# German melodies

p1=s1	# position 1 = scale degree 1
p2=s2	# position 2 = scale degree 2
p3=s3	# position 3 = scale degree 3
p4=s5	# position 4 = scale degree 5
p5=s6	# position 5 = scale degree 6

s1=2    # scale degree 1 is 2 half-steps above C (i.e.: tonic is on D)
s2=2	# scale degree 2 is 2 half-step  above the tonic (s1)
s3=4	# scale degree 3 is 4 half-steps above the tonic (s1)
s5=7	# scale degree 5 is 7 half-steps above the tonic (s1)
s6=9	# scale degree 6 is 9 half-steps above the tonic (s1)

s1:0a	-1 -2 -2
s1:0b	-3 -2 -2
s1:1	-1 -2 2
s1:2	2 -2 -1
s1:3	-1 1 2
s1:4	4 -2 -2
s1:5	2 -2 2
s1:6	2 2 -2
s1:7a	2 2 1
s1:7b	5 2 2

s2:0a	-2 -1 -2
s2:0b	-3 -2 -2
s2:1a	-2 -1 1
s2:1b	-2 -1 3
s2:2	-2 2 -2
s2:3	-2 2 2
s2:4a	2 -2 -2
s2:4b	3 -1 -2
s2:5	2 -2 2
s2:6a	2 1 -1
s2:6b	3 2 -2
s2:7a	2 1 2
s2:7b	5 2 2

s3:0a	-2 -2 -1
s3:0b	-2 -3 -2
s3:1a	-2 -2 2
s3:1b	-2 -2 4
s3:2	-2 2 -2
s3:3	-2 2 1
s3:4a	1 -1 -2
s3:4b	3 -2 -1
s3:5	1 2 -3
s3:6a	1 2 -2
s3:6b	3 2 -2
s3:7	1 2 2

s5:0a	-2 -1 -2
s5:0b	-3 -2 -2
s5:1a	-2 -1 1
s5:1b	-2 -1 3
s5:2	-2 2 -2
s5:3	-2 2 2
s5:4a	2 -2 -2
s5:4b	4 -2 -2
s5:5	2 -2 2
s5:6	2 2 -2
s5:7a	2 2 1
s5:7b	5 2 2

s6:0a	-2 -2 -1
s6:0b	-2 -3 -2
s6:1a	-2 -2 2
s6:1b	-2 -2 4
s6:2	-2 2 -2
s6:3	-2 2 2
s6:4a	2 -2 -2
s6:4b	3 -1 -2
s6:5	2 -2 2
s6:6a	2 1 -1
s6:6b	3 2 -2
s6:7	2 1 2