
.
A=-24576;B=-23361;for N=Ato B;%(N)=KP;next N;%(20050)=B;:return ;goto 100
{1}null .{-104}{-128}{-128}{25}{-104}{-128}{25}{-99}{-128}{25}{-91}{-128}{25}{-89}{-128}{-91}{-128}{-128}{-99}{-128}{-128}{-78}{-128}{-128}{-91}{-128}{-128}{-68}{-128}{-128}{-78}{-128}{-128}{-53}{-128}{-128}{-68}{-128}{-128}{-78}{-128}{-128}{-86}{-128}{-128}{-99}{-128}{-128}{-104}{-128}{-128}{-106}{25}{-128}{-100}{25}{-128}{-91}{25}{-128}{-89}{25}{-128}{-91}{-128}{-128}{-100}{-128}{-128}{-84}{-128}{-128}{-91}{-128}{-128}{-71}{-128}{-128}{-84}{-128}{-128}{-53}{-128}{-128}{-71}{-128}{-128}{-84}{-128}{-128}{-91}{-128}{-128}{-100}{-128}{-128}{-106}{-128}{-128}{-109}{25}{-128}{-100}{25}{-128}{-95}{25}{-128}{-91}{25}{-128}{-95}{-128}{-128}{-100}{-128}{-128}{-89}{-128}{-128}{-95}{-128}{-128}{-71}{-128}{-128}{-89}{-128}{-128}{-61}{-128}{-128}{-71}{-128}{-128}{-89}{-128}{-128}{-95}{-128}{-128}{-100}{-128}{-128}{-109}{-128}{-128}{-110}{25}{-128}{-104}{25}{-128}{-99}{25}{-128}{-95}{25}{-128}{-99}{-128}{-128}{-104}{-128}{-128}{-91}{-128}{-128}{-99}{-128}{-128}{-78}{-128}{-128}{-91}{-128}{-128}{-68}{-128}{-128}{-78}{-128}{-128}{-53}{-128}{-128}{-84}{-128}{-128}{-48}{-128}{-128}{-78}{-128}{-128}{25}{-128}{-38}{25}{-95}{-38}{25}{-75}{-38}{25}{-68}{-38}{-75}{-128}{-128}{-84}{-128}{-128}{-61}{-128}{-128}{-75}{-128}{-128}{-33}{-128}!{-33}{-48}!{-33}{-61}!{-33}{-71}!{-68}{-128}{-128}{-61}{-128}{-128}{-95}{-128}{-128}{-68}{-128}{-128}{-71}{-38}5{-84}{-38}5{-95}{-38}5{-93}{-38}5{-95}{-128}{-128}{-100}{-128}{-128}{-89}{-128}{-128}{-95}{-128}{-128}{-81}{-128}{-128}{-89}{-128}{-128}{-95}{-128}{-128}{-100}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-109}{-128}{-128}{-95}{-128}{-128}5{-128}{-128}5{-95}{-128}{-91}{-38}{-128}{-89}{-38}{-128}{-91}{-38}{-128}{-99}{-38}{-128}{-102}{-27}{-128}{-104}{-27}{-128}{-106}{-21}{-128}{-95}{-21}{-128}{-91}{-75}{-128}{-89}{-75}{-128}{-91}{-75}{-128}{-106}{-75}{-128}{-91}{-68}{-128}{-104}{-68}{-128}{-91}{-61}{-128}{-104}{-61}{-128}{-102}{9}{-128}{-99}{9}{-128}{-102}{9}{-128}{-106}{9}{-128}{-109}{25}{-128}{-110}{25}{-128}{-112}!{-128}{-104}!{-128}{-102}{-48}{-128}{-99}{-48}{-128}{-102}{-48}{-128}{-112}{-48}{-128}{-102}{-38}{-128}{-110}{-38}{-128}{-102}{-27}{-128}{-110}{-27}{-128}{-109}{-78}{-128}{-106}{-78}{-128}{-104}{-89}{-128}{-109}{-89}{-128}{-102}{-95}{-128}{-109}{-95}{-128}{-99}{-91}{-128}{-109}{-91}{-128}{-99}{-53}{-128}{-95}{-53}{-128}{-91}{-68}{-128}{-99}{-68}{-128}{-89}{-78}{-128}{-99}{-78}{-128}{-84}{-21}{-128}{-109}{-21}{-128}{-106}{-75}{-128}{-104}{-75}{-128}{-102}{-84}{-128}{-106}{-84}{-128}{-99}{-91}{-128}{-106}{-91}{-128}{-95}{-89}{-128}{-106}{-89}{-128}{-95}{-48}{-128}{-91}{-48}{-128}{-89}{-61}{-128}{-95}{-61}{-128}{-84}{-75}{-128}{-95}{-75}{-128}{-78}{-8}{-128}{-106}{-8}{-128}{-104}{-68}{-128}{-102}{-68}{-128}{-99}{-78}{-128}{-104}{-78}{-128}{-95}{-89}{-128}{-104}{-89}{-128}{-91}{-84}{-128}{-104}{-84}{-128}{-91}{-38}{-128}{-89}{-38}{-128}{-84}{-53}{-128}{-91}{-53}{-128}{-78}{-68}{-128}{-91}{-68}{-128}{-75}{9}{-128}{-75}{-61}{-128}{-75}{-2}{-128}{-75}{-48}{-128}{-38}{-128}{-128}{-27}{-128}{-128}{-61}{-21}{-128}{-61}{-8}{-128}{-78}{9}{-128}{-78}{-48}{-128}{-84}{-38}{-128}{-89}{-27}{-128}{-91}{-21}{-128}{-91}{-38}{-128}{-89}{9}{-128}{-84}{-21}{-128}{-89}{9}{-128}{-78}{9}{-128}{-75}{-128}{-128}{-68}{-128}{-128}{-61}{-128}{-128}{-53}{-61}{-128}{-78}{-43}{-128}{-84}{-38}{-128}{-89}{-27}{-128}{-78}{-21}{-128}{-93}{-8}{-128}{-95}{9}{-128}{-99}{15}{-128}{-78}{-38}{-128}{-95}5{-128}{-93}{-27}{-128}{-95}{9}{-128}{-89}{9}{-128}{-84}{-128}{-128}{-78}{-128}{-128}{-75}{-128}{-128}{-68}{-128}{-128}{-84}{-61}{-128}{-84}{-53}{-128}{-95}{-48}{-128}{-95}{-61}{-128}{-99}{-78}{-128}{-102}{-75}{-128}{-104}{-43}{-128}{-104}{-68}{-128}{-102}{-61}{-128}{-99}{-57}{-128}{-102}{-38}{-128}{-102}{-53}{-128}{-104}{-65}{-128}{-106}{-61}{-128}{-108}{-27}{-128}{-108}{-61}{-128}{-106}{-53}{-128}{-104}{-43}{-128}{-106}{-21}{-128}{-106}{-53}{-128}{-108}{-43}{-128}{-110}{-38}{-128}{-112}{-27}{-128}{-112}{-21}{-128}{-110}{-8}{-128}{-108}{9}{-128}{-110}{-75}{-128}{-106}{-75}{-128}{-102}{-84}{-128}{-95}{-84}{-128}{-91}{-61}{-128}{-84}{-61}{-128}{-95}{-53}{-128}{-102}{-53}{-128}{-104}{-48}{-128}{-95}{-48}{-128}{-89}{-53}{-128}{-78}{-53}{-128}{-61}{-128}{-128}{-61}{-84}{-128}{9}{-91}{-128}{9}{-102}{-128}{-104}{-128}{-27}{-104}{-91}{-27}{-89}{-61}{-128}{-89}{-100}{-48}{-99}{-128}{-53}{-99}{-89}{-53}{-91}{-68}{-128}{-91}{-99}{-48}{-75}{-128}{-38}{-75}{-99}{-38}{-95}{-53}{-128}{-95}{-53}{-78}{-84}{-128}{-21}{-84}{-89}{-21}{-91}{-128}{-38}{-91}{-84}{-38}{-89}{-128}{-27}{-89}{-75}{-27}{-78}{-43}{-128}{-57}{-43}{-8}{-61}{-43}{9}{-78}{-43}{9}{-53}{9}{-38}{-75}{9}{-38}{-78}N{-48}{-78}N{-48}{-78}N{-48}{-78}N{-48}{-78}N{-48}{-78}N{-48}{-1}5678901234567890123456789012345678901234567
a null clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
goto null T=15;E=-23712;NT=0;CY=5;print "         ALLEMANDE";print ;print " BY JOHANN SEBASTIAN BACH";print ;print "        GEORGE MOSES
{120}null &(16)=49;&(21)=10;&(22)=136;for C=-24574to E-2step 3
{-126}null &(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;&(19)=%(C+2)div 256+127;for D=1to T;next D;next C;goto 140
{-116}null &(17)=0;&(18)=0;&(19)=0;clear ;:input 
null {-1}null null ;
.
A=-24576;B=-23286;for N=Ato B;%(N)=KP;next N;%(20050)=B;:return ;goto 100
{1}null .{-95}{-128}{-128}N{-95}{-128}N{-89}{-128}N{-78}{-128}N{-75}{-128}{-78}{-128}{-128}{-89}{-128}{-128}{-61}{-128}{-128}{-78}{-128}{-128}{-48}{-128}{-128}{-61}{-128}{-128}{-27}{-128}{-128}{-48}{-128}{-128}{-61}{-128}{-128}{-71}{-128}{-128}{-89}{-128}{-128}{-91}{-128}{-128}{-95}A{-128}{-89}A{-128}{-71}A{-128}{-68}A{-128}{-71}{-128}{-128}{-89}{-128}{-128}{-61}{-128}{-128}{-71}{-128}{-128}{-48}{-128}{-128}{-61}{-128}{-128}{-33}{-128}{-128}{-48}{-128}{-128}{-68}{-128}{-128}{-81}{-128}{-128}{-89}{-128}{-128}{-95}{-128}{-128}{-91}{-128}5{-91}{-89}5{-91}{-84}!{-91}{-81}!{-91}{-84}{25}{-91}{-91}{25}{-91}{-68}5{-91}{-78}5{-91}{-71}{9}{-71}{-91}{9}{-71}{-89}{25}{-71}{-84}{25}{-71}{-89}{9}{-71}{-95}{9}{-71}{-81}!{-71}{-84}!{-81}{-128}{-8}{-81}{-68}{-8}{-81}{-61}{-8}{-81}{-53}{-8}{-61}{-128}{-128}{-71}{-128}{-128}{-48}{-128}{-128}{-61}{-128}{-128}{-33}{-128}{-128}{-48}{-128}{-128}{-68}{9}{-128}{-81}{9}{-128}{-84}{25}{-128}{-68}{25}{-128}{-89}!{-128}{-68}!{-128}{-91}5{-128}{-84}5{-128}{-78}5{-128}{-71}5{-128}{-78}{-128}{-128}{-86}{-128}{-128}{-68}{-128}{-128}{-78}{-128}{-128}{-57}{-128}{-128}{-68}{-128}{-128}{-84}{-27}{-128}{-93}{-27}{-128}{-95}{-14}{-128}{-84}{-14}{-128}{-99}{-8}{-128}{-78}{-8}{-128}{-71}{9}{-128}{-84}{9}{-128}{-89}{-61}{-128}{-93}{-61}{-128}{-95}{-71}{-128}{-100}{-71}{-128}{-91}{-84}{-128}{-100}{-84}{-128}{-86}{-78}{-128}{-100}{-78}{-128}{-86}{-27}{-128}{-84}{-27}{-128}{-78}{-43}{-128}{-86}{-43}{-128}{-71}{-61}{-128}{-86}{-61}{-128}{-68}{25}{-128}{-78}{25}{-128}{-84}{-53}{-128}{-89}{-53}{-128}{-91}{-68}{-128}{-99}{-68}{-128}{-86}{-78}{-128}{-99}{-78}{-128}{-84}{-71}{-128}{-99}{-71}{-128}{-84}{-14}{-128}{-78}{-14}{-128}{-71}{-38}{-128}{-84}{-38}{-128}{-68}{-53}{-128}{-84}{-53}{-128}{-61},{-128}{-71},{-128}{-78}{-43}{-128}{-84}{-43}{-128}{-86}{-61}{-128}{-95}{-61}{-128}{-84}{-71}{-128}{-95}{-71}{-128}{-78}{-68}{-128}{-95}{-68}{-128}{-78}{-8}{-128}{-71}{-8}{-128}{-68}{-27}{-128}{-78}{-27}{-128}{-61}{-43}{-128}{-78}{-43}{-128}{-57}{-128}5{-57}{-38}5{-57}{-27}5{-57}{-14}5{-8}{-128}{-128}{9}{-128}{-128}{-38}{15}{-128}{-38}!{-128}{-61}5{-128}{-61}{-14}{-128}{-68}{-8}{-128}{-71}{9}{-128}{-78}{15}{-128}{-78}{-8}{-128}{-71}5{-128}{-68}{15}{-128}{-71}{-128}5{-71}{-61}5{-71}{-57}{-128}{-71}{-48}{-128}{-38}{-128}{-128}{-27}{-38}{-128}{-14}{-61}{-128}{-8}{-68}{-128}{9}{-71}{-128}{25}{-61}{-128}!{-81}{-128}5{-84}{-128}A{-89}{-128}{-8}{-61}{-128}for {-84}{-128}{9}{-81}{-128}{-84}{-128}{-48}{-84}{-71}5{-84}{-68}{-128}{-84}{-61}{-128}{-57}{-128}{-128}{-48}{-128}{-128}{-38}{-68}{-128}{-27}{-68}{-128}{-14}{-84}{-128}{-38}{-84}{-128}{-61}{-89}{-128}{-68}{-93}{-128}{-33}{-95}{-128}{-71}{-95}{-128}{-68}{-93}{-128}{-61}{-89}{-128}{-93}{-38}{-128}{-93}{-68}{-128}{-95}{-71}{-128}{-99}{-78}{-128}{-100}{-48}{-128}{-100}{-84}{-128}{-99}{-78}{-128}{-95}{-71}{-128}{-99}{-57}{-128}{-99}{-78}{-128}{-100}{-71}{-128}{-104}{-68}{-128}{-106}{-61}{-128}{-106}{-71}{-128}{-104}{-68}{-128}{-100}{-61}{-128}{-104}{-68}{-128}{-99}{-68}{-128}{-93}{-78}{-128}{-84}{-78}{-128}{-78}{-38}{-128}{-68}{-38}{-128}{-84}{-27}{-128}{-93}{-27}{-128}{-95}{-14}{-128}{-84}{-14}{-128}{-71}{-27}{-128}{-61}{-27}{-128}{-38}{-128}{-128}{-38}{-68}{-128}5{-78}{-128}5{-93}{-128}{9}{-95}{-128}{9}{-84}{-128}{-38}{-71}{-128}{-38}{-61}{-128}{-61}{-71}{-128}{-61}{-84}{-128}{-53}{-95}{-128}{-53}{-99}{-128}{-48}{-100}{-128}{-48}{-95}{-128}{-61}{-89}{-128}{-61}{-84}{-128}{-27}{-89}{-128}{-27}{-95}{-128}{-48}{-78}{-128}{-48}{-95}{-128}{25}{-99}{-128}{25}{-104}{-128}{-8}{-91}{-128}{-8}{-89}{-128}{-27}{-91}{-128}{-27}{-99}{-128}{-53}{-104}{-128}{-53}{-106}{-128}{-68}{-108}{-128}{-68}{-104}{-128}{-78}{-99}{-128}{-78}{-95}{-128}{-53}{-99}{-128}{-53}{-104}{-128}{-68}{-91}{-128}{-68}{-104}{-128}{-71}{-106}{-128}{-71}{-110}{-128}{-68}{-100}{-128}{-68}{-99}{-128}{-61}{-100}{-128}{-61}{-106}{-128}{-53}{-109}{-128}{-53}{-110}{-128}{-48}{-112}{-128}{-48}{-104}{-128}{-61}{-100}{-128}{-61}{-99}{-128}{-27}{-100}{-128}{-27}{-104}{-128}{-48}{-95}{-128}{-48}{-100}{-128}{-53}{-99}{-128}{-53}{-86}{-128}{-68}{-84}{-128}{-68}{-78}{-128}{-38}{-75}{-128}{-38}{-84}{-128}{-61}{-91}{-128}{-61}{-84}{-128}{-27}{-89}{-128}{-27}{-100}{-128}{-53}{-99}{-128}{-53}{-95}{-128}{-14}{-99}{-128}{-14}{-91}{-128}{-27}{-78}{-128}{-27}{-89}{-128}{25}{-91}{-128}{25}{-99}{-128}{-43}{-104}{-128}{-43}{-106}{-128}{-68}{-108}{-128}{-68}{-104}{-128}{-84}{-99}{-128}{-84}{-91}{-128}{25}{-128}{-128}{25}{-91}{-128}{-53}{-100}{-128}{-53}{-106}{-128}{-71}{-110}{-128}{-71}{-106}{-128}{-84}{-102}{-128}{-84}{-97}{-128}{25}{-128}{-128}{25}{-95}{-128}{-61}{-100}{-128}{-61}{-109}{-128}{-71}{-112}{-128}{-71}{-109}{-128}{-89}{-105}{-128}{-89}{-100}{-128}{-91}{-99}{-128}{-68}{-110}{-128}{-61}{-106}{-128}{-53}{-102}{-128}{-78}{-104}{-128}{-78}{-91}{-128}{-27}{-89}{-128}{-27}{-100}{-128}{-53}{-99}{-128}{-53}{-86}{-128}{-53}{-84}{-71}{-53}{-95}{-71}{-53}{-91}{-68}{-53}{-78}{-68}{-53}{-71}{-61}{-53}{-89}{-61}{-91}{-68}{25}{-91}{-68}{25}{-91}{-68}{25}{-91}{-68}{25}{-91}{-68}{25}{-91}{-68}{25}null 012345678901234567890123456789012345678901234567
a null clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
goto null T=15;NT=0;E=-23616;CY=5;print "         ALLEMANDE";print ;print " BY JOHANN SEBASTIAN BACH
{120}null &(16)=49;&(21)=10;&(22)=136;for C=-24574to E-2step 3
{-126}null &(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;&(19)=%(C+2)div 256+127;for D=1to T;next D;next C;goto 140
{-116}null &(17)=0;&(18)=0;&(19)=0;clear ;:input 
null {-1}null null ;
.
A=-24576;B=-23185;for N=Ato B;%(N)=KP;next N;%(20050)=B;:return ;goto 100
{1}null .{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-86}{-128}{-128}{-93}{-128}{-128}{-95}{-128}!{-95}{-21}!{-48}{-128}!{-75}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-95}{-128}{-128}{-93}{-128}{-128}{-89}{-128}!{-89}{-21}!{-89}{-48}!{-89}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-86}{-128}{-128}{-93}{-128}{-128}{-95}{-128}!{-95}{-21}!{-48}{-128}!{-75}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-95}{-128}{-128}{-93}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-93}{-128}{-128}{-95}{-128}{-128}{-99}{-128}{-128}{-102}{-128}{9}{-102}{-38}{9}{-102}{-61}{9}{-84}{-128}{-128}{-104}{-128}{-128}{-102}{-128}{-128}{-99}{-128}5{-99}{-38}5{-99}{-57}5{-78}{-128}{-128}{-102}{-128}{-128}{-99}{-128}{-128}{-95}{-128}!{-95}{-21}!{-95}{-48}!{-75}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-75}{-128}Y{-128}{-75}Y{-102}{-128}Y{-75}{-128}Y{-102}{-128}Y{-128}{-102}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-86}{-128}{-128}{-93}{-128}{-128}{-95}{-128}!{-95}{-21}!{-48}{-128}!{-75}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-95}{-128}{-128}{-93}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-93}{-128}{-128}{-95}{-128}{-128}{-99}{-128}{-128}{-102}{-128}{9}{-102}{-38}{9}{-102}{-61}{9}{-84}{-128}{-128}{-104}{-128}{-128}{-102}{-128}{-128}{-99}{-128}5{-99}{-38}5{-99}{-57}5{-78}{-128}{-128}{-102}{-128}{-128}{-99}{-128}{-128}{-95}{-128}!{-95}{-21}!{-95}{-48}!{-75}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-75}{-128}Y{-128}{-75}Y{-102}{-128}Y{-75}{-128}Y{-102}{-128}Y{-128}{-102}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}Y{-100}{-128}Y{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-86}{-128}{-128}{-93}{-128}{-128}{-95}{-128}!{-95}{-21}!{-48}{-128}!{-75}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-21}Y{-75}{-128}{-128}{-95}{-128}{-128}{-93}{-128}{-128}{-89}{-75}{9}{-89}{-75}{9}{-89}{-75}{9}{-89}{-75}{9}{-128}{-128}{-128}{-128}{-128}{-128}{-93}{-43}{-21}{-93}{-43}{-21}{-128}{-128}{-128}{-128}{-128}{-128}{-128}{-128}{-128}{-128}{-128}{-128}{-48}{-128}!{-61}{-128}!{-75}{-128}!{-89}{-128}{-128}{-95}{-128}{-128}{-102}{-128}{-128}{-99}{-61}{-75}{-95}{-128}{-128}{-93}{-128}{-128}{-89}{-61}{-75}{-95}{-128}{-128}{-102}{-128}{-128}{-109}{-128}{-128}{-112}{-128}{-128}{-116}{-128}{-128}{-114}{-61}{-75}{-112}{-128}{-128}{-111}{-128}{-128}{-89}{-48}{-61}{-95}{-48}{-61}{-102}{-128}{-128}{-109}{-128}{-128}{-112}{-128}{-128}{-116}{-128}{-128}{-114}{-48}{-61}{-112}{-48}{-61}{-111}{-128}{-128}{-110}{-61}{-48}{-109}{-128}{-128}{-108}{-128}{-128}{-106}{-128}{-128}{-105}{-128}{-128}{-104}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-99}{-128}{-128}{-113}{-128}{-128}{-112}{-128}{-128}{-111}{-128}{-128}{-110}{-128}{-128}{-109}{-128}{-128}{-108}{-128}{-128}{-106}{-128}{-128}{-105}{-128}{-128}{-104}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}{-128}Y{-93}{-21}Y{-43}{-128}Y{-75}{-128}{-128}{-86}{-128}{-128}{-93}{-128}{-128}{-95}{-128}!{-95}{-21}!{-48}{-128}!{-75}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-100}{-128}{-128}{-102}{-128}{-128}{-93}{-128}{-128}{-99}{-128}{-128}{-95}{-128}{-128}{-89}{-128}!{-89}{-21}!{-48}{-128}!{-61}{-128}{-128}{-75}{-128}{-128}{-89}{-128}{-128}{-93}Y{-128}{-93}{-21}{-128}{-43}{-128}{-128}{-68}{-128}{-128}{-95}{-128}{-128}{-93}{-128}{-128}{-89}{-61}!{-89}{-61}!{-89}{-61}!{-89}{-61}!{-89}{-61}!{-89}{-61}!null 78901234567
a null clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
goto null T=40;NT=0;E=-23478;CY=5;print "         FUR ELISE";print ;print "  BY LUDWIG VAN BEETHOVEN
{120}null &(16)=49;&(21)=10;&(22)=136;for C=-24574to E-2step 3
{-126}null &(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;&(19)=%(C+2)div 256+127;for D=1to T;next D;next C;goto 140
{-116}null &(17)=0;&(18)=0;&(19)=0;clear ;:input 
null {-1}null null ;
.
A=-24576;B=-22872;for N=Ato B;%(N)=KP;next N;%(20050)=B;:return ;goto 100
{1}null .{-95}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-126}{-89}{-128}{-128}{-126}{-78}{-128}{-128}{-126}{-89}{-128}{-128}{-126}{-95}{-128}{-128}{-126}{-89}{-128}{-128}{-126}{-95}{-128}{-128}{-126}{-104}{-128}{-128}{-126}{-95}{-128}{-128}{-126}{-89}{-128}{-128}{-126}{-78}{-128}{-128}{-126}{-89}{-128}{-128}{-126}{-95}{-128}{-128}{-126}{-89}{-128}{-128}{-126}{-95}{-128}{-128}{-126}{-104}{-128}{-128}{-126}{-95}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-126}{-95}{-84}{-61}{-127}{-61}{-95}{-84}{-127}{-95}{-84}{-61}{-126}{-61}{-95}{-84}{-126}{-95}{-84}{-61}{-126}{-61}{-95}{-84}{-127}{-95}{-84}{-61}{-127}{-61}{-95}{-84}{-126}{-95}{-84}{-61}{-126}{-61}{-95}{-84}{-120}{-61}{-95}{-84}{-126}{-128}{-128}{-128}{-126}{-128}{-128}{-128}{-126}{-61}{-128}{-128}{-127}{-128}{-61}{-128}{-127}{-61}{-48}{-27}{-126}{-128}{-61}{-128}{-127}{-61}{-128}{-128}{-127}{-48}{-61}{-27}{-126}{-61}{-128}{-128}{-127}{-128}{-61}{-128}{-127}{-78}{-48}{-27}{-126}{-48}{-27}{-84}{-126}{-89}{-48}{-27}{-126}{-61}{-128}{-128}{-127}{-128}{-61}{-128}{-127}{-61}{-48}{-27}{-126}{-128}{-61}{-128}{-127}{-61}{-128}{-128}{-127}{-78}{-27}{-48}{-126}{-128}{-89}{-128}{-127}{-89}{-128}{-128}{-127}{-84}{-38}{-21}{-126}{-75}{-21}{-38}{-126}{-61}{-38}{-21}{-126}{-128}{-61}{-128}{-127}{-61}{-128}{-128}{-127}{-48}{-61}{-27}{-126}{-61}{-128}{-128}{-127}{-128}{-61}{-128}{-127}{-61}{-48}{-27}{-126}{-128}{-61}{-128}{-127}{-61}{-128}{-128}{-127}{-48}{-78}{-27}{-126}{-84}{-27}{-48}{-126}{-89}{-48}{-27}{-126}{-78}{-128}{-128}{-127}{-89}{-128}{-128}{-127}{-95}{-128}{-128}{-126}{-95}{-53}{-21}{-127}{-95}{-21}{-53}{-127}{-95}{-53}{-21}{-127}{-91}{-53}{-21}{-127}{-89}{-53}{-21}{-127}{-84}{-53}{-21}{-127}{-78}{-48}{-27}{-126}{-89}{-27}{-61}{-126}{-78}{-48}{-27}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-48}{-61}{-126}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-127}{-48}{-95}{-61}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-104}{-61}{-48}{-126}{-106}{-48}{-61}{-126}{-109}{-61}{-48}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-48}{-61}{-126}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-127}{-48}{-104}{-61}{-126}{-109}{-128}{-128}{-127}{-128}{-109}{-128}{-127}{-106}{-61}{-38}{-126}{-102}{-38}{-61}{-126}{-95}{-61}{-38}{-126}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-127}{-48}{-95}{-61}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-48}{-61}{-126}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-127}{-104}{-61}{-48}{-126}{-106}{-48}{-61}{-126}{-109}{-61}{-48}{-126}{-104}{-128}{-128}{-127}{-109}{-128}{-128}{-127}{-112}{-128}{-128}{-126}{-112}{-53}{-61}{-127}{-112}{-61}{-53}{-127}{-112}{-53}{-61}{-127}{-110}{-53}{-61}{-127}{-109}{-53}{-61}{-127}{-106}{-53}{-61}{-127}{-104}{-48}{-27}{-126}{-109}{-27}{-61}{-126}{-104}{-48}{-27}{-126}{-109}{-104}{-128}{-127}{-104}{-109}{-128}{-127}{-109}{-104}{-68}{-126}{-104}{-109}{-128}{-127}{-109}{-104}{-128}{-127}{-104}{-109}{-68}{-126}{-109}{-104}{-128}{-127}{-104}{-109}{-128}{-127}{-109}{-104}{-68}{-126}{-114}{-128}{-128}{-126}{-109}{-104}{-68}{-126}{-114}{-128}{-128}{-126}{-109}{-104}{-68}{-126}{-114}{-128}{-128}{-126}{-109}{-104}{-68}{-126}{-106}{-102}{-128}{-126}{-104}{-99}{-8}{-126}{-102}{-97}{-53}{-126}{-99}{-48}{-27}{-126}{-109}{-104}{-128}{-127}{-104}{-109}{-128}{-127}{-109}{-104}{-68}{-126}{-104}{-109}{-128}{-127}{-109}{-104}{-128}{-127}{-104}{-109}{-68}{-126}{-109}{-104}{-128}{-127}{-104}{-109}{-128}{-127}{-109}{-104}{-68}{-126}{-114}{-128}{-128}{-126}{-109}{-104}{-68}{-126}{-114}{-128}{-128}{-126}{-109}{-104}{-68}{-126}{-114}{-128}{-128}{-126}{-112}{-102}{-61}{-126}{-111}{-104}{-68}{-126}{-112}{-102}{-61}{-126}{-128}{-128}{-128}{-126}{-128}{-128}{-128}{-126}{-84}{-61}{-128}{-127}{-61}{-84}{-128}{-127}{-84}{-61}{-128}{-126}{-61}{-84}{-128}{-127}{-84}{-61}{-128}{-127}{-61}{-84}{-128}{-126}{-89}{-78}{-128}{-126}{-91}{-84}{-128}{-126}{-84}{-61}{9}{-126}{-84}{-61}{-8}{-126}{-91}{-84}{-21}{-126}{-89}{-78}{-27}{-126}{-78}{-38}{-128}{-126}{-78}{-48}{-128}{-126}{-89}{-78}{-53}{-126}{-84}{-75}{-61}{-126}{-75}{-84}{9}{-126}{-84}{-75}{-61}{-126}{-61}{-84}{-128}{-127}{-84}{-61}{-128}{-127}{-84}{-61}{-128}{-126}{-61}{-84}{-128}{-127}{-84}{-61}{-128}{-127}{-61}{-84}{-128}{-126}{-89}{-78}{-128}{-126}{-91}{-84}{-128}{-126}{-84}{-61}{9}{-126}{-84}{-61}{-8}{-126}{-91}{-84}{-21}{-126}{-89}{-78}{-27}{-126}{-78}{-38}{-128}{-126}{-78}{-48}{-128}{-126}{-89}{-78}{-53}{-126}{-75}{-84}{-61}{-126}{-128}{-128}{-128}{-126}{-128}{-128}{-128}{-127}{-95}{-128}{-128}{-127}{-99}{-128}{-128}{-127}{-102}{-128}{-128}{-127}{-104}{-61}{-48}{-126}{-61}{-48}{-104}{-127}{-104}{-48}{-61}{-127}{-61}{-104}{-48}{-126}{-104}{-48}{-61}{-126}{-109}{-97}{-65}{-126}{-109}{-65}{-97}{-126}{-109}{-97}{-65}{-126}{-106}{-65}{-97}{-126}{-104}{-89}{-68}{-126}{-102}{-89}{-65}{-126}{-104}{-89}{-68}{-126}{-99}{-89}{-53}{-126}{-95}{-48}{-27}{-127}{-99}{-48}{-27}{-127}{-95}{-128}{-128}{-127}{-99}{-128}{-128}{-127}{-95}{-48}{-27}{-127}{-99}{-48}{-27}{-127}{-102}{-128}{-128}{-127}{-104}{-128}{-128}{-127}{-91}{-38}{-21}{-127}{-95}{-38}{-21}{-127}{-91}{-128}{-128}{-127}{-95}{-128}{-128}{-127}{-91}{-38}{-21}{-127}{-95}{-38}{-21}{-127}{-99}{-128}{-128}{-127}{-102}{-128}{-128}{-127}{-89}{-48}{-27}{-127}{-91}{-48}{-27}{-127}{-89}{-128}{-128}{-127}{-91}{-128}{-128}{-127}{-89}{-48}{-27}{-127}{-91}{-48}{-27}{-127}{-95}{-128}{-128}{-127}{-99}{-128}{-128}{-127}{-84}{-38}{-8}{-127}{-89}{-38}{-8}{-127}{-84}{-128}{-128}{-127}{-89}{-128}{-128}{-127}{-84}{-38}{-21}{-127}{-91}{-38}{-21}{-127}{-89}{-128}{-128}{-127}{-84}{-128}{-128}{-127}{-78}{-48}{-27}{-127}{-75}{-48}{-27}{-127}{-78}{-48}{-27}{-127}{-75}{-48}{-27}{-127}{-78}{-48}{-27}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-126}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-104}{-78}{-27}{-126}{-106}{-84}{-38}{-126}{-109}{-89}{-48}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-126}{-128}{-95}{-128}{-127}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-126}{-95}{-128}{-128}{-127}{-128}{-95}{-128}{-127}{-109}{-89}{-48}{-126}{-110}{-91}{-53}{-126}{-112}{-95}{-61}{-126}{-128}{-128}{-128}{-126}{-104}{-78}{-27}{-126}{-106}{-84}{-38}{-126}{-109}{-89}{-48}{-126}{-128}{-128}{-128}{-126}{-89}{-48}!{-126}{-91}{-53}{25}{-126}{-95}{-61}{9}{-126}{-128}{-128}{-128}{-126}{-104}{-78}{-27}{-126}{-78}{-27}{-104}{-127}{-27}{-104}{-78}{-127}{-104}{-78}{-27}{-126}{-78}{-27}{-104}{-126}{-27}{-104}{-78}{-126}{-95}{-61}{9}{-127}{-61}{9}{-95}{-127}{9}{-95}{-61}{-126}{-95}{-61}{9}{-126}{-61}{9}{-95}{-126}{-89}{-48}!{-127}{-48}!{-89}{-127}!{-89}{-48}{-126}{-89}{-48}!{-126}{-48}!{-89}{-126}{-78}{-27}N{-127}{-27}N{-78}{-127}N{-78}{-27}{-126}{-78}{-27}N{-126}{-27}N{-78}{-126}{-27}N{-61}{-126}N{-27}{-78}{-126}N{-27}{-61}{-126}{-89}{-48}!{-126}{-78}{-48}!{-126}{-95}{-61}{9}{-126}{-89}{-61}{9}{-126}{-104}{-27}N{-126}{-95}{-27}N{-126}{-104}N{-27}{-126}{-95}N{-27}{-126}{-109}{-48}!{-126}{-104}{-48}!{-126}{-112}{-61}{9}{-126}{-109}{-61}{9}{-126}{-104}{-27}N{-124}{-128}{-128}{-128}{-126}{-104}{-128}{-128}{-127}{-128}{-104}{-128}{-127}{-104}{-27}N{-126}{-27}N{-104}{-126}N{-104}{-27}{-126}{-104}{-27}N{-126}{-27}N{-104}{-124}{-128}{-128}{-128}{-125}{-104}{-27}N{-127}{-27}N{-104}{-124}{-128}{-128}{-128}{-125}{-78}{-48}N{-127}{-48}N{-78}{-120}{-1}90123456789012345678901234567
a null clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
goto null E=-23193;CY=5;NT=0;print "   WILLIAM TELL OVERTURE";print ;print "   BY GIOACCHINO ROSSINI
{120}null &(16)=49;&(21)=10;&(22)=136;for C=-24574to E-2step 4
{-126}null for D=1to (%(C+3)div 256+127);&(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;&(19)=%(C+2)div 256+127;next D;next C
{-116}null &(17)=0;&(18)=0;&(19)=0;clear ;:input 
null {-1}null null null 
.
A=-24576;B=-23582;for N=Ato B;%(N)=KP;next N;%(20050)=B;:return ;goto 100
{1}null .{-128}{-128}{-128}{-126}{-84}{-38}5{-126}{-38}5{-84}{-126}5{-84}{-38}{-126}{-71}{-14}d {-120}{-128}{-128}{-128}{-126}{-78}{-27}N{-126}{-27}N{-78}{-126}N{-78}{-27}{-126}{-68}{-8}for {-120}{-68}{-8}for {-120}{-128}{-128}{-128}{-126}{-84}{-128}{-128}{-126}{-128}{-84}{-128}{-126}{-84}{-128}{-128}{-126}{-71}{-128}{-61}{-126}{-86}{-128}{-61}{-126}{-128}{-86}{-61}{-126}{-86}{-128}{-61}{-126}{-84}{-71}{-61}{-126}{-100}{-128}{-61}{-128}{-128}{-100}{-61}{-126}{-100}{-128}{-61}{-126}{-95}{-71}{-61}{-120}{-95}{-71}{-61}{-126}{-84}{-128}{-61}{-126}{-128}{-84}{-61}{-126}{-84}{-128}{-61}{-126}{-68}{-128}{-57}{-126}{-86}{-128}{-57}{-126}{-128}{-86}{-57}{-126}{-86}{-128}{-57}{-126}{-84}{-68}{-57}{-126}{-104}{-128}{-57}{-126}{-128}{-104}{-57}{-126}{-104}{-128}{-57}{-126}{-99}{-84}{-68}{-120}{-99}{-84}{-68}{-126}{-106}{-128}{-68}{-126}{-128}{-106}{-68}{-126}{-104}{-128}{-68}{-126}{-100}{-128}{-61}{-126}{-71}{-128}{-61}{-126}{-128}{-71}{-61}{-126}{-78}{-128}{-61}{-126}{-99}{-84}{-57}{-126}{-106}{-128}{-57}{-126}{-128}{-106}{-57}{-126}{-104}{-128}{-57}{-126}{-100}{-128}{-61}{-126}{-71}{-128}{-61}{-126}{-128}{-71}{-61}{-126}{-78}{-128}{-61}{-126}{-99}{-84}{-57}{-126}{-106}{-128}{-57}{-126}{-128}{-106}{-57}{-126}{-104}{-128}{-57}{-126}{-100}{-71}{9}{-124}{-128}{-128}{-128}{-124}{-95}{-81}!{-124}{-128}{-128}{-128}{-124}{-106}{-68}{-38}{-124}{-106}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-86}{-43},{-126}{-43},{-86}{-126},{-86}{-43}{-126}{-78}{-27}N{-120}{-78}{-27}N{-120}{-128}{-128}{-128}{-126}{-86}{-128}{-128}{-126}{-128}{-86}{-128}{-126}{-86}{-128}{-128}{-126}{-78}{-128}{-128}{-126}{-78}{-68}{-128}{-126}{-78}{-128}{-68}{-126}{-78}{-68}{-128}{-126}{-78}{-57}{-128}{-126}{-78}{-128}{-43}{-126}{-78}{-43}{-128}{-126}{-78}{-128}{-43}{-126}{-78}{-57}{-38}{-126}{-78}{-128}5{-126}{-78}5{-128}{-126}{-78}{-128}5{-126}{-71}{-61}{-38}{-126}{-86}{-128}{-128}{-126}{-128}{-86}{-128}{-126}{-86}{-128}{-128}{-126}{-78}{-128}{-128}{-126}{-78}{-68}{-128}{-126}{-78}{-128}{-68}{-126}{-78}{-68}{-128}{-126}{-78}{-57}{-128}{-126}{-78}{-43}{-128}{-126}{-78}{-128}{-43}{-126}{-78}{-43}{-128}{-126}{-78}{-57}{-38}{-126}{-78}5{-128}{-126}{-78}{-128}5{-126}{-78}5{-128}{-126}{-71}{-61}{-38}{-126}{-84}{-128}{-38}{-126}{-95}{-128}{-128}{-126}{-128}{-95}{-128}{-126}{-95}{-86}{-68}{-126}{-95}{-61}{9}{-126}{-95}{9}{-61}{-126}{-95}{-61}{9}{-126}{-93}{9}{-61}{-126}{-128}{9}{-93}{-126}{-93}{-128}{-128}{-126}{-99}{-128}{-128}{-126}{-84}{-99}{-71}{-126}{-61}{-99}{9}{-126}{9}{-99}{-61}{-126}{-61}{-99}{9}{-126}{-95}{-84}{9}{-126}{-128}{-95}{9}{-126}{-95}{-128}{-128}{-126}{-100}{-128}{-128}{-126}{9}{-100}{-78}{-126}{9}{-99}{-78}{-126}{-99}{-128}{-128}{-126}{-104}{-128}{-128}{-126}{-91}{-104}{9}{-126}{-91}{-102}{9}{-126}{-102}{-128}{-128}{-126}{-106}{-128}{-128}{-126}{-86}{-106}{9}{-126}{-86}{-104}{9}{-126}{-104}{-128}{-128}{-126}{-108}{-128}{-128}{-126}{-91}{-108}{9}{-126}{-91}{-106}{9}{-126}{-106}{-128}{-128}{-126}{-110}{-128}{-128}{-126}{-86}{-110}{9}{-126}{-86}{-108}{9}{-126}{-108}{-128}{-128}{-126}{-112}{-128}{-128}{-126}{-112}{-86}{9}{-126}{-111}{-86}{9}{-126}{-128}{-111}{-128}{-126}{-114}{-128}{-128}{-126}{-112}{-71}{9}{-124}{-128}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-106}{-93}5{-126}{-93}5{-106}{-126}5{-106}{-93}{-126}{-106}{-100}{9}{-124}{-128}{-128}{-128}{-124}{-128}{-128}{-128}{-126}{-106}{-93}{-38}{-126}{-93}5{-106}{-126}{-38}{-106}{-93}{-126}{-106}{-100}{9}{-124}{-93}{-106}5{-124}{-106}{-100}{9}{-124}{-93}{-106}5{-124}{-106}{-100}{9}{-124}{-111}{-99}5{-124}{-112}{-100}{9}{-124}{-111}{-99}5{-124}{-112}{-100}{9}{-124}{-128}{-128}{-128}{-124}{-93}{-68}5{-124}{-128}{-128}{-128}{-124}{-95}{-71}{9}{-124}{-128}{-128}{-128}{-124}{-1}012345678901234567
a null clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
goto null E=-23889;NT=0;CY=5;print "      SYMPHONY NO. 5";print ;print "  BY LUDWIG VAN BEETHOVEN
{120}null &(16)=49;&(21)=10;&(22)=136;for C=-24574to E-2step 4
{-126}null for D=1to (%(C+3)div 256+127);&(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;&(19)=%(C+2)div 256+127;next D;next C
{-116}null &(17)=0;&(18)=0;&(19)=0;clear ;:input 
null {-1}null null ;
.
A=-24576;B=-23956;for N=Ato B;%(N)=KP;next N;%(20050)=B;:return ;goto 100
{1}null .{-84}{-71}{9}{-120}{-86}{-78}N{-120}{-84}{-71}5{-122}{-78}{-68}5{-126}{-71}{-61}{9}{-120}{-61},{-71}{-120}{-78}{-71}{127}{-120}{-71}{-61}d {-122}{-65}{-53}d {-126}{-61}{-43},{-120}{-68}{-57}5{-120}{-75}{-53}{9}{-120}{-84}{-43}N{-122}{-78}{-43}N{-126}{-75}{-61}{9}{-120}{-68}{-61}for {-120}{-84}{-68}5{-120}{-93}{-81}for {-122}{-89}{-81}for {-126}{-84}{-68}5{-120}{-100}{-84}{9}{-120}{-86}{9}{-100}{-120}{-99}{-86}{15}{-122}{-99}{-81}{15}{-126}{-84}{-99}{25}{-120}{-95}{-84}!{-120}{-99}{-81},{-120}{-93}{-84}5{-122}{-89}{-61}5{-126}{-84}{-68}N{-120}{-95}{-84}d {-120}{-86}{-61}N{-120}{-84}{-68}{15}{-122}{-78}{-68}{15}{-126}{-71}{-61}{9}{-120}{-61}{-71},{-120}{-78}{-65}{127}{-120}{-71}{-57}5{-122}{-68}{-57}5{-126}{-61}{-38}{9}{-120}{-100}{9}{-84}{-120}{-86}{-100}{9}{-120}{-99}{-86}{15}{-122}{-99}{-81}{15}{-126}{-84}{-99}{25}{-120}{-95}{-84}!{-120}{-99}{-81},{-120}{-93}{-84}5{-122}{-89}{-61}5{-126}{-84}{-68}N{-120}{-95}{-84}d {-120}{-86}{-61}N{-120}{-84}{-68}{15}{-122}{-78}{-68}{15}{-126}{-71}{-61}{9}{-120}{-61}{-71},{-120}{-78}{-65}{127}{-120}{-71}{-57}5{-122}{-68}{-57}5{-126}{-61}{-38}{9}{-120}{-61}{-38}{9}{-96}{-1}456789012345678901234567890123456789012345678901234567
a null clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
goto null T=1;NT=0;E=-24329;CY=5;print "    PRELUDE IN C MINOR";print ;print "    BY FREDERICK CHOPIN
{120}null &(16)=49;&(21)=10;&(22)=136;for C=-24574to E-2step 4
{-126}null for D=1to (%(C+3)div 256+127)mul T;&(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;&(19)=%(C+2)div 256+127;next D
{-121}null if C>-24342&(20)=129
{-116}null next C;&(17)=0;&(18)=0;&(19)=0;&(20)=0
null {-1}null null ;