&title=吾輩よ猫であれ
&wholebpm=136
&artist=Lyrical Lily
&des=はっぴー
&shortid=11421
&genre=POPSアニメ
&cabinet=DX
&version=maimai DX UNiVERSE PLUS
&chartconverter=Neskol

&lv_2=3
&des_2=

&lv_3=6
&des_3=

&lv_4=8+
&des_4=はっぴー

&lv_5=12
&des_5=はっぴー

&des_6=

&inote_2=
(136){1},
{1},
{1},
{1}4,
{1}4,
{1}5,
{1}4/5,
{1}4,
{1}3,
{1}2,
{1}1,
{1}8,
{1}7,
{1}6,
{1}4/5,
{1}5h[2:1],
{1}5,
{1}6h[2:1],
{1}6,
{1}7h[2:1],
{1}7,
{1}1h[2:1]/8h[2:1],
{1}1/8,
{1}1-4[4:3],
{1},
{1}8-5[4:3],
{1},
{1}4-1[4:3],
{1},
{2}8,8,
{1}1/8,
{2}1b,1,
{2}2,2,
{2}3,3,
{1}4/5,
{2}5,5,
{2}6,6,
{2}7,7,
{1}1x/8x,
{2}8,7,
{2}6,6,
{2}5,4,
{2}3,3,
{2}2,2,
{2}1,8,
{2}1/8,1/8,
{1}2x/7x,
{1}B1,
{1}B8,
{1}B2,
{1}B7,
{1}B3,
{1}B6,
{1}C1f,
{2}1x,1,
{2}2,2,
{2}3/4,3/4,
{2}5,5,
{2}6,6,
{2}7,7,
{2}1/8,1/8,
{4}7,7,7,,
{2}6,6,
{4}5,5,5,,
{2}4,4,
{4}3,3,3,,
{2}2,2,
{4}1,1,1,,
{2}8,8,
{2}1x/8x,1x/8x,
{2}2/7,2h[8:3]/7h[8:3],
{1},
{1},
{1},
E

&inote_3=
(136){1},
{1},
{1},
{4}3,3,4,4,
{4}5,5,4/6,,
{4}7,7,8,8,
{4}1x/8x,1x/8x,2x/7x,,
{2}6h[2:1],5,
{2}3h[2:1],4,
{2}6h[2:1],5,
{2}3h[4:1]/4h[4:1],3/4,
{2}2h[2:1],1,
{2}7h[2:1],8,
{2}2h[2:1],1,
{2}7h[4:1]/8h[4:1],7/8,
{4}6,6,5,,
{4}3,3,4,,
{4}6,6,5,,
{4}4,4,3x/5x,,
{4}2,2,1,,
{4}7,7,8,,
{4}2,2,1,,
{4}8,8,2/7,,
{1}6-1[8:3],
{1}2-6[8:3],
{1}7-3[8:3],
{4}2,2,1/8,,
{1}2-5[8:3],
{1}6-1[8:3],
{1}2-6[8:3],
{4}7,7,1/8,,
{4}7b,7,7/8,7/8,
{4}2,2,1/2,1/2,
{4}3,3,4,4,
{4}5,5,4/6,,
{4}3,3,3/4,3/4,
{4}6,6,5/6,5/6,
{4}7,7,8,8,
{4}1,1,2x/7x,,
{4}2b,1/2,2,1/2,
{4}7,7/8,7,7/8,
{4}6,6,5,5,
{4}4,4,3/5,,
{4}6,5/6,6,5/6,
{4}3,3/4,3,3/4,
{4}2,2,1,1,
{4}8,1/8,2x/7x,,
{1}7p3[8:3],
{1}2q6[8:3],
{1}7p3[8:3],
{1}2>6[2:1],
{2}7h[2:1],8,
{4}1/8,1/8,2b/7b,,
{4}E7,B6,B5,,
{4}E3,B3,B4,,
{4}B7,B6,E6,,
{4}B2,B3,E4,,
{4}E7,B6,B5,,
{4}E3,B3,B4,,
{4}B7,B6,B5,B4,
{4}B3,B2,E2,,
{2}7h[2:1],8h[2:1],
{2}1h[2:1],2,
{2}3h[2:1],4h[2:1],
{2}5h[2:1],6,
{2}7h[2:1],8h[2:1],
{2}1h[2:1],2,
{2}3h[2:1],4h[2:1],
{2}5h[2:1],6,
{4}7,7,8,8,
{4}1,1,2,1/8,
{1},
{1},
{1},
E

&inote_4=
(136){1},
{4}6h[4:3],,4,4,
{4}3h[4:3],,5,5,
{4}6,5/7,4,3/5,
{4}6,5/7,4,4/5,
{4}3,2/4,5,4/6,
{8}1x/7x,,1x/7x,,,2x/8x,2x/8x,,
{4}1/7h[2:1],8,2h[2:1],1,
{4}6h[2:1],5,3h[2:1],4,
{4}6,7h[4:1],5h[4:1],4h[4:1],
{8}2h[4:1],,8,,5/7,8x,8x,,
{4}3h[2:1]/5,4,6h[2:1],5,
{4}3h[2:1],4,6h[2:1],4,
{4}4h[4:1],3h[4:1],2h[4:1],8z4[8:3],
{8},,,,,1x,1x,,
{4}2h[2:1]/8,1,7h[2:1],8,
{4}3h[2:1],4,6h[2:1],5,
{4}3,2h[4:1],4h[4:1],5h[4:1],
{8}7h[4:1],,1,,2/4,1x,1x,,
{4}4/6h[2:1],5,3h[2:1],4,
{4}6h[2:1],5,2h[4:3],5,
{2}4h[4:1],2h[4:1]/3h[4:1],
{8}1h[8:5]/4h[8:3],,,,,5x,5x,,
{2}7-4[4:1],3-8[4:1],
{4}7-4[4:1],,1,1h[4:5],
{4}4,4,5,5,
{4}3,4,5,3/5,
{2}2-5[4:1],6-1[4:1],
{4}2-5[4:1],,8,8h[1:1],
{4}5,5,4,4q5[2:1],
{4}C1f,,,1b/8b,
{4}1/8,3/4,1/8,5/6,
{4}1/8,3/5,1/8,4/6,
{4}1/8,3/4,1/8,5/6p3[2:1],
{4},,1,1,
{4}4/6,8,3/5,1,
{4}5/7,8,2/4,1h[4:1],
{4}8x,2/6,4/7,3h[4:1]/5,
{16}4,,,,2/5,,,,1x/8x,,,1x/8x,,,,,
{4}5/6h[4:1],1,3h[4:1]/4,8,
{4}5/6h[4:1],8,3h[4:1]/4,1,
{4}5/6h[4:1],1,3/4,3>6[8:3]/4,
{4},,,1x/8x,
{4}2h[4:1]/4,6,5/7h[4:1],3,
{4}2h[4:1]/5,6,4/7h[4:1],3,
{4}1h[4:1],2h[4:1],3h[4:1],4h[4:1],
{4}5h[4:1],6h[4:1],7h[4:1],8,
{8}1-5[4:1],,,6x,6x,,4/7,,
{8}8-4[4:1],,,3x,3x,,2/5,,
{8}1-5[4:1],,,6x,6x,,4/7,,
{4}8h[4:3],,,1b,
{4}2,3,4,5,
{8}3/6,3/6,3/6,,4/5,,2b/7b,,
{4}6h[4:3],E7,E6,E5,
{4}3h[4:3],E3,E4,E5,
{4}6h[4:3],E8,E7,E6,
{4}3h[4:3],E2,E3,E4,
{4}7h[4:3],E1,E8,E7,
{4}2h[4:3],E1,E2,E3,
{4}7h[4:3],E7,E6,E5,
{4}2h[4:3],E3,E4,E5,
{2}6<1[4:1],2>5[4:1],
{4}7z3[8:3],,,2,
{2}2<7[4:1],6>3[4:1],
{4}2,1-3[8:1]/7-5[8:1],,2x/6x,
{4}5/7h[4:1],3,2h[4:1]/5,6,
{4}3h[8:1]/7h[8:1],2h[8:1]/6h[8:1],3h[8:1]/7h[8:1],2pp5[8:5]/6,
{4},,,7qq4[8:5],
{4},,,2h[4:1],
{8}4b,,4/5,,7,7,5,,
{8}1/8,,2/4,,5/7,,1/8,1x/8x,
{1},
{1},
{1},
E

&inote_5=
(136){1},
{8}5,5,5,4h[16:1]/6h[16:1],,3/7,3/7,,
{8}4,4,4,3h[16:1]/5h[16:1],,2/6,2/6,,
{8}3,2,1,7h[16:1]/8h[16:1],,1/6,2/5,2/5,
{8}6,7,8,1h[16:1]/2h[16:1],,3/8,4/7,4/7,
{8}3,2,1,7h[16:1]/8h[16:1],,1/6,2/5,2/5,
{8}1x/7x,,2x/8x,,,1b/7b,2b/8b,,
{4}B5/B6/E6,B3/B4/E4,B7/B8/E8,B1/B2/E2,
{4}6-2[8:1],4,3-7[8:1],5,
{8}6>3[8:1],6,3,,2<7[8:1],2,7,,
{8}5pp5[4:1]*qq5[4:1],,,,,2x/8x,2x/8x,,
{4}6>3[8:1],3,2<7[8:1],7,
{4}6p4[8:3],2,1,1,
{8}2,2h[4:1],,4h[4:1],,5h[4:1],,7,
{8},8-4[8:1],4-8[8:1],,,2x,2x,,
{4}6<2[4:1],2v4[4:1],4,3,
{4}7>3[4:1],3v5[4:1],5,4,
{8}7h[8:1],5h[8:1],8h[8:1],2h[8:1],4h[8:1],1h[8:1],5h[8:1],3h[8:1],
{8}8h[8:1],2h[8:1],7h[8:1],1h[8:1],6h[8:1],8x,8x,,
{8}4/6,4pp6[4:1]/6qq4[4:1],,,,,,3h[8:1]/5h[8:1],
{8},3h[8:1]/5h[8:1],,5h[8:1]/7h[8:1],,3h[8:1]/5h[8:1],,4x/6x,
{8}5x/7x,7h[2:1],,6h[4:1],,,,5h[4:1]/8h[4:3],
{8},,,5x,,1x,1x,,
{4}1>5[4:1],5<1[4:1],1,5,
{4}8<4[4:1],4>8[4:1],8,4,
{4}1>5[4:1],5V31[4:1],6,7,
{4}8V64[4:1],4-8[8:1],3,2/7,
{4}1-5[4:1],5>1[4:1]*<1[4:1],,,
{4}8-4[4:1],4>8[4:1]*<8[4:1],,,
{8}8h[2:1],,1h[4:1],,,,3-5[8:1],3,
{4}5<3[4:1]*q3[4:1],,,1b/8b,
{8}3-1[8:1]/4,3h[4:1]/4,,,5/6-8[8:1],5/6h[4:1],,,
{8}1/2-4[8:1],1/2h[4:1],,,7-5[8:1]/8,7h[4:1]/8,,,
{8}4-1[8:1],4,5-8[8:1],5,2xqq5[8:3],2x,8x,,
{4}6pp4[8:3],,3,3,
{4}1-6[8:1]/2-5[8:1],1/2,7-4[8:1]/8-3[8:1],7/8,
{4}1v6[8:1]/2>5[8:1],1/2,7<4[8:1]/8v3[8:1],7/8,
{8}2x,,1,1h[4:1],,4h[4:1],,5,
{16},,3/6,,2/7,,1/8,,2x/8x,,,1x/7x,,,,,
{8}2x>5[8:1],,8,1,2x<7[8:1],,4,3,
{8}2x>5[8:1],,8,1,2x<7[8:1],,4,3,
{4}2x>5[8:1],8qq1[4:1],,3-8[8:1],
{4}6<3[4:1],,,1x/8x,
{8}3-6[8:1],3,6,8,7-2[8:1],7,2,4,
{8}3-6[8:1],3,6,8,7-2[8:1],7,2,4,
{8}3-8[8:1],,6,6-1[8:1],,4q5[8:3],,8,
{8},6,6,4,4,3x/7x,3x/7<3[4:1],,
{8}1h[4:1],,,4x,4x,,2>6[4:1],,
{8}8h[4:1],,,5x,5x,,7<3[4:1],,
{8}1h[4:1],,,4x,4x,,3V16[2:1]/6V83[2:1],,
{4},,,3/6<3[4:3],
{4}E2,E1,E8,E7,
{8}4/5,4/5,4>1[8:1]/5<8[8:1],3x/6x,,,2b/7b,,
{16}4,,3,,2,,7,8,,6,5,,4x/7x,,4x/7x,,
{16}5,,6,,7,,2,1,,3,4,,2x/5x,,3x/4x,,
{16}5,,6,,7,,2,1,,3,4,,2x/5x,,2x/5x,,
{16}4,,3,,2,,7,8,,6,5,,4x/7x,,3x/8x,,
{16}1,,2,,3/4,,6,5,,7,8,,1x/6x,,1x/6x,,
{16}8,,7,,5/6,,3,4,,2,1,,3x/8x,,1x/2x,,
{16}8,,7,,6,,3,4,,2,1,,3x/8x,,3x/8x,,
{16}1,,2,,3/4,,6,5,,7,8,,1<5[4:1]/2,,1,,
{8}3,,8>4[4:1],8,6,,1<5[4:1],1,
{8}3,,8>4[4:1],8,6,,1<5[4:1],1,
{8}3,,8>4[4:1],8,6,,8-4[8:1],8,
{8}2-6[8:1],2,7,7,5>3[8:1]*<7[8:1],,,,
{8}4>2[8:1]*<6[8:1],,,,5,,4/6,4/6,
{4}4/6-3[4:1]*q3[4:1],,,2h[8:1]/5h[8:1],
{4}3h[8:1]/6h[8:1],4h[8:1]/7pp5[8:3],4h[8:1],3h[8:1],
{8}2qq4[8:3],,6,6,,7,7z3[8:3],,
{8}2x,,2x,,1x,2x/8x,3x/7x,,
{8}B6/E6/E7,,B3/E3/E4,,4x/5x,3x/6x,3x/6x,B1/C1f/B2/B7/B8,
{1},
{1},
{1},
E