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Karawitan - DangDhut PEPELING
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Karawitan - DangDhut PEPELING
Notasi PepelingFull description...
Author:
iguh setiawan
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BAB I TEORI DASAR KARAWITAN
DangDhut PEPELING (Laras Slendro) Pembuka ••51 ••16 Ompak (2x) ••21 ••16
52 52
•
253 2223
5216 5165
5 • 2 1 1 • 5 2
21 2223
2 • 3 5 5165
•• ••
••
Lagu (A* – A** – B – A**) A 5321 ••••
561
•
••••
•
6•1
61 Adzan Kanthi Sabar ••
*
•
562 ••••
**
•
562 ••••
B
•
2. 2 2
•2•1 1621 Wis Wancine Sholat Dadi Jo Sembrono
•
•2•1 1621 Wis Wancine Limang Wektu Ngelingono
•
••••
•
1. 1 1 ••••
5612 ••••
3•2
32 Podho Kudu Neng Ndonya ••
•
•5•2 1652 Netepi Wajib
•
•5•2 1652 Luwih Sampurno Yen Kepareng
•
5•6
16 Wayahe Lan Sing Pasrah ••
5•3
23 Dawuhe ••
5•1
23 Yen Mbesok ••
•3•5 1235 Ninda’ake Tansah Dijogo Mung Sedelo •1•6 6616 Sembahyang Tumakninah Sing Kuwoso •2•1 5321 Pangeran •6•5 5165 Berjama’ah Munggah Suwargo
Subuh
2 Luhur
•1•6 5616 Sholat Sayekti
•5•1 6652 Ngadohke
•5•6 2516 Tindak Mungkar
•
• 1 • 2
5•6
•3•1 5321 Dielingke Ing Agomo Printah Agomo
•1•2 5612 Lan ‘Ashar
•
••••
5612
32 Tansah Cagak Iku ••
•6•1 1111 Wus Kumandhang Istiqomah Lan Tawakal
2. 2 2
3•2
•••
1. 1 1
•
• 1 • 1
Maghrib
11 Lan ‘Isya’
•6•1 2561 Jangkepe
•1•2 5612 Prayogane
•5•1 2216 Ditambah
•6•5 5165 Sholat Sunate
•
2•5
••
DangDhut PEPELING (Laras Slendro) Pembuka ••51 ••16 Ompak (2x) ••21
•• ••
52 52
5 • 2 1
253 2223
5216 5165
21
2 • 3 5
•
••
( 5 3 – 2 1 )
••
16
1 • 5 2
( 1 2 – 3 5 )
2223
( 1 6 – 5 2 )
Lagu (A* – A** – B – A**) •2•1 A 5321 ••••
561
•
••••
•
6•1
••
*
•
61
562 ••••
**
•
562 ••••
B
•
2. 2 2 ••••
5612 ••••
•
1. 1 1 ••••
5612 ••••
( 5 3 – 2 1 ) 1621
•
2•1
( 1 2 – 3 5 ) 1621
•6•
1
( 2 5 – 6 1 ) 1111
•
5•2
( 1 6 – 5 2 ) 1652
•
5•2
( 1 6 – 5 2 ) 1652
•
2. 2 2
( 1 2 – 3 5 )
•
1•6
( 2 5 – 1 6 ) 5616
•
1. 1 1
( 2 5 – 6 1 ) • 1 • 1
•
1•2
( 5 6 – 1 2 ) 5612
3•2
••
•
•
23
5•1
••
•
16
5•3
••
•
32
5•6
••
•
32
3•2
••
( 5 6 – 1 2 ) • 1 • 2
•
5165
23
5•6 •••
•
2
5•1
6652
•
2•5
••
•
11
5•1
2216
•
3•1
( 5 3 – 2 1 ) 5321
•
3•5
( 1 2 – 3 5 ) 1235
•
1•6
( 3 2 – 1 6 ) 6616
•
2•1
( 5 3 – 2 1 ) 5321
•
6•5
( 1 2 – 3 5 ) 5165
•
1•2
( 5 6 – 1 2 ) 5612
•
5•6
( 2 5 – 1 6 ) 2516
•
6•1
( 2 5 – 6 1 ) 2561
•
6•5
( 1 2 – 3 5 ) 5165
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