&title=Reverie on World Strings
&artist=Polymath9/LousikÆy
&first=0
&des=もふもふウサギ

&lv_5=14
&inote_5=(180)
{1},,
{4},,,
{8}
,5,3,5,6,7,{32}4h[8:1],,,6,{8}5,2,3,
4-8[8:3],,,,,7,5,3,
5h[4:1]/4,3,2,1,8,7,6,
4,5s1[8:3],,,,,2,38,47,
(190)
5^2[8:1]/6h[4:1],,5,8-4[8:1],,8,1,2,
4^7[8:1]/3h[4:1],,4,1-5[8:1],,1,8,7,
6h[4:1]/4-8[8:1],,4,7-3[8:1],,27,1w5[8:1],,
1,,3-8[8:1]/7-4[8:1],,37,,{16}1,2,3,4,
{8}
6b/5h[8:1],,3h[8:1]/5h[8:1],,4h[8:1]/7h[8:1],,1h[8:1]/5h[8:1],,
83,7,61,2,7/3,6,{16}1,8,1,8,
{8}
2-4[8:1],6-8[8:1],2,6,5,5-1[8:1],7,5,
6b,26,37,48,1b/5,1/5,{16}8,4,8,4,

{8}
7b-4[8:1],,73,2^7[4:1],,7q3[4:1],,6,,5,
4-6[8:1],4,2-4[8:1],,2/8h[4:1],,
5-1[8:1],,5,6q2[4:1],,2<7[4:1],,3,,4,
5-2[8:1],5,7-5[8:1]*-1[8:1],,7-3[8:1],,
3V57[4:1]/7,,2,2-6[8:1],,8-4[8:1]/2,,
8,1,2-7[8:1],2,5,6-1[8:1],6,4w8[8:1],,4,,
2,3,4,5<1[16:3],6,7h[4:1],
,{24}2,3,4,{8}5,7,{16}1,8,{8}1,72,,

8-4[8:1],,83,2^7[8:1],,2/6q2[8:1],,64,,4,
5-2[8:1],5,7-4[8:1],,7V51[4:1]/3V51[4:1],,
37,,,8b^3[8:1]*^5[8:1],,8bw4[8:1],,8b,,
2,2>6[4:1],,6<2[4:1],,8,,

4-8[8:1],,14,2>6[4:1],,6p1[4:1],,7-4[8:1],,7,
2,,{16}4h[8:1]/3h[8:1],,,5h[8:1]/2h[8:1],,,{8}61,
87,6,45,3,{16}2,1,{8}2,3/8-4[8:1],7,2-5[8:1]/8,,
21,7-4[8:1]*-2[8:1],,7,,,

1bz5[4:1]/8b,,5V38[4:1],,8,{16}7h[4:1],,,,
{24}2,3,4,5,,,8,,,17,6,5,4,,,
{8}
1h[16:1],1h[16:1],2h[16:1]/8h[16:1],2h[16:1]/8h[16:1],
3h[16:1]/7h[16:1],3h[16:1]/7h[16:1],
4h[16:1]/6h[16:1],4h[16:1]/6h[16:1],
2h[16:1]/5h[16:1],2h[16:1]/5h[16:1],
4h[16:1]/7h[16:1],4h[16:1]/7h[16:1],
{16}
2,1,2,1,3,8,3,8,4,7,4,7,5,6,5,6,
{8}
1,8s4[4:1]/2,3,4V61[4:1],,1,,
2,2,{16}6,5,{8}7V13[4:1]*-1[8:1],
7,3V57[4:1]*-5[8:1],,,,
{16}
3,,8,,2,1,2,,3h[4:1]/8-5[8:1],,7,,8,,2,,7,8,7,,
{8}
1-4[8:1]/6,2,16,7,8-4[8:1],,
4z8[8:1]*-8[8:1]/8,,,,2v5[8:1],6-1[8:1],2,
6,3,8,{16}2V46[4:1]*-4[8:1],1,{8}2,
6V82[4:1]*-8[8:1],,,,
{16}
5,,46,,7,,3,4,2-6[8:1],,1,,2,,8,,7,5,7,5,
{8}
7-4[8:1],8,37,2,1-5[8:1],,
16,8,,7-5[8:1]/3-5[8:1],,7-1[8:1]/3-1[8:1],,73,,
{16}
4,5,{8}4,
6-1[8:1],2-5[8:1],6,2,7,

26,3,47,6,15,2,38,7,
16,2,37,6,25,3,48,{24}8,7,6,

{16}25,,3,4,3,,25,,3,4,2,,6,,5,,
47,,6,5,7,,2,,5,4,5,4,6,3,6,3,
45,,7,8,7,,62,,7,8,6,,2,,1,,
73,,2,1,3,,7,,4,5,4,5,3,6,3,6,
{8}
2V48[4:1]/7,,8,8-4[8:1],,5-7[8:1],,1-5[8:1]/5,,
8V62[4:1]/1,,2,2-6[8:1],,4-8[8:1],,
7V15[4:1]/4,,4,4V26[4:1],,4/6-1[8:1],7,8-4[8:1],,
{16}2-5[16:1],,,7-4[16:1],,,1-5[16:1],,,6,,,28,,
3b/6b,,4,5,3,6,4,5, 2,7,4,5,2,7,4,5,1h[8:1],,8h[8:1],,
2,1,2,1,3,8,5,6,4,7,5,6,
{32}2,3,4,,,,8,7,6,,,,2,3,4,,,,8,7,6,,,,
{16}1,8,1,8,
{32}1b,2,3,4,,,7b,6,5,4,,,1b,2,3,4,,,7b,6,5,4,,,
{16}3,4,2,5,
1b,,6,5,7,,1,,6,5,7,,1,,6,5,
8,1,8,1,7,6,5,4,3,2,1,8,
37,26,15,48,
{1}3bq1[8:9]/7bq5[8:9],,
4h[2:3]/6h[2:3],,3h[2:3]/5h[2:3],,
{8}4h[8:5]/7h[8:5],,,,,,,2h[8:7]/5V38[8:5],,,,,,,,,
{8}4h[8:7]/5h[8:5],,,,,,,3h[2:1],,,,2h[8:3],,,{16}1,8,7,6,
{8}1b/5b,,2,2^5[4:1],,5^8[4:1],,8^3[4:1],,,,,17,,26,,35,,,
46,,37,,2/8<3[8:3],,,3-7[4:1],,7^2[4:1],,2,,
3,4,5,6,2,3,7,6,5,3,2,1,8,7,6,{24}4,5,4,
{8}5,3-8[8:1],4,3,6-1[8:1],5,6,3,
28,7-4[8:1],6,17,2-5[8:1],3,28,,

{16}
1b/8b,7,6,5,4,3,2,1,48,3,2,1,8,7,6,5,
4/8-3[8:1],,,,8-5[8:1]/6,,,,2/8-4[8:1],,,,8/6,,,,
5,2,5,2,6,3,6,3,7,4,7,4,8,5,8,5,
7,6,5,4,3,2,1,8,3-8[8:1]/7,,7-4[8:1],,3,,7,,
1,2,3,4,5,6,7,8,51,6,7,8,1,2,3,4,
5V73[4:1]/1,,,,35,,1s5[4:1],,,,1,,6h[4:1],,,,
3,2,1,8,7,6,5,4,37,6,5,4,3,2,1,8,
47,,6,5,6,,25,,3,4,3,,5w1[8:1],4,5,4,
,,,,
(200){16}
3b/7b,,6,4,6,4,6,,1,8,1,,
6/2,,3,5,3,5,3,,8,1,8,,
37,,6,,25,,3,,46,,7,8,7,8,6,,
2,,38,,7,,46,,3,,2,1,2,,
38,,7,,26,,
3,4,3,2,3,,7,8,7,6,7,,1,2,3,4,
6,5,7,5,6,,2,1,3,1,2,,38,,47,,
65,,2,4,3,,25,,6,5,6,,47,,2,1,
3,,48,,8,7,6,5,42,,3,,74,,1,8,
(220)
{8}
1b>5[4:1],,{16}5,6,7,8,{8}1-4[8:1]*-6[8:1],,1,,
2-6[8:1],,62,8V62[4:1],,8,3,,
{16}
48,5,6,7,8,1,2,3,
45,6,7,8,1,2,3,4,
15,2,3,4,8,7,6,5,
{4}
3/4-7[8:1],1-5[8:1]/4,
1/8,{16}48,37,26,15,
{4}4-7[8:1]/8-3[8:1],48,
{16}
8,1,2,3,4,5,6,7,
8/4-1[8:1]*-7[8:1],,,,4,,,,
{12}
6,4,6,3,5,3,7,5,6,2,4,3,
{8}
6b/4,6,6,2b/6,2,2,8b^5[16:3]/2,8,
{16}
4b,3,2,1,4,3,2,1,4-8[8:1]/8,,,,6^1[16:3],,6,,
2,3,4,5,2,3,4,5,2/6-2[8:1],,,,4^1[16:3],,4,,
8,7,6,5,8,7,6,5,4/8-4[8:1],,,,3,,3,,
{16}
3b,2,1,8,7,6,3b,2,1,8,7,6,1b/5,,,,
{12}
3,5,3,7,5,7,3,4,2,7,8,6,
{24}
1,5,1,5,1,5,
{12}
2,3,4,8,7,6,1,2,3,
7,5,6,2,4,3,6,4,5,
{12}
1,,7,
(215)

5,,5,4,,4,
(210)
2,7,4,5,4,5,{8}4b<2[96:169],,,6h[96:157],
(205)
,,,,
(195)
,,,,
(170)
,,,,
(155)
7,,8,8,
(150)
,6,,5,
(145)
,4,
(140)
,2,
(135)
,5,
(105)
{32},,{48},,3h[48:79],{8}4h[8:13],,,{1},