&title=多次元宇宙融合論
&artist=TAKIO/つぐ
&first=0.14
&lv_5=14+
&des_5=kaminski
&inote_5=
(125){4},(234)7b-4[8:1],7/2-5[8:1],2/8-5[8:1],
8/1v4[8:1],1/8<5b[8:1],{16}8,1,2,3,{4}4-2[8:1],
{8}4,6h[4:1],,5h[8:1],,4h[4:1]/3h[4:1],{16},,,,,,1-5[8:1],
4,1,4,{8}1,,4h[8:3],{16}6,7,8,1,
2,A3,A4,A5,6x/C,C,{8}C,5>2[8:1],5-1[16:3],{4}5v8b[8:1],
,6h[16:3],{16},,,,B8,B7,B6,B5,
,,{8}4,3,2,1,{16}8-4[8:1],1,8,1,{8}8,
{16},,,,6/2,,,E8/B7/B6,,B1/B2/B3,,,,,{8}6b/Cf,
,5h[8:1]/4h[8:1],,,,4v7[8:1],6,4h[4:1],
,,,1-4[8:1],,1/5,,8-5[8:1],
3,8,2,2,3,{16}3,4,5,6,7,8,
1,2,{8}3/5h[8:1],,5-1[8:1],,5,{4}7-4[8:1],
7/4,3,{8}5v2[8:1],4,5,6,
{4}7-4[8:1],{8}7,8h[8:1],,7h[8:1],,,{4}6bh/3bh,
Cf,8-4[4:1],{8}8,1-5[8:1],
,1>3[4:1],,3<6[8:3],{4}3,6<8[4:1],
8,{8}1-5[8:1],1,,2-6[8:1],,2,
,4,{4}5,5,5<8[4:1],
{8}8>3[8:3],,,3<6[4:1],,6<1[8:3],{4}6,
{16},,,,,,,,4,3,{8}4,{4}6,
{12}4,5,3,3,{24},{8}4,{4}5,6h[4:1],
5-1[4:1],{8}5,4v7[4:1],,7<4[4:1],,4>1[8:3],
{4}4,1<6[4:1],5,5h[8:1],
{8},4-2[8:1],,5/4,6,7,8,1,
2,3,{4}4h[4:1],,6/4,
{8}8/4,6-2[8:5],{4}6h[4:3],{16},,,,,,,,,,,,6,
5,{8}6,{16}4,6,{8}4,6,7,
{4}5,{8}5,{16}2,3,5,3,5,3,4,4,{8}4,
{4}5-8[8:1],{8}5,4-1[8:3],{4}4,1-7-5[8:7],
{8}5h[4:1],,,,,5-7>1[8:7],{4}4,
3,4h[8:1],,4-8[4:1],
4,6,{8},5,,4,
{4}3h[2:1]/5h[8:3],{16},,,,,,,,4,4,4,4,
{4}4,{16}5,3,5,3,4,3,5,3,{8}4,{16}3,5,
,4,,,{4}3,{8}2-4[8:1],2,,8-4[8:1],
,8,{4}2-8[8:1],2/7-5[8:1],7/3,
{8},4h[8:1],,3,4,5,4,6,
3h[4:1],7,,,{4}5,5-1[4:1],
{8}5,6-2[4:1],,6,{4}7-3[4:1],{8}7,8-4[8:3],
,8,{16},,,,,,,,7,4,7,4,
7,5,7,5,7,6,{8}7,{4}7xh[8:1],{16}4/7h[8:1],3,{8}2,
{16}5/1h[8:1],6,{8}7,{16}4/5h[8:1],3,{8}2,{16}6/8h[8:1],5,{8}4,{16}2/6h[8:1],3,{8}4,
{16}7b/2h[8:1],6,{8}5,3,7,1h,5h,3xh,7,
1,4h,6,2xh,8x,2h,6h,8,
4xh,7,5xh,3,5,1xh,7,6h[4:1],
{16}4,3,2,1,8/5h[8:1],7,6,5h,4,3,{8}2,{16}8,,,7,
,,{8}6,{16},5/3,,,C,B7,{8}B3,,,{4}4,
5,3,6,
{16}5,,,3,,,{8}6,{16},3,,,{8}7,{16}5,2,
{8}3x,{24}8,7,6,{12}5,{24}2,3,{12}4,{16}7,6,1/5,2,{4}3b-7[1:1],
,5h[2:3],{8},,,,,,,,,8-5[1:1],
,,,,,,,,,,,,,,{2}1p4[4:3],
{4},4>8[2:1],{16},,,,,,,,,,,,,,E1,
E2,E3,E4,{32},E5,,,{8}E6,E7,
{32}E8,,,,,E1,,,,,,,{8}C,,,{4}7>2>3-5<6[1:1],
{8},,,,,,,,,,,5/1-7-4[8:11],
,,,,,,{4}2,
2,2h[4:5],
,,,5,
7,6,5,{8}4,3,
2,1,{16}8,7,6,5,{4}4/Cf,1x<5[4:3],
,,{2}5x>1[16:13],
{4},1x<5[4:3],,,5x>1[4:3],
,,1xV75[4:3],
,,{2}5xV31[16:9],
{4}6,7,{8}8,6h[4:1],,,{4}5x-1[8:1],
5,4,6/2,
{16}4,4,{8}4,{4}8/6,(220)5-1[8:1]/2-8[8:1],5x/2,
{8}7-3[0.2792##0.1429]/3-7[0.2792##0.1429],(210),{4}7x/3,8-4[0.2857##1.1929],{16}8,7,(200){8}6,
{16}3,4,{8}5,{16}1,2,3,4,{4}5bh[#0.6000061],,
{16},,8,7,6,5,7,6,5,4,{8}3h[8:3],{16},,,,,,5,
5,5,5,{8}5,6h[12:1],{24},7h[#0.1000061],,(234),,,,,8,
{48},,,,,,,,,,,,{16}8-4b[8:1],4,8,4,{4}8,Cfh[4:1],
{16},,,,5,4,3,2,1/8,7,6,5,{8}4-7[8:1],7-4[8:1],
{16},,,,,,,,1,8,1,8,1-5[16:3],,,1,
,6,,,7-3[16:3],,,7,,5,,,8-5[16:3],,,5-8[4:1],
,,,,,,,,{8}4/2,4/2,3,{16}3,2,
,2,{8}1,{16}1,8,,8,{8}7,7,6-2>4[8:1],4-1[8:1],
{2}7h[8:1],{16}6,4,6,4,6-3[4:1],,,6,
,,{8}4,{16}2-7[4:1],,,2,,,{8}6,5xp1[8:1],5x-8[8:1],
{16},,,,,,,,8x,7,6,5,{8}4-8[8:1],{16}2,3,
{8}4,{16}7,6,{8}5-2[8:1],{16}3,4,5,,,6<1[4:1],,4h[16:1],,,,5h[16:1],
,,6h[16:1],,,7>3[4:1],,5h[16:1],,,,4h[16:1],,,7h[16:1],
,,8>4[16:3],,,,4,,,,1-4[8:1],,,{8}7,
,5,{16},2/7,,,{8}7h,6,{16}6,5,,5,
{8}4,{16}4,3,,3,,2,,2,{8}1,{4}1b-5[16:1],
7b-4[16:1],2b-6[16:1],8b-5[16:1],3b-8[16:1],
6b-4[16:1],2b-4[16:1],7b-3[16:1],1bx,
{64}E2/8b-5[16:1],B2,{32}B3,{16}E4,,,{4}4bx,{64}A4/2b-5[16:1],B4,C,B8,,,,,,,,,,,,,{4}2bx/6b-1[16:1],
6bx,{8}7,{16}7,6,,6,{8}5,5,4,
3,2,{4}1-5[8:1],1b/8-6[8:1],8b,
{8}5,4,3,2,1-4[8:1],6,{4}8-5[8:1],
8b/5b,6,{8}5,4,3,2,
{4}1-5[8:1],1b,{16}3,6,2,4,3,5,2,4,
{8}3,Cf,6-2[8:1],2-6[8:1],,4,4,4,
{4}4-8[8:1],4/8,{8}2-5[8:1],1-6[8:1],2,1,
{4}4,7,6b/3b,{16}5x,4,3,2,
5x/1-5[8:1],4,3,2,{4}1x,4/7,{16}5,4,3,2,
{4}8/1,6b/4b,{8},7b/5b,,,8b/6b,
,,1bw5b[1.4103##0.1282],,,,,,,,,,,,,{4},
{8},,,,(90)5v7[16:1]/3qq1[16:1],6/2,
{4}5/3,{8}2V47[16:1]/3-6[16:1],5/1,{4}2/3,{8}7/4-6[16:1],4>8[16:1],
2,4/7-4[16:1],7-2[16:1],7,{4}7/5,{8}3-6[16:1],5,
4-1[16:1],2,7-4[16:1],6,7/3-8[16:1],1,5h[4:1],{32}1,2,3,4,
{8}8h[4:1],{32}5,4,3,2,{16}1,2h[32:1],4h[32:1],7,{4}5h[#0.6666641],(180)4h[4:1],
{8},,4h,{24}4h,,7,{12}3,5h,2h,7,1,3h,
{24}5,7,,,{12}1h,6h[4:1]/2h[4:1],{24},,,,,,,2/6,3/7,4/8,{8}5b/1b,Ch[8:3],
,,{4}6-2[8:1],{32},B6,C,B2,,,,,{8}5h[12:1],3h[12:1],
7h[12:1],4h[12:1]/B6,8h[12:1],2h[12:1]/C,5h[12:1],7h,{24},,,5,4,3,
2,1h[6:1],6,7,{12}8,{24}2,3,4,5h[8:3],{12}6,7,8,1,2xh[4:1],{24},{8}3pp5[8:1],
3-7[8:1],{24},,,,,,2x,1x,,8x,7x,6x,5x>1q5[8:5],{1},{16},{48},{16}5,
4,3x,2,
1/6x,7,{32}8x/1-6[12:1],2,3,4,{8}5,{16}1/5b,4,3,2,1,8,{8}7p3[8:1],5,
7,{16}5,4,{8}5x-1[8:1],2,3/5,4,7-4[8:1],8/6,
7,{16}1,2,{8}1x-5[8:1],7,1/8,6,4p8[8:1],1,
4,6h[16:1],6xv8[8:1],2,6/4,5,7/3-7[8:1],6/4,
7/3,5h[16:1],5x-1[8:1],7/3,{4}5,5h[4:1],
{24},,,5x-1[8:1],,A4,,A3,,A2,,A8,,A7,,6x-2[8:1],,A5,,A4,,A3,,A1,
,A8,,{8}7x-3[8:1],,7b/3,,5v7[8:1],,5,
4,3,2,1,{16}8v5[8:1],7,6,5,{4}4-1[8:1],
{2}4/7h[4:1],{4}6/3,{24}6b,5,4,3,,,{4}2bV85[8:1]/7bV15[8:1],
7bx/2bx,{8}3h[8:1],5h[8:1],,4v7[8:1],
{4}7-5[8:1],3h[8:1],{8}4V28[8:1],3,{4}6,
4/2-5[4:1],5V38[4:1],7,{8}6h[16:1],6h[16:1],
6h[16:1],{24}5,4,3,{32}2h,1,8,7,{8}6b/2b,,,2/6-2[8:1],8,
{4}6/1-5[8:1],{8}1/7-4[8:1],3,{4}7/2xv5[8:1],{8}6x-1[0.3333##0.1667],{16}3x,,
{8}6x/2-5[8:1],5x,{4}4xh[8:3],{32},,,,,,,,4,5,6,7,(234){8}8-4[8:1],
{4}8,{8}3,5-2[8:1],{24},,,5,6,7,{8}8,1h[8:1],
,2,3,4-8[8:1],5,6,{4}7,
{8}6/2,{16}4,3,{8}4,{16}6,5,{8}6,4-2[8:1],3,4,
{4}7h[8:1],6h[4:1]/5h[4:1],{8},,2/4-2[8:1],4,
5,6-2[8:1],7,8,1,{16}4,5,6,7,8,1,
{4}2-7[8:1],{8}6/2,4,,5-8[8:1],{16}5,4,{8}5,
{4}3-7[8:1],3,{8}2-5[8:1],4,{4}2,
{8}8-5[8:1],{16}6,8,{8}8,3,4,7-3[8:1],{16}7,5,{8}7,
4,5,{4}5v8[8:1],{8}5,3>7[8:1],,6,
,2<8[8:1],6,5,4,7h[4:1]/3h[4:1],{16},,,8/4,
5/1,2/6,3bx/7bx-3[8:1],4b/8b,5b/1b,2b/6b,{8}3x/7xV15-3[2:1],
E