&title=多次元宇宙融合論 
&artist=TAKIO feat. つぐ
&first=0
&des=Do次元KuSA融虹論 

&lv_5=14+
&inote_5=(234)
{1},
{4},
{8}3b/4b,,1b/8b,,6b/5b,,2bz6[2:1]/7bz3[2:1],,,,,,,,
{16}2b/5b,,,3b/6b,,,4bp8[4:1]/7b,,,,,,5bp7[4:1],,,,,,,,1bq3[2:1],,,,,,,,,,,,,,,,
{6}7b/5b,5b/4b,2b-6[4:1]/4b,{8},,7b-3[8:1],,4b>5[8:5]*q5[8:5],,,,,,,,,,
{16}2b/4b,,,1b/8b,,,4bV61[8:3]/7bV52[8:3],,,,,,,,,,,,,,
{24}1bs5[16:5]/8bz4[16:5],27,36,{16}4/5,,,,,,,,,,
{8}2,2h[4:1],,4h[4:1],,3,3/4-8[8:1],,2,,1,1-6[8:1],,8,8h[4:1],,
{16}5,4,{8}3,6,5,4,4,
7,7h[4:1],,5h[4:1],,6,6/5-1[8:1],,7,,8,8-3[8:1],,1,1h[4:1],,
{16}4,5,{8}6,3,45,45,4h[8:3]/5h[8:3],,,,,6bq8[1:1]/2bq4[1:1],,,,,,,,,,
,,
2,2h[4:1],,6,6h[4:1],,3>8[4:1],,8-4[4:1],,4<7[4:1],,7,,8h[4:1],,6,
5h[4:1],,7,8-4[4:1]/5-2[4:1],,,,,,5,{16}3,4,{8}2h[4:1],,4,5h[4:1]/3,,
4,35,5,26,2,1b-5[8:1]/7b,,,,,3h[4:1]/6,,4,4h[4:1],,5p8[4:1],,6,,
7,7h[4:1],,3,3h[4:1],,6-1[4:1],,1-5[4:1],,5-2[4:1],,2,,1h[4:1],,
3,4h[4:1],,1V35[8:3],4V68[8:3],,,,,,5h[4:1],,
8-5[8:1],4-1[8:1],,,,5,5,{16}2,6,3,7,4,8,{8}5b-1[8:1],,,,
7,7,8,6h[8:5],,2,2h[4:1],,,,7,7-5[8:1],,7,1-3[8:1],,1,8-4[8:1],,8,
3>7[4:1],,7<3[4:1],,,,8h[4:1],,1,2h[4:1],,4v3[16:6],5v6[16:4],,,,,,
74,{16}6,5,6h[4:1],,,,4,,{24}4h[24:5],,,,,{12}5,4,6,4,5,
{16}3b/7b,,,,,,,,{16}2,,2,,1,,3h[8:2],,,,7,,7h[4:1],,,,5,,,,64,,,,
3,,4,,5,,4,,5,,6,,
3>7[4:1]/7>3[4:1],,,,7<3[4:1]/3<7[4:1],,,,
,,,,,,,,
{8}7v4[6:1]/3,,1,1h[4:1],,,3v8[6:1]/7,,5,5h[4:1],,,
5/1,2,2,4,3,3,5,4,63,27,1-5[8:1]/8,,
2-6[8:1]/1b,,2b/1<6[8:1],,2>5[8:1]/1b,,2b/1-5[8:1],,2-6[8:1]/1b,,
2b/1<4[8:5],,,,,,,2,2p6[8:4],,,,4>5[8:7],4<3[8:6],,,,,,,,,,,
{6}8b/7b,1b/6b,{24}8b/7b-3[8:1],,,,,,,2b,,,,,,
1b/5b,,,{6}2b/6b,2b-5[8:1]/6b-1[8:1],2b/6b,
{8},,
{12}8h[4:1],,,1,2,3h[6:1],1,8,7h[6:1],2,3,4h[6:1],8,7,6h[6:1],
3,4,5h[6:1],7,6,5,{16}2b,3,4,6,5,4,1,2,3,7,6,5,1,2,7,6,8-4[8:1],1,8,7,,,,,,,,,
5b<4[8:23]/1b,,,,,,,,,,2h[2:1],,,,,,,,,,,,3h[4:1],,,,,,4h[4:1],,,,,,5h[4:1],,,,,,
6<8[8:3],,,,,,,,,,,,5,,,,,,4,,,,7V58[8:3]/3,,
7/3,,,,,,,,,,,2,1,2,1,2,
1,8,7,6,5,{12}4,2,{48}8,,,,,,,{16}5,,,1,,,7b/3b,,,,,,,,
{8}8h[4:1]/4-2[8:1],,4,8h[4:1],,,7-5[8:1]/1h[4:1],,7,1h[4:1],,,
5/1-7[8:1],,1,6-2[8:1],,6,3-5[8:1],,3,,6-1[8:1]/7-3[8:1],,,,
{16}2,3,4,,6,,6,,4,,4,,8,7,6,,2,,6,,4b,5,
4,,7,,3,,5b,4,5,4,5,4,6b,,7bs3[8:4],,8b,,
{4}
1b,,,2,2-6[8:3],,
8,8<5[8:3],,4,4>1[8:3],,
7qq5[8:3],3qq1[8:3],,6pp8[8:3],2pp4[8:3],,
7q3[4:1],3q7[8:3]*<3[8:6],,


{16}
,,,,,,,,,,,,65,,,,

{16}47,36,25,1,8,7,6,5,48,,,,
(220)
{16}57,46,35,2,1,8,7,6,15,,,,
(210)
{16}48,37,26,1,8,7,6,5,48,,,,
(200)
{16}2,,2,,{12}5h[12:1],3h[12:1],7h[12:1],4h[12:1],6h[12:1],2,

{18}3b/7b,,,,,,,2,8,{9}1,1,1,{12}28,37,{3}46,
{18}3,6,4,{12}5,5,5,5,5,5,(234)
{4}46,
1^4[8:1],1-6[8:1],1w5[8:1],1b,

{16},,,,3,4,5,6,7,8,1,2,

{16}3/7h[16:2],,,5h[16:3],,,8^5[8:1],,,,8,,3,2,1,,
{16}4h[16:3],,,2h[16:3],,,7,,7h[16:3],,,5h[16:3],,,8,,
{16}4h[16:3],,,6h[16:3],,,1,,1^4[8:1]*^6[8:1],,,,,,,,
{16}28,,,65,,,34,,,2,1,2,8b/3b,,,,

{16}6/2h[16:3],,,4h[16:3],,,1^4[8:1],,,,1,,6,7,8,,
{16}5h[16:3],,,7h[16:3],,,2,,2h[16:3],,,4h[16:3],,,3,,
{16}6h[8:1]/1h[8:1],,,2h[8:1]/7h[8:1],,,38,,3/8h[4:1],,,,5-2[8:1],,5,,
{16}7-4[8:1],,7,,1-5[8:1],,1,,8,,8,,4b,,,,

{16}3/7h[16:3],,,5h[16:3],,,8<5[8:1],,,,8,,3,2,1,,
{16}4h[16:3],,,2h[16:3],,,7,,7h[16:3],,,5h[16:3],,,1,,
{16}1h[16:3],,,3h[16:3],,,4w8[8:1],,4,,,,,,,,
{16}2/6,3,4,5,6,7,8,1,25,4,3,2,1,8,7,6,

{16}5-1[12:1]/3,,,1,,,3-6[12:1],,,7,,,1h[4:1],,,,
{16}5-1[12:1],,,8,,,6-3[12:1],,,2,,,8h[4:1],,,,
{16}3-7[12:1],,,8,,,2-5[12:1],,,6,,,8h[4:1],,,,
{16}6-2[12:1],,,1,,,7,,,1,8,7,6,58,74,36,

{16}2b/5bqq1[4:3]*pp1[4:3],,,,,,,,,,,,,,,,
{16},,,,
34,,2h[4:1]/5,,,,1,,3/8-5[8:1],,,,8-3[8:1],,,,8,,,,
65,,7h[4:1]/4,,,,8,,1-6[8:1]*-4[8:1]/6,,,,1,,,,2,,
5,4,{12}7,5,6,2,2,5,5,3,4,
{16}1,,1-5[8:1],,,,1/6,,7-3[8:1],,,,3-7[8:1],,,,1,,,,
2,,2-6[8:1],,,,2/7,,8-5[8:1],,,,4-1[8:1],,,,6,,,,
8,,8-4[8:1],,,,8/3,,2-6[8:1],,,,6V41[8:2],,,,8,,,,,,,,
{24}2b/7b,36,4h[24:4]/5h[24:4],,,,,,,1b/8b,27,3h[24:4]/6h[24:4],,,,,,,
2b/7b,36,4h[24:4]/5h[24:4],,,,,,,1bpp4[24:21]/8b,27,36,4/5pp8[4:3],,,,,,
{1},
{1}
6h[8:1]/2-6[58.5#32:1]*-6[58.5#32:1],
(180)
{12}
2b/6b,,,,,7,{16}7,{24}5,4,3,{48}62,,,,,6,,,,,6,,,,,
{12}3,3,4,4,2,{24}5,4,{14}6,3,6,4,6,5,6,{8}4,
{16}7,8,7,8,{64}6h[64:2]/1,,,5h[64:2],,,4h[64:2],,,3h[64:2],,,2h[64:2],,,
1h[64:2],,,8h[64:2],,,7h[64:2],,,{12}3,3,3,6,6,6,
{24}2,3,{12}4h[12:1],6h[12:1],{24}1,2,{12}3h[12:1],{24}7,6,{12}5h[12:1],
{24}1,2,3,4,{6}65,
{12}7,5,5,2,4,4,8,6,6,1,{8}28,37,{96}6,,,,,4,,,,,5,,,,,3,,,,,6,,,,,4,,,,,5,,,,,3,,,,,
{6}2/6,8/4-8[8:1],{8},{4}2b,{16}1,1,{4}28,{12}46,46,46,{8}37,
{16}1,8,2,7,3,6,
{24}4,3,2,5,6,7,3,2,1,6,7,8,2,1,2,1,2,1,3b/8h[4:5],,,,,,
{16}1,,,3,,,7,,,4,,,6p1[4:1],,,,,,,,,,,,
{32}8,1/7q5[2:1],2p4[32:15]/6,3/5,4,,,,{4},,,
{12}2h[12:1],4,3,7h[12:1],{24}5,6,{12}5,8h[12:1],6,7,1h[12:1],3,
{24}2,,,,,
{64}3h[8:1]/5h[8:1],,,,,,,,,,,,,4h[8:1]/6h[8:1],,,,,,,,,,,
{8}5/7h[8:1],{24}8,1,2,3,4,57,8,1,2,3,4,5,
{64}3h[8:1]/6h[8:1],,,,,,,,,,,,,2h[8:1]/5h[8:1],,,,,,,,,,,
{12}
1-5[8:1]/4-8[8:1],1/4,,,,,

{16}3b/7bV16[32:19],,,,,,3,4,5b-2[8:1],,,,,,,,
{16}24,,35,,6,5,7,3,4,{32}1,8,7,6,5,4,{16}3b/8b-4[8:1],,,,

{16}78,,6,,25,,3,4,1>4[8:1],,87,,61,,{24}5-2[8:1],6,7,
{16}8-4[8:1],,5,,8,,1,1,5^8[8:1],,43,,52,,{24}1-5[8:1],2,3,
{16}4-8[8:1],,1,,4,,6,6,1b-5[8:1],,38,,61,,,,
{24}4bw8[8:1]/7b,36,25,{32}14,,,,,,,,,,,,2^5[8:1]/6^1[8:1],,,,15,,,,26,,,,,,,,

{16}4b/8h[4:1],,,,{12}4,5,6,3/7,4,5,2/6,3,4,
{16}1/5,,15,,37,,6,5,8qq1[16:4],,3,,1>8[2:1]/8,,,,
{16}4b,,,,1,,1,,2,,3,,47,,36,,
{16}2-8[8:1]/5,,6-4[8:1],,2-5[8:1],,6-1[8:1],,2-6[8:1],,6,,2b,,,,

{16}8h[8:1],,4,8,2b/6b,,,,8<5[8:1],,12,,38,,{24}4-7[8:1],3,2,
{16}1-5[8:1],,4,,1,,8,8,4^1[8:1],,56,,47,,{24}8-4[8:1],7,6,
{16}5-1[8:1],,8,,5,,3,3,8bq4[8:1]*p4[8:1],,62,,8,,,,
{24}6b/2b,73,48,{32}5,6,7,8,1w5[8:1],2,3,4,5,6,7,8,,,,,,,,,37,,,,6,,,,

{16}5b/1>3[8:1],,5,,6/1-6[8:1],,6,,1-4[8:1]/4,,4,,5-8[8:1]/1,,5p1[8:1],,
{16}5<7[16:1],,5>2[16:1],,5p4[8:3],,,,,,,,,,,,
(234)
{16}2,,2-6[8:1],,,,2/8,,,,8,,7-5[8:1]/5-1[8:1],,,,
{16}57,,,,2,,2-6[8:1],,,,28,,,,8,,
{16}57,,5,,46,,6,,5b/3b,,,,

7,,7-3[8:1],,,,7/1,,,,1,,2-4[8:1]/4-8[8:1],,,,
{16}42,,,,7,,7-3[8:1],,,,71,,,,4/2,5,
{16}6h[4:1],,,,{12}1,6,4,8,3,5,

{16}1,,1-4[8:1],,,,1/7,,,,8,,7-5[8:1]/5-3[8:1],,,,
{16}5-8[8:1],,,,1,,1-4[8:1],,,,17,,,,8,,
{16}37,,37,,26,,26,,5b/1b,,,,

8,,8-5[8:1],,,,28,,,,1,,2-4[8:1]/4-6[8:1],,,,
{16}4-1[8:1],,,,7,,7,,73,,3,,53,,5,,
{16}51,,5/1,,5/1q6[4:1],,5q2[8:1]/1,,