . . . 4c/ 2G\ 4B\ 2.d\ 1g . 4A/ . . 2E\ 2G/ . . . . 4c\ . 2C/ [2g\ [2c\ 4f/ . . . 4e/ =149 =149 =149 =149 1G 2g\] 2c\] 1d . 2g\ 2B\ . 1r 1g 1c 1e =150 =150 =150 =150 1.C 1g 1.e 2r . . . 1g . 2r . . 2C/ 2G/ 2e\ 2g/ =151 =151 =151 =151 1C 1.c 1e 1g [1G . [1d 1g . 4B\ . . . 4A/ . . =152 =152 =152 =152 1G] 1B 2d\] 2r . . 2d\ 2g/ 2r [1A 1f 2.cc\ 2A\ . . . . . . 4b\ =153 =153 =153 =153 2.c\ 1A] 1e 2.a/ 4B\ . . 4g/ 2A\ 1r 1r 2f/ 2G\ . . [2e/ =154 =154 =154 =154 1F 1r 2r 2e/] . . 2A/ 2d/ 1E 2r 2c\ 1e . 2G/ 2B\ . =155 =155 =155 =155 2r 2.g\ 2c\ 1r 2G\ . 2d\ . . 4f\ . . 2.c\ 2.e\ 2e\ 2r . . 4A/ 2e/ 4B\ 4d\ 4B\ . =156 =156 =156 =156 2A\ 2c\ 4c\ 2f/ . . 4d\ . 2G\ 1B 1e 2g/ 1F . . 1a . 2A/ 2d\ . =157 =157 =157 =157 0El 0Bl 0el 0gl !!LO:LB:i:g=z =158|| =158|| =158|| =158|| *>D *>D *>D *>D *clefF4 *clefGv2 *clefGv2 *clefG2 *k[] *k[] *k[] *k[] *M2/1 *M2/1 *M2/1 *M2/1 *met(C|) *met(C|) *met(C|) *met(C|) !!section: Et in spiritum !!!OMD: Et in spiritum 0r 0r 1c 0r . . [1f . =159 =159 =159 =159 0r 1r 2f\] 0r . . 2f\ . . 1G 2e\ . . . 2d\ . =160 =160 =160 =160 1.C 1.c 2.e\ 0r . . 4d\ . . . 4e\ . . . 4f\ . 2C/ 2c\ [2g\ . =161 =161 =161 =161 2E\ 2B\ 2g\] 0r 2F\ 2A/ 4f\ . . . 4e\ . 1G 1B 1d . =162 =162 =162 =162 1C 2A/ 1e 0r . 2G/ . . [1F 2.A/ 2r . . . [2c\ . . 4G/ . . =163 =163 =163 =163 2F\] 4A/ 2c\] 0r . 4B\ . . 2F\ 1c 2c\ . 2E\ . 2e\ . 2D\ 4B\ 2f\ . . 4A/ . . =164 =164 =164 =164 1E 2G/ 1g 1r . 1c . . 2r . 1e 1g 2E\ 2B\ . . =165 =165 =165 =165 2.F\ 1A 2c\ 1.cc . . 2f\ . 4E\ . . . 2C/ 1G 4e\ . . . 4d\ . 2E\ . [2g\ 8cc/L . . . 8b/ . . . 8a/ . . . 8g/J =166 =166 =166 =166 1D 0d 2g\] 2a/ . . 2f#i\ 2a/ [1G . 2.g\ 2b\ . . . 2b\ . . 8fni\L . . . 8e\J . =167 =167 =167 =167 1G] 1B 4d\ 0g . . 4c\ . . . 2d\ . [1C 2r 1e . . 2G/ . . =168 =168 =168 =168 2C/] 2A/ 0r 1r 2D\ 1B . . 1E . . [1g . 2G/ . . =169 =169 =169 =169 1C 1c 0r 2g/] . . . 2a/ 1G 2d\ . 1b . [2e\ . . =170 =170 =170 =170 2E\ 2e\] 1r 2g/ 1A 2c\ . 1cc . 2e\ 2c\ . 2G\ [2g\ 2d\ 2b\ =171 =171 =171 =171 1.c 4g\] 2e\ 1cc . 4f\ . . . 4e\ 2c\ . . 4d\ . . . 2e\ 1g 1r 2B\ [2d\ . . =172 =172 =172 =172 1A 2d\] 2f\ 1cc . 2c\ [2e\ . 2G\ 1d 4e\] 2b\ . . 4d\ . 2F\ . [2d\ [2a/ =173 =173 =173 =173 1E 1G 4d\] 2a/] . . 4c\ . . . 4c\ 1g . . 4B\ . 1D 2r 1d . . 2A/ . 2f#i/ =174 =174 =174 =174 0r 2B\ 1r 2.g/ . 2c\ . . . . . 8f/L . . . 8e/J . 2d\ 2r 2f/ . [2e\ 2c\ [2g/ =175 =175 =175 =175 2r 4e\] 1g 4g/] . 4d\ . 4f/ 2C/ 1c . 2e/ 2G\ . 1g 1d 2G\ 2B\ . . =176 =176 =176 =176 2A\ 1c 2.e\ 0r 2.c\ . . . . . 4f\ . . 1r 2g\ . 4B\ . . . 4c\ . [2a\ . 4A\ . . . =177 =177 =177 =177 2B\ 0r 2a\] 2r 2c\ . 1g 2g/ 1A . . 2a/ . . 2f#i\ [2cc\ =178 =178 =178 =178 1G 2r 2.g\ 2cc\] . 2G/ . 2b\ . . 4d\ . 1r 2A/ 2f\ 1a . [2c\ [2e\ . =179 =179 =179 =179 2r 2c\] 2e\] 2.g/ 2G\ 2B\ 1d . . . . 4d/ 2A\ 1A . 2f/ [2c\ . 2c\ [2e/ =180 =180 =180 =180 2c\] 2G/ 2d\ 2e/] 2B\ 1g 2G/ 1d 1A . 2A/ . . 2f#i\ [2c\ 2c/ =181 =181 =181 =181 1G 1g 2c\] 1d . . 2B\ . 1r 2r 1A 2.e/ . 2c\ . . . . . 4f/ =182 =182 =182 =182 1r 2d\ 2G/ 2g/ . 1f 2.d\ 1a 2r . . . . . 4A/ . 2C/ 2e\ 2c\ [2g/ =183 =183 =183 =183 2D\ 1d 2B\ 2g/] 1F . 1A 2f#i/ . 2.c\ . 2g/ 2E\ . [2G/ 2c/ . 4G/ . . =184 =184 =184 =184 1D 2B\ 2G/] 2d/ . 1A 2F/ 1f 1C . 2.G/ . . [2G/ . 2e/ . . 4A/ . =185 =185 =185 =185 1D 2G/] 2B\ 2d/ . 2F/ 2A/ 2.dd\ 1r 2G/ 2B\ . . . . 4cc\ . 2A/ 2c\ [2cc\ =186 =186 =186 =186 1r 1G 1d 2cc\] . . . 2b\ [1F 1r 1c [1cc =187 =187 =187 =187 2F\] 1.c 1r 1cc] 2F\ . . . 2E\ . [1g 1r 2C/ 2c\ . . =188 =188 =188 =188 2E\ 2B\ 2g\] 0r 2F\ 2A/ 2f\ . 2.G\ 2.B\ 2e\ . . . 2d\ . 4A\ 4c\ . . =189 =189 =189 =189 2B\ 2d\ 0g 0r 2.c\ 2.e\ . . 4B\ 4d\ . . 2G\ [2g\ . . =190 =190 =190 =190 1A 2g\] 2.c\ 2r . 2f#i\ . 1cc . . 4d\ . 1G [1g 2e\ . . . [2d\ 2b\ =191 =191 =191 =191 2r 2g\] 2d\] 2b\ 2E\ 4f\ 1c 4a/ . 4e\ . 4g/ 2F\ 1d . 2a/ 2G\ . 2B\ [2g/ =192 =192 =192 =192 1C 2r 1c 4g/] . . . 4f/ . 1g . 4e/ . . . 4d/ 1r . 2r 2c/ . 2f\ [2a\ [2cc\ =193 =193 =193 =193 0r 2f\ 2a\] 2cc\] . 4e\ 4g\ 2dd\ . 4d\ 4f\ . . 2e\ 2g\ 2b\ . 4A/ 2a\ [2cc\ . 4B\ . . =194 =194 =194 =194 2r 4c\ 1g 2cc\] . 4d\ . . 1G 2e\ . 2b\ . 2.d\ 1r 2g/ 2F\ . . [2a/ . 4c\ . . =195 =195 =195 =195 2F\ 2A/ 0r 2a/] 4E\ 2B\ . 4g/ 4D\ . . 4f/ 2E\ 2G/ . 2g/ 2D\ 2A/ . 2f/ =196 =196 =196 =196 2G\ 2B\ 1r 4d/ . . . 4e/ 2F\ 2c\ . 4f/ . . . 4e/ 2.D\ 2.d\ 2r 4f/ . . . 4g/ . . 2d\ [2a/ 4E\ 8c\L . . . 8B\J . . =197 =197 =197 =197 2F\ 4A/ 2d\ 4a/] . 4G/ . 4d/ 2G\ 2B\ 2d\ 1g 1D 1A 2d\ . . . 2d\ 2f#i/ =198 =198 =198 =198 2r 1G 1.d 1g 2G\ . . . 2G\ 2r . 2r 2G\ 2g\ 2d\ 2b\ =199 =199 =199 =199 2G\ 2g\ 1d 2b\ 2G\ 2g\ . 2b\ 1G 2g\ 1d 2b\ . 2g\ . 2b\ =200 =200 =200 =200 2.C/ 1.g 1.e 2.cc\ 4D\ . . 8b/L . . . 8a/J 2E\ . . 2g/ 2F\ 2f\ 4d\ 2a/ . . 4c\ . =201 =201 =201 =201 2G\ 2e\ 2B\ 2g/ 2A\ 2c\ 1c 2f/ 1G 1d . [1g . . 2B\ . =202 =202 =202 =202 [0C 1e [0c 1g] . 2r . 1r . 2G/ . . =203 =203 =203 =203 0C] 2A/ 1c] 2r . 2G/ . 2g/ . [1c 1r 2a/ . . . 2g/ =204 =204 =204 =204 0r 2c\] 0r 1cc . 4B\ . . . 4A/ . . . 2G/ . 2b\ . 4A/ . [2a/ . 4G/ . . =205 =205 =205 =205 0r 4A/ 0r 4a/] . 4B\ . 4g/ . 2c\ . 2g/ . 4d\ . 4f/ . 4c\ . 4e/ . 4d\ . [2a/ . 4e\ . . =206 =206 =206 =206 0r 2f\ 0r 2a/] . 1e . 2g/ . . . 1f . 2d\ . . =207 =207 =207 =207 1r 2.e\ 2r 1e . . 2c\ . . 4d\ . . 2r 4c\ 4e\ 1r . 4B\ 4d\ . 2C/ 2c\ 4e\ . . . 4f\ . =208 =208 =208 =208 4E\ 0B 1.g 0r 4D\ . . . 4E\ . . . 4F\ . . . [1G . . . . . 2d\ . =209 =209 =209 =209 2G\] 2r 2g\ 1r 2D\ 2G/ 2g\ . 2G\ 4B\ [1g 2r . 4A/ . . 2G\ 4B\ . 2g/ . 4c\ . . =210 =210 =210 =210 0G 1.d 1g] 4b\ . . . 4a/ . . . 4b\ . . . 4cc\ . . 2r [1dd . 2G/ [2g\ . =211 =211 =211 =211 1r 2d\ 2g\] 2dd\] . 2d\ 2f\ 2a/ [1B- [1d 2.f\ 2dd\ . . . 2dd\ . . 4e\ . =212 =212 =212 =212 1B-] 2d\] 2f\ 1dd . 2d\ 2g\ . 1A 2e\ 1a 1cc . 2f\ . . =213 =213 =213 =213 2.G\ [0g 1.d 2b\ . . . 2.dd\ 4A\ . . . 2B\ . . . . . . 4cc\ 2c\ . 2e\ [2cc\ =214 =214 =214 =214 1G 0g] 1d 2cc\] . . . 2b\ 2.C/ . [1c 2.cc\ 4D\ . . 8b/L . . . 8a/J =215 =215 =215 =215 2E\ 1r 1c] 2g/ 2F\ . . 2a/ 2E\ 1c 1r 2g/ [2F\ . . [2a/ =216 =216 =216 =216 2F\] 2A/ 1F 2a/] 4E\ 1c . 4g/ 4D\ . . 4f/ 4C/ . 2G/ 1e 4D\ . . . 4E\ 4B\ [2G/ . 4F\ 4A/ . . =217 =217 =217 =217 2G\ 2B\ 4G/] 2d/ . . 4A/ . 2E\ 2G/ 4B\ 1g . . 4c\ . 1D 1A 1d . . . . 2f/ =218 =218 =218 =218 2r 2G/ 2r 2g/ 2E\ 1B 1g 2e/ 2G\ . . [1d 2G\ 2B\ 2g\ . =219 =219 =219 =219 2G\ 2B\ 2g\ 1d] 2G\ 2B\ 2d\ . 2D\ 2.A/ 2.f\ 2r [2F\ . . 2c/ . 4B\ 4g\ . =220 =220 =220 =220 2F\] 4c\ 2a\ 4c/ . 4A/ . 4d/ 2E\ 2B\ 2g\ 4e/ . . . 4f/ 4C/ 2r 1e 2g/ 4D\ . . . 4E\ [2B\ . 2g/ 4F\ . . . =221 =221 =221 =221 2G\ 2B\] 2d\ 2g/ 2.C/ 2c\ 2e\ 2g/ . 2.G/ 1c 2.e/ 4D\ . . . 4E\ . . . 4F\ 4A/ . 4d/ =222 =222 =222 =222 2G\ 2B\ 2r 2e/ 2.A\ 2.c\ 4F/ 2.f/ . . 4G/ . . . 4A/ . 4G\ 4B\ 4B\ 4e/ 4F\ 4A/ [2c\ [2e/ 4E\ 4G/ . . =223 =223 =223 =223 1F 1A 2c\] 2e/] . . 4B\ 2d/ . . 4A/ . [1E 1B 2G/ [1e . . [2g\ . =224 =224 =224 =224 1E] 2r 4g\] 1e] . . 4f\ . . 2G/ 4e\ . . . 4d\ . 1r 2A/ 2c\ 1r . [2c\ 2e\ . =225 =225 =225 =225 1r 2c\] 1d 0r . 2B\ . . 2r 1c 2r . 2F\ . 2c\ . =226 =226 =226 =226 2F\ 1A 2d\ 0r 2F\ . 1f . 1G 1r . . . . 2e\ . =227 =227 =227 =227 2F\ 0r 2d\ 0r 2E\ . 1c . 1D . . . . . 2B\ . =228 =228 =228 =228 1C 2r 1c 2r . 2c\ . 2g/ 1r 2c\ 1A 2a/ . 2c\ . [2cc\ =229 =229 =229 =229 0r 1d 2r 2cc\] . . 2G/ 2b\ . 2c\ 2A/ 2a/ . 2B\ 2B\ [2g/ =230 =230 =230 =230 0r 1A 4c\ 2g/] . . 4B\ . . . 4c\ 2f#i/ . . 4d\ . . [1G 2e\ 1g . . 2d\ . =231 =231 =231 =231 0r 1G] 2r 2r . . 2G/ 2b\ . 2r 2A/ 2cc\ . 2G/ 2B\ 2b\ =232 =232 =232 =232 1r 2A/ 4c\ 1a . . 4B\ . . 1c 4c\ . . . 4d\ . 2r . 1e 1g 2E\ 2B\ . . =233 =233 =233 =233 2F\ 2A/ 2d\ 2r 2E\ 1G 1c 2e/ 1D . . 2f/ . 2F/ 2B\ 2d/ =234 =234 =234 =234 1C 2.G/ 1c 2.e/ . 4A/ . 4f/ 2r 2B\ 2d\ 1g 2C/ 2c\ 2e\ . =235 =235 =235 =235 2F\ 2d\ 2f\ 2r 2E\ 2e\ 1g 2g/ 1D 2f\ . 2a/ . 2d\ 2f\ 2b\ =236 =236 =236 =236 2C/ 2.e\ [0g 4cc\ . . . 4b\ 2.c\ . . 4cc\ . 4d\ . 4dd\ . 2c\ . 2ee\ 4B\ . . . 2G\ 4B\ . [2dd\ . 4c\ . . =237 =237 =237 =237 2B\ 4d\ 1g] 4dd\] . 4B\ . 4cc\ 2c\ 2e\ . 1cc 1G 1d [1g . . . . 2b\ =238 =238 =238 =238 2E\ [0cl 2g\] [0ccl 1F . 1a . 4E\ . 4g\ . 4D\ . 4f\ . =239 =239 =239 =239 0Cl 0c] 0el 0cc] == == == == *- *- *- *- !!!RDF**kern: l=long note in original notation !!!RDF**kern: i=editorial accidental !!!RDF**kern: V=start of tuplet marker !!!RDF**kern: Z=end of tuplet marker !!!ENC: Jesse Rodin (May 2013) !!!END: 2013/05/09/ !!!EED: Jesse Rodin !!!EEV: 2013/05/09/ !!attribution-level: 3 (other) !!!ONB: Translated from MusicXML and edited on 2013/05/09/ by Craig Sapp !!muse2ps: T^@{OPR}^u^@{ONM}{. }@{OTL}^C^@{COA}?\n@{SCT}^i2I150v85,85,85,100Q16