Jos0303b-Missa_De_beata_virgine-Gloria.krn

!!!!SEGMENT: Jos/Jos0303b-Missa_De_beata_virgine-Gloria.krn
!!!COM: Josquin des Prez
!!!CDT: ~1450-1521/08/27
!!!COA2: La Rue, Pierre de
!!!CDT2: ~1452///-1518/11/20/
!!!OPR: Missa De beata virgine
!!!ONM: 2
!!!OTL: Gloria
!!!AGN: Mass; Gloria
!!!SCT: NJE 3.3
!!!SCA: New Josquin Edition 3.3
!!!jrpid: Jos0303b
!!!voices: 4
!!!voices-OPR: 4-5
!!!ONB: KGC attrib. La Rue in Weimar B
**kern	**kern	**kern	**kern
*Ivox	*Ivox	*Ivox	*Ivox
*I"Bassus	*I"Tenor	*I"Altus	*I"Superius
*I'B	*I'T	*I'A	*I'S
*staff4	*staff3	*staff2	*staff1
*clefF4	*clefGv2	*clefGv2	*clefG2
*k[]	*k[]	*k[]	*k[]
*M2/1	*M2/1	*M2/1	*M2/1
*met(C|)	*met(C|)	*met(C|)	*met(C|)
=1-	=1-	=1-	=1-
0r	0r	1.g	1dd
.	.	.	1ee
.	.	2g\	.
=2	=2	=2	=2
0r	0r	1g	2.b\
.	.	.	4cc\
.	.	1f	1dd
=3	=3	=3	=3
1.G	1d	1.g	1dd
.	1e	.	1g
2G\	.	2f\	.
=4	=4	=4	=4
1G	2.B\	2d\	1r
.	.	2e\	.
.	4c\	.	.
1F	1d	2f\	1a
.	.	[2d\	.
=5	=5	=5	=5
1G	1d	2d\]	2.b\
.	.	2.g\	.
.	.	.	4a/
1E	1G	.	2b\
.	.	4f\	.
.	.	4e\	[2cc\
.	.	4d\	.
=6	=6	=6	=6
1F	1r	0c	4cc\]
.	.	.	4b\
.	.	.	4a/
.	.	.	4g/
1F	1A	.	1a
=7	=7	=7	=7
1G	2.B\	1r	0g
.	4A/	.	.
1r	2B\	1g	.
.	[2c\	.	.
=8	=8	=8	=8
0r	4c\]	1e	0cc
.	4B\	.	.
.	4A/	.	.
.	4G/	.	.
.	1A	1f	.
=9	=9	=9	=9
2r	0G	2.g\	1b
1G	.	.	.
.	.	4f\	.
.	.	2d\	1g
2E\	.	2e\	.
=10	=10	=10	=10
2F\	0r	2.A/	1a
2D\	.	.	.
.	.	4B\	.
2.C/	.	4c\	2.e/
.	.	4d\	.
.	.	[2c\	.
4BB/	.	.	4d/
=11	=11	=11	=11
2C/	0r	4c\]	4e/
.	.	4B\	4f/
2E\	.	2G/	2.g/
1D	.	1A	.
.	.	.	4f#i/
.	.	.	4f#i/
.	.	.	4e/
=12	=12	=12	=12
0C	0c	0e	[0g
=13	=13	=13	=13
2r	1B	1d	0g]
1G	.	.	.
.	1G	1e	.
2E\	.	.	.
=14	=14	=14	=14
2F\	1A	2c\	0r
2D\	.	2d\	.
2.C/	2.E/	2G/	.
.	.	[2c\	.
4BB/	4D/	.	.
=15	=15	=15	=15
2C/	4E/	4c\]	0r
.	4F#i/	4B\	.
2E\	2.G/	2G/	.
1D	.	1A	.
.	4F#i/	.	.
.	4F#/	.	.
.	4E/	.	.
=16	=16	=16	=16
0r	0G	1G	1dd
.	.	1g	2.b\
.	.	.	4a/
=17	=17	=17	=17
0r	1r	2.e\	1cc
.	.	4d\	.
.	1d	1f	1dd
=18	=18	=18	=18
1G	2.B\	0g	0r
.	4A/	.	.
2.E\	1c	.	.
4D\	.	.	.
=19	=19	=19	=19
1F	0d	1r	2r
.	.	.	2dd\
1G	.	2r	2.dd\
.	.	2g\	.
.	.	.	4cc\
=20	=20	=20	=20
0r	0r	2.g\	2b\
.	.	.	2a/
.	.	4f\	.
.	.	2e\	2cc\
.	.	2d\	[2b\
=21	=21	=21	=21
0r	0r	2.f\	4b\]
.	.	.	4a/
.	.	.	1dd
.	.	4g\	.
.	.	1e	.
.	.	.	2cc#i\
=22	=22	=22	=22
1r	2r	1d	0dd
.	2d\	.	.
2r	2.d\	1r	.
2G\	.	.	.
.	4c\	.	.
=23	=23	=23	=23
2.G\	2B\	0r	0r
.	2A/	.	.
4F\	.	.	.
2E\	2c\	.	.
2D\	[2B\	.	.
=24	=24	=24	=24
2F\	4B\]	1r	0r
.	4A/	.	.
2G\	1d	.	.
1E	.	1g	.
.	2c#i\	.	.
=25	=25	=25	=25
0D	0d	1.f	1r
.	.	.	1dd
.	.	4e\	.
.	.	4d\	.
=26	=26	=26	=26
0r	0r	4e\	2b\
.	.	4d\	.
.	.	4c\	2.cc\
.	.	4B\	.
.	.	2A/	.
.	.	.	4b\
.	.	[2a\	4a/
.	.	.	4g/
=27	=27	=27	=27
1r	1r	4a\]	2f/
.	.	4g\	.
.	.	1g	2g/
1D	1d	.	1a
.	.	2f\	.
=28	=28	=28	=28
1E	2B\	2.g\	1g
.	2.c\	.	.
.	.	4f\	.
2C/	.	4e\	1r
.	4B\	4d\	.
[2F\	4A/	4c\	.
.	4G/	4B\	.
=29	=29	=29	=29
4F\]	2F/	4A/	0r
4G\	.	4G/	.
2E\	2G/	2.g\	.
1D	1A	.	.
.	.	4f#i\	.
.	.	4f#i\	.
.	.	4e\	.
=30	=30	=30	=30
0G	0G	1g	2r
.	.	.	2dd\
.	.	2r	2ee\
.	.	2g\	2dd\
=31	=31	=31	=31
0r	0r	2a\	4cc\
.	.	.	4b\
.	.	2g\	2.ee\
.	.	2f\	.
.	.	.	4dd\
.	.	2d\	[2dd\
=32	=32	=32	=32
0r	1r	1e	2dd\]
.	.	.	2cc#i\
.	2r	1d	1dd
.	2d\	.	.
=33	=33	=33	=33
2r	2e\	0r	0r
2G\	2d\	.	.
2A\	4c\	.	.
.	4B\	.	.
2G\	[2e\	.	.
=34	=34	=34	=34
2F\	4e\]	1r	0r
.	4d\	.	.
2D\	1d	.	.
1E	.	1G	.
.	2c#i\	.	.
=35	=35	=35	=35
0D	1d	1A	0r
.	2r	1B	.
.	2d\	.	.
=36	=36	=36	=36
0r	1e	2.c\	1g
.	.	4B\	.
.	1f	1A	1a
=37	=37	=37	=37
0r	2.g\	1G	1b
.	4f\	.	.
.	4e\	2.c\	[1cc
.	4d\	.	.
.	4c\	.	.
.	4B\	4d\	.
=38	=38	=38	=38
0r	2A/	4e\	2cc\]
.	.	4f\	.
.	2G/	2.g\	2b\
.	1d	.	1a
.	.	4f#i\	.
.	.	4f#i\	.
.	.	4e\	.
=39	=39	=39	=39
0r	2G/	1g	2.g/
.	2.g\	.	.
.	.	.	4a/
.	.	1r	4b\
.	4f\	.	4cc\
.	2d\	.	[2dd\
=40	=40	=40	=40
1r	1e	0r	2dd\]
.	.	.	2cc#i\
2r	1d	.	1dd
2G\	.	.	.
=41	=41	=41	=41
2A\	0r	2r	0r
2B\	.	2d\	.
2c\	.	2e\	.
2A\	.	2f\	.
=42	=42	=42	=42
2G\	2r	1g	0r
2B\	2d\	.	.
1A	2e\	1c	.
.	2f\	.	.
=43	=43	=43	=43
1G	2.g\	2d\	2r
.	.	2B\	2dd\
.	4f\	.	.
1r	2e\	2c\	2ee\
.	2d\	2d\	2ff\
=44	=44	=44	=44
0r	2.g\	1G	1.gg
.	4f\	.	.
.	2e\	1r	.
.	2d\	.	2ff\
=45	=45	=45	=45
0r	2c\	2r	2ee\
.	2B\	2d\	2dd\
.	2A/	2e\	2cc\
.	2G/	[2g\	2b\
=46	=46	=46	=46
2r	2.d\	4g\]	1a
.	.	4e\	.
2D\	.	2f\	.
.	4c\	.	.
2E\	2B\	2g\	2g/
2F\	2A/	[2d\	2a/
=47	=47	=47	=47
2G\	1G	4d\]	2b\
.	.	4B\	.
2E\	.	2c\	2g/
2D\	1F	2d\	2b\
2F\	.	2A/	[2a/
=48	=48	=48	=48
1E	1G	2B\	4a/]
.	.	.	4g/
.	.	2c\	1g
1D	1A	1d	.
.	.	.	2f#i/
=49	=49	=49	=49
1r	0G	1.B	[0g
[1d	.	.	.
.	.	2G/	.
=50	=50	=50	=50
2d\]	1.d	0G	0g]
2c\	.	.	.
2B\	.	.	.
2A\	2c\	.	.
=51	=51	=51	=51
2.G\	2B\	0r	0r
.	2A/	.	.
4F\	.	.	.
2E\	1G	.	.
2D\	.	.	.
=52	=52	=52	=52
1C	1.c	0r	0r
[1F	.	.	.
.	4B\	.	.
.	4c\	.	.
=53	=53	=53	=53
2F\]	0d	1r	1.dd
4E\	.	.	.
4F\	.	.	.
1G	.	[1g	.
.	.	.	2cc\
=54	=54	=54	=54
0r	0r	2g\]	2b\
.	.	2f\	2a/
.	.	2e\	1g
.	.	2d\	.
=55	=55	=55	=55
0r	0r	1c	1.cc
.	.	[1f	.
.	.	.	4b\
.	.	.	4cc\
=56	=56	=56	=56
0r	1d	2f\]	1dd
.	.	4e\	.
.	.	4f\	.
.	[1g	1g	1dd
=57	=57	=57	=57
1G	2g\]	0r	1.gg
.	2f\	.	.
[1c	2e\	.	.
.	2d\	.	2ff\
=58	=58	=58	=58
2c\]	2c\	1r	2ee\
2B\	2d\	.	2dd\
2A\	1e	2r	2cc\
2G\	.	2g\	2b\
=59	=59	=59	=59
2F\	2f\	2a\	2a/
2B-i\	2d\	2g\	2.dd\
1A	1e	1a	.
.	.	.	4cc#i\
.	.	.	4cc#i\
.	.	.	4b\
=60	=60	=60	=60
1D	0d	1.f	0dd
2r	.	.	.
2D\	.	4e\	.
.	.	4f\	.
=61	=61	=61	=61
1E	1G	4g\	0r
.	.	4f\	.
.	.	4e\	.
.	.	4d\	.
1F	1A	1c	.
=62	=62	=62	=62
1G	1B	2r	1r
.	.	2d\	.
1r	2.c\	1e	1g
.	4B\	.	.
=63	=63	=63	=63
1r	1A	1f	1a
1G	2G/	2.g\	1b
.	2d\	.	.
.	.	4f\	.
=64	=64	=64	=64
2.A\	2c\	4e\	2.cc\
.	.	4d\	.
.	2.A/	1.c	.
4G\	.	.	4b\
2F\	.	.	2a/
.	4F/	.	.
2E\	4G/	.	2g/
.	4A/	.	.
=65	=65	=65	=65
1D	2B-i\	1d	2f/
.	2G/	.	2.g/
2r	1A	2c\	.
.	.	.	4f#i/
2D\	.	2d\	4f#i/
.	.	.	4e/
=66	=66	=66	=66
1E	0G	2B\	0g
.	.	2G/	.
1E	.	1g	.
=67	=67	=67	=67
0D	1.d	0f	1r
.	.	.	1a
.	2A/	.	.
=68	=68	=68	=68
0r	2c\	0r	2g/
.	2d\	.	2f/
.	1B	.	1g
=69	=69	=69	=69
2r	1A	1r	1a
1A	.	.	.
.	1r	1e	1r
2E\	.	.	.
=70	=70	=70	=70
2G\	1r	2d\	0r
2A\	.	2c\	.
1F	1A	1d	.
=71	=71	=71	=71
1E	2B\	0e	2r
.	2.c\	.	2g/
1r	.	.	2a/
.	4B\	.	.
.	2G/	.	[2b\
=72	=72	=72	=72
0r	1A	0r	4b\]
.	.	.	4a/
.	.	.	1a
.	1B	.	.
.	.	.	2g#i/
=73	=73	=73	=73
2r	1A	2r	1a
2A\	.	2c\	.
2B\	1r	2d\	1r
2A\	.	[2e\	.
=74	=74	=74	=74
1B	1r	4e\]	1g
.	.	4d\	.
.	.	1d	.
1A	2r	.	1cc
.	2A/	2c\	.
=75	=75	=75	=75
0r	2G/	1d	2b\
.	2A/	.	2a/
.	1B	1r	1g
=76	=76	=76	=76
1r	0A	1c	0a
1D	.	1f	.
=77	=77	=77	=77
2C/	0r	2e\	0r
2D\	.	2d\	.
1E	.	1c#i	.
=78	=78	=78	=78
0D	1r	1d	1r
.	1d	[1a	1ff
=79	=79	=79	=79
1r	2c\	2a\]	2ee\
.	2d\	2a\	2dd\
1A	1e	1a	2.cc#i\
.	.	.	4b\
=80	=80	=80	=80
1.B-i	[0d	2.f\	1dd
.	.	4e\	.
.	.	4d\	2r
.	.	4c\	.
4A\	.	[2d\	2b\
4G\	.	.	.
=81	=81	=81	=81
2F\	0d]	2d\]	2a/
2G\	.	2B\	2g/
1D	.	1A	2.f#i/
.	.	.	4e/
=82	=82	=82	=82
1G	1r	0G	0g
1r	1d	.	.
=83	=83	=83	=83
1G	1e	0r	0r
1A	1f	.	.
=84	=84	=84	=84
1B	1.g	0r	0r
[1c	.	.	.
.	2e\	.	.
=85	=85	=85	=85
2c\]	1e	0r	0r
2A\	.	.	.
1A	[1f	.	.
=86	=86	=86	=86
1.B	2f\]	0r	0r
.	2d\	.	.
.	1d	.	.
2G\	.	.	.
=87	=87	=87	=87
1G	1.e	0r	0r
[1A	.	.	.
.	2d\	.	.
=88	=88	=88	=88
1A]	2c\	0r	0r
.	4B\	.	.
.	4A/	.	.
1G	1B	.	.
=89	=89	=89	=89
2F\	2A/	0r	0r
2D\	2.d\	.	.
1E	.	.	.
.	4c\	.	.
.	4c\	.	.
.	4B\	.	.
=90	=90	=90	=90
2D\	2.d\	0r	0r
2G\	.	.	.
.	4c\	.	.
2F\	2A/	.	.
[2G\	2B\	.	.
=91	=91	=91	=91
4G\]	2G/	0r	0r
4A\	.	.	.
4B\	2.g\	.	.
4G\	.	.	.
1A	.	.	.
.	4f#i\	.	.
.	4f#i\	.	.
.	4e\	.	.
=92	=92	=92	=92
0G	[0g	0r	0r
=93	=93	=93	=93
1.C	0g_	1G	0r
.	.	[1c	.
2D\	.	.	.
=94	=94	=94	=94
2E\	0g]	2c\]	0r
2F\	.	4B\	.
.	.	4A/	.
2G\	.	2B\	.
2A\	.	2c\	.
=95	=95	=95	=95
1B	1G	1d	0g
1c	[1c	[1e	.
=96	=96	=96	=96
1C	2c\]	1e]	1g
.	4B\	.	.
.	4A/	.	.
[1G	2B\	1d	1g
.	2c\	.	.
=97	=97	=97	=97
1G]	1d	1B	0g
2.C/	[1e	[1c	.
4D\	.	.	.
=98	=98	=98	=98
4E\	1e]	2c\]	1g
4F\	.	.	.
1G	.	2B\	.
.	1d	1A	1a
2F#i\	.	.	.
=99	=99	=99	=99
1G	1B	2G/	1b
.	.	2d\	.
1r	1c	2e\	1g
.	.	[2g\	.
=100	=100	=100	=100
1r	1A	4g\]	1a
.	.	4f#i\	.
.	.	4f#i\	.
.	.	4e\	.
1G	1G	[1g	2.b\
.	.	.	4cc\
=101	=101	=101	=101
2G\	1B	1g]	4dd\
.	.	.	4ee\
2G\	.	.	1dd
1A	1c	1e	.
.	.	.	2cc#i\
=102	=102	=102	=102
1D	1A	1f	0dd
1G	1G	[1g	.
=103	=103	=103	=103
2G\	1d	1g]	1b
2G\	.	.	.
1A	1c	1e	1cc
=104	=104	=104	=104
1D	2.d\	1f	1a
.	4c\	.	.
1G	4B\	[1g	2g/
.	4A/	.	.
.	2G/	.	[2b\
=105	=105	=105	=105
2G\	2.g\	2g\]	4b\]
.	.	.	4cc\
2G\	.	2b-i\	2.dd\
.	4f\	.	.
1A	1e	1a	.
.	.	.	4cc#i\
.	.	.	4cc#i\
.	.	.	4b\
=106	=106	=106	=106
0D	0d	1.f	[0dd
.	.	2d\	.
=107	=107	=107	=107
0G	0r	1d	0dd]
.	.	[1g	.
=108	=108	=108	=108
0B-	0d	2g\]	0r
.	.	4f\	.
.	.	4g\	.
.	.	[1f	.
=109	=109	=109	=109
0A	0c	2f\]	0r
.	.	4e\	.
.	.	4f\	.
.	.	[1e	.
=110	=110	=110	=110
1G	1B	2e\]	0r
.	.	4d\	.
.	.	4e\	.
1F	[1A	[1d	.
=111	=111	=111	=111
0E	2A/]	2d\]	0gg
.	4G/	4c#i\	.
.	4F/	4d\	.
.	1G	2c#i\	.
.	.	4d\	.
.	.	4c#i\	.
=112	=112	=112	=112
0D	1A	1.d	0ff
.	1a	.	.
.	.	2A/	.
=113	=113	=113	=113
0r	1g	1c	1ee
.	1f	1d	[1dd
=114	=114	=114	=114
0A	0e	1A	2dd\]
.	.	.	4cc#i\
.	.	.	4b\
.	.	1a	1cc#i
=115	=115	=115	=115
1.B-i	0d	1f	1.dd
.	.	2d\	.
2G\	.	[2g\	2b\
=116	=116	=116	=116
1G	0e	4g\]	1b
.	.	4f\	.
.	.	4e\	.
.	.	4d\	.
1A	.	1c	1cc
=117	=117	=117	=117
1F	1.f	2r	1a
.	.	2.d\	.
1D	.	.	2r
.	.	4c\	.
.	2d\	2d\	[2dd\
=118	=118	=118	=118
2r	0d	2.B\	4dd\]
.	.	.	4cc\
2.G\	.	.	2dd\
.	.	4G/	.
.	.	1G	2.b\
4F\	.	.	.
2G\	.	.	.
.	.	.	4g/
=119	=119	=119	=119
2.E\	1.e	1.g	1g
4C/	.	.	.
2.C/	.	.	1r
.	2d\	2f\	.
4D\	.	.	.
=120	=120	=120	=120
4E\	2c\	2e\	1g
4F\	.	.	.
1G	2B\	2d\	.
.	1A	2.c\	1cc
2F#i\	.	.	.
.	.	4d\	.
=121	=121	=121	=121
2G\	1.G	2e\	2b\
1B	.	2.d\	1dd
.	.	4B\	.
2A\	2A/	2c\	2cc\
=122	=122	=122	=122
2G\	2B\	1d	2b\
2F\	2.d\	.	2a/
1E	.	1G	1g
.	4c#i\	.	.
.	4c#i\	.	.
.	4B\	.	.
=123	=123	=123	=123
1D	1d	1A	1.f
[1d	1r	[1B	.
.	.	.	4e/
.	.	.	4d/
=124	=124	=124	=124
2d\]	1.G	2B\]	1.dd
2c\	.	2c\	.
2B\	.	[1d	.
2A\	2A/	.	2cc\
=125	=125	=125	=125
2G\	2B\	1d]	2b\
2F\	2.d\	.	2a/
1E	.	1G	1g
.	4c#i\	.	.
.	4c#i\	.	.
.	4B\	.	.
=126	=126	=126	=126
[0Dl	[0dl	2A/	[0fl
.	.	2F/	.
.	.	1B-	.
=127	=127	=127	=127
0D]	0d]	0Al	0f]
!!LO:LB:i:g=z
=128||	=128||	=128||	=128||
!!section: Qui tollis
!!!OMD: Qui tollis
*k[]	*k[]	*k[]	*k[]
*M2/1	*M2/1	*M2/1	*M2/1
*met(C|)	*met(C|)	*met(C|)	*met(C|)
0r	0r	0f	0r
=129	=129	=129	=129
0r	0r	1e	0r
.	.	1f	.
=130	=130	=130	=130
0r	0f	1d	0r
.	.	1d	.
=131	=131	=131	=131
0r	1e	1c	0r
.	1f	[1d	.
=132	=132	=132	=132
0D	1d	2d\]	0a
.	.	2e\	.
.	1d	2f\	.
.	.	2d\	.
=133	=133	=133	=133
1A	1c	1e	1a
1D	[1d	1f	1a
=134	=134	=134	=134
1r	2d\]	0d	1a
.	2e\	.	.
1D	2f\	.	1a
.	2d\	.	.
=135	=135	=135	=135
1A	1e	1c	0a
1D	1f	[1d	.
=136	=136	=136	=136
1.G	1d	2d\]	1.b
.	.	2B\	.
.	1r	[1B	.
2E\	.	.	2g/
=137	=137	=137	=137
0E	1.e	1B]	0g
.	.	1r	.
.	2d\	.	.
=138	=138	=138	=138
1r	1c	1.e	1r
1E	1B	.	1g
.	.	2d\	.
=139	=139	=139	=139
1F	1A	1c	1a
1G	1G	1B	1b
=140	=140	=140	=140
0A	4c\	4A/	0cc
.	4d\	4B\	.
.	4e\	4c\	.
.	4f\	4d\	.
.	4e\	2e\	.
.	4A/	.	.
.	[2a\	[2f\	.
=141	=141	=141	=141
0A	2a\]	2f\]	1.cc
.	4g\	4e\	.
.	4f\	4d\	.
.	1e	1c#i	.
.	.	.	2a/
=142	=142	=142	=142
[0D	1.f	0d	1.a
.	2d\	.	2f/
=143	=143	=143	=143
0D]	0d	0r	1.f
.	.	.	2d/
=144	=144	=144	=144
*M3/3%2	*M3/3%2	*M3/3%2	*M3/3%2
*met()	*met()	*met()	*met()
3%4GV	0r	3%2.BV	0d
.	.	3G/	.
3%2FZ	.	3%2AZ	.
=145	=145	=145	=145
3%2GV	3%4dV	3%2BV	0r
3%4EZ	.	3%4GZ	.
.	3%2cZ	.	.
=146	=146	=146	=146
3%2DV	3%2dV	0r	0r
3%2G	3%4BZ	.	.
3%2GZ	.	.	.
=147	=147	=147	=147
3%2.FV	3%4AV	0r	0r
3E\	.	.	.
3%2FZ	3%2dZ	.	.
=148	=148	=148	=148
3%2GV	3%2dV	3%4gV	0r
3%2E	3%2c	.	.
3%2DZ	3%2dZ	3%2fZ	.
=149	=149	=149	=149
3%4GV	3%4BV	3%2gV	3%4ddV
.	.	3%4eZ	.
3%2AZ	3%2AZ	.	3%2ccZ
=150	=150	=150	=150
3%2BV	3%4dV	3%2dV	3%2ddV
3%4GZ	.	3%2g	3%4bZ
.	3%2GZ	3%2gZ	.
=151	=151	=151	=151
3%4DV	3%2.dV	3%2.fV	3%4aV
.	3c\	3e\	.
3%2rZ	3B\	3%2fZ	3%2ddZ
.	3A/Z	.	.
=152	=152	=152	=152
3%4GV	3%2GV	3%2gV	3%4ddV
.	3%2g	3%4eZ	.
3%2AZ	3%2eZ	.	3%2ccZ
=153	=153	=153	=153
3%2FV	3%2fV	1d	3%2ddV
3%4GZ	3%2d	.	3%4bZ
.	.	1r	.
.	3%2gZ	.	.
=154	=154	=154	=154
*M2/1	*M2/1	*M2/1	*M2/1
*met()	*met()	*met()	*met()
0D	0f	1.d	1a
.	.	.	[1dd
.	.	2c\	.
=155	=155	=155	=155
1.G	1r	2B\	2dd\]
.	.	2A/	2cc\
.	[1g	1G	2b\
2F\	.	.	2a/
=156	=156	=156	=156
2E\	2g\]	1r	0g
2D\	2f\	.	.
1C	2e\	2.c\	.
.	2d\	.	.
.	.	4d\	.
=157	=157	=157	=157
1.c	1c	2e\	0r
.	.	2f\	.
.	2e\	1g	.
2B\	2d\	.	.
=158	=158	=158	=158
2A\	2c\	4f\	1r
.	.	4e\	.
2G\	2B\	4f\	.
.	.	4e\	.
1A	2.c\	2f\	2.cc\
.	.	[2e\	.
.	4A/	.	4dd\
=159	=159	=159	=159
2G\	2B\	4e\]	2ee\
.	.	4d\	.
2F\	1A	1d	2ff\
1E	.	.	1gg
.	2G/	2c#i\	.
=160	=160	=160	=160
1D	2A/	0d	1.ff
.	1a	.	.
1d	.	.	.
.	4g\	.	4ee\
.	4f\	.	4dd\
=161	=161	=161	=161
2c\	4g\	1r	2ee\
.	4f\	.	.
2B\	4e\	.	1dd
.	4d\	.	.
1A	1e	1a	.
.	.	.	2cc#i\
=162	=162	=162	=162
1G	1r	2b\	0dd
.	.	4g\	.
.	.	4a\	.
2r	1g	4b\	.
.	.	4cc\	.
2G\	.	[2b\	.
=163	=163	=163	=163
2A\	2f\	4b\]	0r
.	.	4a\	.
2c\	2e\	1a	.
1B	1d	.	.
.	.	2g#i\	.
=164	=164	=164	=164
1A	2.c\	2a\	0r
.	.	2A/	.
.	4d\	.	.
2r	4e\	1c	.
.	4f\	.	.
2C/	[2e\	.	.
=165	=165	=165	=165
2D\	4e\]	2B\	0r
.	4d\	.	.
2F\	1d	2.A/	.
1E	.	.	.
.	.	4G/	.
.	2c#i\	2g\	.
=166	=166	=166	=166
1D	1d	1f	1r
2r	1f	1d	1dd
2D\	.	.	.
=167	=167	=167	=167
2E\	2e\	0r	2cc\
2G\	2.d\	.	2b\
1F	.	.	1a
.	4c\	.	.
.	2A/	.	.
=168	=168	=168	=168
1E	2c\	1r	2.g/
.	2B\	.	.
.	.	.	4a/
2r	1G	1g	4b\
.	.	.	4cc\
2G\	.	.	[2b\
=169	=169	=169	=169
2A\	0r	2f\	4b\]
.	.	.	4a/
2c\	.	2e\	1a
1B	.	1d	.
.	.	.	2g#i/
=170	=170	=170	=170
0A	1r	2.c\	[0a
.	.	4d\	.
.	1c	4e\	.
.	.	4f\	.
.	.	[2e\	.
=171	=171	=171	=171
1r	2d\	4e\]	0a_
.	.	4d\	.
.	2f\	1d	.
1A	1e	.	.
.	.	2c#i\	.
=172	=172	=172	=172
1D	1d	0d	0a]
[1d	1r	.	.
=173	=173	=173	=173
2d\]	0d	0r	0r
2c\	.	.	.
[1B	.	.	.
=174	=174	=174	=174
2B\]	1G	0d	0r
2A\	.	.	.
2.G\	1d	.	.
4F\	.	.	.
=175	=175	=175	=175
1E	1c	1G	0r
1D	1f	1d	.
=176	=176	=176	=176
0r	1e	1c	0r
.	1a	1f	.
=177	=177	=177	=177
1r	2g\	2e\	0r
.	2f\	2d\	.
1A	1e	1c	.
=178	=178	=178	=178
1B	1d	1d	0r
1d	1f	2r	.
.	.	2d\	.
=179	=179	=179	=179
2.c\	2.e\	2e\	0r
.	.	2g\	.
4B\	4d\	.	.
2A\	2c\	2f\	.
2G\	[2B\	[2e\	.
=180	=180	=180	=180
2F\	4B\]	4e\]	0r
.	4A/	4d\	.
2D\	1A	1d	.
1E	.	.	.
.	2G/	2c#i\	.
=181	=181	=181	=181
*M3/1	*M3/1	*M3/1	*M3/1
*met()	*met(3)	*met()	*met()
!!primary-mensuration: met(3)
*rscale:2/3	*	*rscale:2/3	*
1.D	1A	1.d	0.r
.	1d	.	.
1.r	.	1.r	.
.	1c	.	.
=182	=182	=182	=182
*	*	*	*M3/1
*	*	*	*met(3)
0.r	1B	0.r	0dd
.	1G	.	.
.	1A	.	1cc
=183	=183	=183	=183
0.r	1G	0.r	1b
.	1.c	.	1g
.	.	.	1a
.	2d\	.	.
=184	=184	=184	=184
0.r	1e	0.r	1g
.	1c	.	1.cc
.	1f	.	.
.	.	.	2dd\
=185	=185	=185	=185
0.r	1e	0.r	1.ee
.	1a	.	.
.	.	.	2cc\
.	1f	.	1ff
=186	=186	=186	=186
0.r	1g	0.r	1ee
.	1a	.	1.ff
.	1f	.	.
.	.	.	2ee\
=187	=187	=187	=187
0.r	1g	0.r	1.dd
.	0e	.	.
.	.	.	2cc#i\
.	.	.	2cc#i\
.	.	.	2b\
*rscale:1	*	*rscale:1	*
=188	=188	=188	=188
*M2/1	*M2/1	*M2/1	*M2/1
*met()	*met(C|)	*met()	*met(C|)
!!primary-mensuration: met(C|)
1.G	0d	1r	0dd
.	.	[1g	.
2A\	.	.	.
=189	=189	=189	=189
1B	0r	2g\]	1r
.	.	2f\	.
1c	.	1e	1g
=190	=190	=190	=190
1d	1.G	2.d\	1.b
.	.	4c\	.
[1G	.	2B\	.
.	2A/	2A/	2cc\
=191	=191	=191	=191
2G\]	1B	1G	1dd
2F\	.	.	.
1E	1c	1g	1ee
=192	=192	=192	=192
0D	1d	2f\	1.ff
.	.	1d	.
.	[1f	.	.
.	.	4c\	4ee\
.	.	4B\	4dd\
=193	=193	=193	=193
1r	2f\]	2A/	2cc\
.	2d\	2B\	2.dd\
1A	2f\	2.A/	.
.	.	.	4cc#i\
.	[2e\	.	4cc#i\
.	.	4c\	4b\
=194	=194	=194	=194
2G\	4e\]	2B\	1dd
.	4d\	.	.
2F\	1d	1A	.
1E	.	.	1gg
.	2c#i\	2G/	.
=195	=195	=195	=195
1D	1d	2A/	2.ff\
.	.	2a\	.
.	.	.	4ee\
1r	1r	2a\	2ff\
.	.	2g\	[2ee\
=196	=196	=196	=196
0r	0r	1f	4ee\]
.	.	.	4dd\
.	.	.	1dd
.	.	1e	.
.	.	.	2cc#i\
=197	=197	=197	=197
1.G	1r	0d	0dd
.	[1g	.	.
2F\	.	.	.
=198	=198	=198	=198
1E	1g]	0r	0r
2D\	1f	.	.
[2A\	.	.	.
=199	=199	=199	=199
4A\]	2.e\	0r	0r
4G\	.	.	.
4A\	.	.	.
4B\	4d\	.	.
4c\	2e\	.	.
4B\	.	.	.
4A\	[2f\	.	.
4G\	.	.	.
=200	=200	=200	=200
2F\	4f\]	1r	1r
.	4e\	.	.
2G\	2.d\	.	.
1E	.	1g	1gg
.	4c#i\	.	.
.	4c#i\	.	.
.	4B\	.	.
=201	=201	=201	=201
1D	1d	1b-i	2.ff\
.	.	.	4ee\
1r	1r	1a	2ff\
.	.	.	[2ee\
=202	=202	=202	=202
0r	0r	2g\	4ee\]
.	.	.	4dd\
.	.	2f\	1dd
.	.	1e	.
.	.	.	2cc#i\
=203	=203	=203	=203
1r	0r	[0d	[0dd
[1G	.	.	.
=204	=204	=204	=204
2G\]	1r	0d]	0dd]
2F\	.	.	.
1G	[1g	.	.
=205	=205	=205	=205
1A	2g\]	0r	0r
.	2f\	.	.
2.G\	1g	.	.
4F\	.	.	.
=206	=206	=206	=206
2D\	1a	0r	0r
2A\	.	.	.
2B\	1g	.	.
2c\	.	.	.
=207	=207	=207	=207
1d	2r	0r	0r
.	2d\	.	.
2r	2e\	.	.
2D\	2f\	.	.
=208	=208	=208	=208
2E\	1.g	0r	0r
2F\	.	.	.
2G\	.	.	.
2A\	4f\	.	.
.	4e\	.	.
=209	=209	=209	=209
2B\	2d\	0r	0r
2.d\	2f\	.	.
.	1e	.	.
4c#i\	.	.	.
4c#i\	.	.	.
4B\	.	.	.
=210	=210	=210	=210
1d	1d	0r	0r
1r	1r	.	.
=211	=211	=211	=211
0G	0g	0d	0b
=212	=212	=212	=212
0F	0a	0f	0cc
=213	=213	=213	=213
0G	0g	[0d	1.b
.	.	.	2g/
=214	=214	=214	=214
1r	1f	0d]	1a
1G	1g	.	1b
=215	=215	=215	=215
1A	0e	0c	2.cc\
.	.	.	4a/
1c	.	.	[1a
=216	=216	=216	=216
0B	0d	0d	1a]
.	.	.	1g#i
=217	=217	=217	=217
0A	1r	0e	0a
.	1c	.	.
=218	=218	=218	=218
0F	0f	0a	1r
.	.	.	1a
=219	=219	=219	=219
0G	1e	0g	0b
.	1d	.	.
=220	=220	=220	=220
0A	0c	0e	1.cc
.	.	.	2a/
=221	=221	=221	=221
0Dl	0dl	0fl	0al
!!LO:LB:i:g=z
=222||	=222||	=222||	=222||
!!section: Cum sancto
!!!OMD: Cum sancto
*M3/1	*M3/1	*M3/1	*M3/1
*met(O|)	*met(O|)	*met(O|)	*met(O|)
0.r	0.r	1.g	0.r
.	.	2f\	.
.	.	2g\	.
.	.	2a\	.
=223	=223	=223	=223
0.r	0.r	2f\	1.dd
.	.	2.g\	.
.	.	4f\	.
.	.	2e\	2cc\
.	.	2d\	2dd\
.	.	[2c\	2ee\
=224	=224	=224	=224
0.r	0.r	4c\]	2.cc\
.	.	4d\	.
.	.	2e\	.
.	.	.	4b\
.	.	2f\	2a/
.	.	2.g\	2g/
.	.	.	1a
.	.	4f#i\	.
.	.	4f#i\	.
.	.	4e\	.
=225	=225	=225	=225
1.G	0.r	2.g\	2g/
.	.	.	2.b\
.	.	4f\	.
.	.	2d\	.
.	.	.	4cc\
2F\	.	2f\	2.dd\
2G\	.	1e	.
.	.	.	4cc#i\
2A\	.	.	4cc#i\
.	.	.	4b\
=226	=226	=226	=226
2F\	1.d	1d	1dd
2.G\	.	.	.
.	.	1r	1r
4F\	.	.	.
2E\	2c\	.	.
2D\	2d\	1r	1r
[2C/	2e\	.	.
=227	=227	=227	=227
4C/]	2.c\	0.r	0.r
4D\	.	.	.
2E\	.	.	.
.	4B\	.	.
2F\	2A/	.	.
2.G\	2G/	.	.
.	1A	.	.
4F#i\	.	.	.
4F#i\	.	.	.
4E\	.	.	.
=228	=228	=228	=228
0G	2G/	1d	0.r
.	2.d\	.	.
.	.	1.g	.
.	4B\	.	.
.	2e\	.	.
1r	2c\	.	.
.	2d\	2f\	.
=229	=229	=229	=229
0.r	0G	0g	1dd
.	.	.	1.gg
.	1r	1a	.
.	.	.	2ff\
=230	=230	=230	=230
0.r	0.r	1.g	2gg\
.	.	.	2dd\
.	.	.	2ee\
.	.	2d\	2.ff\
.	.	2.f\	.
.	.	.	4ee\
.	.	.	2cc\
.	.	4e\	.
=231	=231	=231	=231
0.r	0.r	2d\	2dd\
.	.	2c\	2.ee\
.	.	1d	.
.	.	.	4dd\
.	.	.	1dd
.	.	1e	.
.	.	.	2cc#i\
=232	=232	=232	=232
1D	0.r	0.d	0.dd
1.G	.	.	.
2F\	.	.	.
=233	=233	=233	=233
0G	1d	0.r	0.r
.	1.g	.	.
1A	.	.	.
.	2f\	.	.
=234	=234	=234	=234
1.G	2g\	0.r	0.r
.	2d\	.	.
.	2e\	.	.
2D\	2.f\	.	.
2.F\	.	.	.
.	4e\	.	.
.	2c\	.	.
4E\	.	.	.
=235	=235	=235	=235
2D\	2d\	0.r	0.r
2C/	2.e\	.	.
1D	.	.	.
.	4d\	.	.
.	1d	.	.
1E	.	.	.
.	2c#i\	.	.
=236	=236	=236	=236
1D	1d	2r	1dd
.	.	1d	.
1r	1r	.	2b\
.	.	2c\	1cc
1r	1r	2e\	.
.	.	2f\	4b\
.	.	.	4a/
=237	=237	=237	=237
1G	2r	1g	1g
.	1G	.	.
2E\	.	1r	1r
1F	2F/	.	.
.	2A/	1r	1r
4E\	2B\	.	.
4D\	.	.	.
=238	=238	=238	=238
1C	1c	1g	2r
.	.	.	1g
1r	1r	2e\	.
.	.	1f	2f/
1r	1r	.	2a/
.	.	4e\	2b\
.	.	4d\	.
=239	=239	=239	=239
1A	2r	1c	1cc
.	1A	.	.
2F\	.	1r	1r
1G	2G/	.	.
.	2B\	1r	1r
4F\	2c\	.	.
4E\	.	.	.
=240	=240	=240	=240
1D	1d	1a	2r
.	.	.	1a
1r	1r	2f\	.
.	.	1g	2g/
1r	1r	.	2b\
.	.	4f\	2cc\
.	.	4e\	.
=241	=241	=241	=241
2r	2.f\	1d	2dd\
1d	.	.	1ff
.	4e\	.	.
.	2d\	1a	.
2A\	2c\	.	2.ee\
2.c\	2.e\	[1g	.
.	.	.	4cc\
.	.	.	2ee\
4B\	4f\	.	.
=242	=242	=242	=242
2G\	2g\	2g\]	4dd\
.	.	.	4b\
2B\	2d\	2f\	2dd\
2A\	2f\	2.a\	2cc\
1c	2e\	.	1ee
.	.	4g\	.
.	2.g\	2e\	.
2G\	.	2g\	[2dd\
.	4f\	.	.
=243	=243	=243	=243
2.B-\	2d\	2f\	4dd\]
.	.	.	4b\
.	1f	2d\	2dd\
4A\	.	.	.
2F\	.	2f\	4cc\
.	.	.	4a/
2A\	2c\	2e\	2cc\
2G\	2e\	2.g\	2b\
[2B-i\	2d\	.	[2dd\
.	.	4f\	.
=244	=244	=244	=244
2B-\]	2.f\	2d\	2dd\]
2F\	.	2f\	2.cc\
.	4e\	.	.
2.A\	2c\	2e\	.
.	.	.	4a/
.	1e	2c\	2cc\
4G\	.	.	.
2E\	.	2e\	4b\
.	.	.	4g/
2G\	2B\	2d\	2b\
=245	=245	=245	=245
2F\	2d\	2.f\	2a/
1A	2c\	.	1cc
.	.	4e\	.
.	2.e\	2c\	.
2E\	.	2e\	2.b\
.	4d\	.	.
2.G\	2B\	2d\	.
.	.	.	4g/
.	[2d\	2B\	2b\
4F\	.	.	.
=246	=246	=246	=246
2D\	2d\]	2d\	4a/
.	.	.	4f/
2F\	2A/	2c\	2a/
2E\	2c\	2.e\	2.g/
1G	2B\	.	.
.	.	4d\	4f/
.	2.d\	2B\	4d/
.	.	.	4e/
2D\	.	2d\	4f/
.	4c\	.	4g/
=247	=247	=247	=247
2.F\	2A/	2c\	4a/
.	.	.	4b\
.	2.c\	2A/	2.a/
4E\	.	.	.
2C/	.	2c\	.
.	4B\	.	8g/L
.	.	.	8a/J
2E\	2G/	2B\	2.g/
1D	1A	1d	.
.	.	.	4f#i/
.	.	.	4f#i/
.	.	.	4e/
=248	=248	=248	=248
0.Gl	0.Gl	0.dl	0.gl
==	==	==	==
*-	*-	*-	*-
!!!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: Chris Gage 06-04-2012
!!!END: 2012/06/04/
!!!EED: Jesse Rodin
!!!EEV: 2016/05/30/
!!attribution-level@Jos: 1 (secure, core group [checkmark])
!!attribution-level@Rue: 4 (doubtful)
!!!ONB: Translated from MusicXML and edited on 2012/06/08/ by Craig Sapp
!!muse2ps: T^@{OPR}^u^@{ONM}{. }@{OTL}^C^Josquin (KGC attrib. La Rue in Weimar B)^i2I150v85,85,85,150c88Q16z18