&title=Arghena
&artist=Feryquitous vs Laur
&first=0
&des=第？識 "Nulliversality" 

&lv_5=14+
&inote_5=(185)
{1},

{32},,,,,,,,A1,A2,A3,A4,A5,A6,A7,A8,E1,E2,E3,E4,E5,E6,E7,E8,E1,B1,B2,B3,B4,B5,B6,B7,

{8}B8/Ch[1:4],,,,8q1[2:3],,,,
{8},,,,,,,,
{8},,,,,,1s5[1:1],,
{8},,,,,,,,
{8},,,,,,,,
{8}E6/E5/E4,,,,,,,,
{8}E8/E1/E2,,,,,,,E7/C/E3,
{8},,,,,,,,

{8}4^7[8:3]/3,,,7^2[8:3],,,2^5[8:3],,
{8},5^8[8:3],,,8p4[2:1],,,,
{8}4^1[8:3],,,1^6[8:3],,,6^3[8:3],,
{8},3^8[8:3],,,8qq1[1:1],,4,,
{8}C,,,,1pp8[1:1],,3,,
{8}C,,,,8qq3[1:1],,2,,
{8}C,,,,3>6[4:2],,B5/B4,,
{8},,,,{16}2,5,4,7,3,6,4,5,

{8}Cf/B2/B1,,8,5/6,2,2,3/4,3,
{8}5,6/2,7,1,3/2,4,5,2,
{8}6/1,,{16}8,7,6/2,5,{8}4,1,3/4,5,
{8}7,5/6,{16}8,,2,3,{8}4,7,2,5h[2:1],
{8}3,,4,2,1,8/3,2/6,4h[2:1],
{8}7,,5,7,8,1/6,7/3,2/5,
{8}3/4h[8:3],,,3,1,7,5h[8:4],3,
{8},8,8,6,1h[4:1]/4,2,8w4[8:1],2/6,

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

{8},,,{16}3,5,{8}B1/B8/E1f,,,,

{8}2/7,3,4,5,6,7,
{8}2b/8bh[8:3],3,4,5,6,7,
{8}3h[4:1],4,5,6,
{8}2/1h[8:3],3,4,5,6,7,
{8}2/8h[8:3],3,4,5,6,7,
{8}3h[4:1],4,5,6,
{8}6/3h[8:3],7,8,1,2,3,
{8}6/4h[8:3],7,8,1,2,3,
{8}7h[4:1],8,1,2,
{8}6/5h[8:3],7,8,1,2,3,
{8}6/4h[8:3],7,8,1,2,3,
{8}7h[4:1],8,1,2,

{8}2b/7b,3,4/8,5,6,7/4,
{8}2/8,3,4/8,5,6/3,7,
{8}3,4/7,5/3,6,
{8}3b/6b,2,1/5,8,7,6/1,
{8}3/5,2,1/5,8,7/2,6,
{8}2/7,1/6,8,7,

{8}1-5[8:1],1,2-4[12:1],2,7-5[12:1],7,8-4[8:1],8,
{8}1q5[8:1],1,2^4[12:1],2,7^5[12:1],7,8,8,
{16}1,4,1,4,2,4,2,4,3,4,3,4,5,4,5,4,
{8}6<4[2:1],,,,,,,,

{8}2b/7-4[8:1],,7/3,1-5[8:1],,1,{16}4,3,2,1,
{16}8,7,6,5,{12}4,3,1,{16}7,,1,8,2qq2[4:1]/7,,,,
{8}2>6[4:1],,6,7,,1,8/3,1-6[16:1]/4,
{16},3-8[16:1],,,4-7[16:1],,,2,,,1,1,1-5[8:1],,2/8,,
{8}1,,7qq7^1[4:3]/3,6/4pp4^2[8:5],,,,,
{8},,,,{16}8/4,,2,6,3,7,2,6,
{8}1/5^2[8:1],,7/5,6h[4:1],,8-4[8:1],7,1h[4:1],
{8},,2,2-5[8:1]/1,,2/6,8,,

{8}7/2-5[8:1],,2/6,8-4[8:1],,8,{16}5,6,7,8,
{16}1,2,3,4,{12}5,6,8,{16}2,,8,1,7pp7[4:1]/2,,,,
{8}7<3[4:1],,3,2,,8,1/6,8-3[16:1]/5,
{16},7-4[16:1],,,1,,1,,8,8,8,8,8-4[8:1],,7/1,,
{8}8,,2pp2^8[4:3]/6,3/5qq5^7[8:5],,,,,
{8},,,,{16}1/5,,7,3,6,2,7,3,
{8}8/4^7[8:1],,2/4,3h[4:1],,1-5[8:1],2,8h[4:1],
{8},,7,7-4[8:1]/8,,7/3,1,,

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

{16}4b,8,5,1,4,8,5,1,4,8,5,1,4,8,5,1,
{8}4h[4:3],7,6,5,,2,1,,
{16}8b,4,1,5,8,4,1,5,8,4,1,5,8,4,1,5,
{12}8h[4:3],,6,,5,,4,,3,,2,,

{12}1,,7,1/8h[4:1],,,{16}2,3,4,5,1,2,3,4,
{12}8,,2,8/1h[4:1],,,{16}7,6,5,4,8,7,6,5,
{16}1,5,1,5,8,4,8,4,7,3,6,2,7,2,6,3,
{16}5h[32:1],2,5,3,6,4,7,5,8h[32:1],8,6,6,1,1,5bh[8:9],,

{1},
{1}1-5[15.417#128:1],
{1},
{1},

{8}1b/8qq3[8:3],,,,,,,2/4,
{8},,7/5,,2-5[8:1],5-1[8:1],2,8,
{16},,7,,6/3^8[8:1],,4,4,5/3,,7,6,5,,8/4,,
{16}1/7,,2,,3/6,,4,5,4h[256:1],4h[256:1],4h[256:1],4h[256:1],4h[256:1],,5-1[8:1]/3,,
{8}1,5/3,4h[4:1],,{16}3,4,4,4,{8}5,4-8[8:1],
{8}8,4/6,5h[4:1],,{16}6,5,5,5,{8}4,5-8[8:1],
{8},5-2[8:1]/1,3,5/1-5[8:1],,1/8qq8-4[8:3],6,8^3[8:1]/4,
{8}2,,,,{12}3b,7b,5b,1b,3b,7b,

{16}1b-5[8:1]/5b,2/6,3/7,4/8,{8}1,,{16}2,4,3,,{8}8/7,,
{16}8-4[8:1]/4,7/3,6/2,5/1,{8}8,,{16}7,5,6,,{8}1/2,,
{16}4-8[8:1]/8,3/7,2/6,1/5,{8}4,,{16}1,3,2,,{8}5/6,,
{16}5-1[8:1]/1,6/2,7/3,8/4,{8}5,,{16}8,6,7,,{8}4/3,,
{16}8-4[8:1]/4-8[8:1],7/3,6/2,5/1,{8}8/4,,{16}7,5,6,,{8}1/2,7/3,
{16}1-5[8:1]/5-1[8:1],2/6,3/7,4/8,{8}1/5,,{16}2,4,3,,{8}8/7,2b-6pp6^4[8:5]/6b-2pp2^8[8:5],
{1},
{16}2,5,4,5,7,5,4,5,2,5,5,5,7b,,,,

{8}6/3-8[8:1],,3/7,5-1[8:1],,5,{16}8,7,6,5,
{16}4,3,2,1,{12}8,7,5,{16}3,,5,4,6qq6[4:1]/3,,,,
{8}6<2[4:1],,2,3,,5,4/7,5-2[16:1]/8,
{16},7,,8,,8,,8,8,8,{24}8,8,8,{16}8-4[8:1],,7/1,,
{8}8,,3qq3^5v2[4:3]/7,2/8pp8^6v1[8:5],,,,,
{8},,,,{32}E3,B3,B4,E5,E7,B6,B5,E5,A2,D3,A3,D4,A7,D7,A6,D6,
{8}1h[4:1],,4,3/4,{16},8h[16:3]/1,,,6,8,6,,
{16},1h[16:3]/8,,,3,1,3,,8,8,8,,1,1,1,,
{16}6h[16:3],,,7,7,6,,5h[4:1]/4,,,,4,,2,2,3,
{16}1b,6,5,6,8b,6,5,6,{24}4,5,4,5,4,5,4,5,4,5,4,5,
{8}4b,,5,6,,6,7,,7,8,,8,1,,2,3,3h[8:14]/4,4,5,6,,7,8,,8,1,,1,2,,2,3,