&title=夏至
&artist=相対性理論
&first=0.272
&des=Kurage
&wholebpm=120.950
&lv_5=13+
&des_5=Kurage
&inote_5=(125)
{16}5,6,5,6,5,6,5,6,{4}4pp4[4:1],,

(121)
{8}
8b,2,36,2h[4:1],4-1[8:1],5,6p4[8:3],7,
,3,3,3,1q5[8:1]/2v5[8:1],,,,
8b,7,35,1h[4:1],8-3[8:1],7,6p5[8:3],5,
,4,4,4,3qq1[8:1]/6v5[8:1],,,,
1b,7,63,7h[4:1],5-8[8:1],4,3q5[8:3],2,
,6,6,6,8p4[8:1]/7v4[8:1],,,,
1b,2,64,8h[4:1],1-6[8:1],2,3q4[8:3],4,
(123)
{8}3b/6b,,8,7,{8}5,{16}5,6,{8}4-1[8:1],8,

(121)
{4}7-5v4>3[8:3],,,1h[4:1],
{4}3V58<7[8:3],,,3h[4:1],
{16}5-8[8:1],,,6h[16:3],,,,,4-1[8:1],,,3h[16:3],,,,,
{8}7,1,3,5,7>2[8:1],,,,

{16}4-8[8:1],,,3h[16:3],,,,,5-1[8:1],,,6h[16:3],,,,,
{16}8h[16:3],,,2h[16:3],,,4,,3<6[8:1],,,,,,,,
{16}8q4[8:1],,,7h[16:3],,,,,1p5[8:1],,,2h[16:3],,,,,
{8}4,6,8,2,4,{16}5,6,{8}4h[8:1],5,

{4}3b/6b,{16}2,4,3,,5-1[8:1],,,6h[16:3],,,,,
{16}7,,7,8,,2,1,,3<6[8:1],,,2h[16:3],,,,,
{16}8p3[8:1],,,7h[16:3],,,,,4pp6[8:1],,,3h[16:3],,,,,
{8}25,3,47,6,2-5[8:1]/5<8[8:1],,,,

{4}1b,{16}7,5,6,,4-8[8:1],,,3h[16:3],,,,,
{16}2,,2,1,,7,5,,6-2[8:1],,,7h[16:3],,,,,
{16}4q1[8:1],,,3h[16:3],,,,,8qq6[8:1],,,7h[16:3],,,,,

(120)
{8}18,3,42,6,57,{16}5,6,{8}4h[8:1],8,

(120.95)
{8}3b/6,2>6[4:1],1,A7h[8:5]/A8h[8:5]/E8h[8:5],,,,,
{4}4V26[4:1],{8}6V41[4:1],7,8,,6h[4:1],,
{8}4b,7<3[4:1],8,A2h[8:5]/A1h[8:5]/E2h[8:5]/D2h[8:5],,,,,
{4}5V74[4:1],{8}4V61[4:1],3,2,,4h[4:1],,
{8}5b,3<7[4:1],2,A8h[8:5]/A1h[8:5]/E1h[8:5]/B8h[8:5]/B1h[8:5],,,,,
{4}4qq5[8:3],{8}5,6,7,,48,,
{8}1b/2b,3,5,7b/8b,6,4,36,,
{8}24,1,57,{16}5,6,{8}3h[8:1],4,1b/8b,56,

{8}
7b<4[8:1],1,3<6[8:1],1,8-5[8:1],2,84,3,
1-6[8:1],6q3[8:1],1,4,5-8[8:1],5qq3[8:1],,,
7-4[8:1],6,3-7[8:1],2,8-3[8:1],1,82,4,
6-3[8:1],3q8[8:1],6,1,2-6[8:1],2pp4[8:1],,,

{16}8b,,6,5,,2,4,,{4}3v6[8:1]/5-8[8:1],35,
{16}1,,3,4,,6,8,,{4}7v4[8:1]/1-5[8:1],71,
{8}6V82[16:3],,5,4,3V57[16:3],,1,2,
{8}3-7[8:1],8z4[4:1],6-2[8:1],,,,8x,71,

{8}
2b>5[8:1],8,6>3[8:1],8,1-4[8:1],7,15,6,
8-3[8:1],3p6[8:1],8,5,4-1[8:1],4pp6[8:1],,,
2-5[8:1],3,6-2[8:1],7,1-6[8:1],8,17,5,
3-6[8:1],6p1[8:1],3,8,7-3[8:1],7qq5[8:1],,,

{16}1b,,3,4,,7,5,,{4}6v3[8:1]/4-1[8:1],64,
{16}8,,6,5,,3,1,,{4}2v5[8:1]/8-4[8:1],28,
{8}7V53[16:3],,8,2,1-4[8:1],,8,7,
{16}5,6,5,6,4,5,4,5,3v8[8:1],4,3,4,{4}3qq5b[4:4],

(120)
{1}5bpp4[4:3],
(120.95)
{8},3x/6x,3x/6x,{16},7,5,6,5,6,5,6,4,,

{8}
1b/5b,7,63,7h[4:1],5-8[8:1],4,3qq5[8:3],2,
,6,6,6,8p4[8:1]/7v4[8:1],,,,
1b,2,64,8h[4:1],1-6[8:1],2,3qq4[8:3],4,
,5,5,5,6pp8[8:1]/3v4[8:1],,,,
8b,2,36,2h[4:1],4-1[8:1],5,6pp4[8:3],7,
,3,3,3,1q5[8:1]/2v5[8:1],,,,
8b,7,35,1h[4:1],8-3[8:1],7,6pp5[8:3],5,
3b/6b,,4,2,36,{24}7,6,5,{8}4-1[8:1],3,

{8}
4bq5<7[8:3]/2b,,8,7>3[4:1],,,4-8[8:1],,
6>3[8:1],7,1-5[8:1],2,8>3[8:1],7,5-8[8:1],4,
5bp4>2[8:3]/6b,,1,2<6[4:1],,,5-1[8:1],,
3-8[8:1],2,7-3[8:1],6,1-6[8:1],2,4-1[8:1],5,
4bqq5<7[8:3]/3b,,8,7>3[4:1],,,4-8[8:1],,
6<1[8:1],5,3-6[8:1],2,8>3[8:1],7,5-8[8:1],4,
5bpp4>2[8:3]/7b,,1,2<6[4:1],,,5-1b[8:1],,
5bpp4>2b[8:3]/8b,,1,2b<6b[4:1],,,5w1[8:1],,
{4}5b>5[4:11],,