
CY=39
   1 .{-61}{-128}{-116}{-68}{-128}{-116}{-75}{-128}{-116}{-78}{-128}{-116}{-68}{-128}{-116}{-75}{-128}{-116}{-61}{-128}{-116}{-84}{-128}{-116}{-84}{9}{-116}{-95}{-8}{-116}{-95}{-21}{-116}{-93}{-27}{-122}{-89}{-27}{-122}{-93}{-8}{-116}{-95}{-21}{-116}{-95}{9}{-116}{-99}{-38}{-116}{-84}{-38}{-116}{-89}5{-116}{-93}5{-116}{-95}{-128}{-116}{-89}{-128}{-116}{-93}{-128}{-116}{-84}{-128}{-116}{-99}{-128}{-116}{-99}{-38}{-116}{-106}{-48}{-116}{-106}{-57}{-116}{-104}{-61}{-122}{-102}{-61}{-122}{-104}{-48}{-116}{-106}{-57}{-116}{-1}
   2 .{-106}{-38}{-116}{-102}{-61}{-116}{-109}{-61}{-116}{-106}{-57}{-116}{-104}{-57}{-116}{-102}{-61}{-116}{-106}{-61}{-116}{-104}{-68}{-116}{-109}{-68}{-116}{-106}{-75}{-116}{-104}{-75}{-116}{-102}{-38}{-116}{-99}{-38}{-116}{-95}{-48}{-116}{-102}{-48}{-116}{-99}{-57}{-116}{-104}{-57}{-116}{-102}{-61}{-116}{-99}{-61}{-116}{-95}{-21}{-116}{-93}{-21}{-116}{-89}{-33}{-116}{-95}{-33}{-116}{-93}{-38}{-116}{-99}{-38}{-116}{-95}{-48}{-116}{-93}{-48}{-116}{-89}{-57}{-116}{-84}{-57}{-116}{-81}{-61}{-116}{-89}{-61}{-116}{-84}{-61}{-116}{-1}
   3 .{-93}{-61}{-116}{-89}{-61}{-116}{-89}{-8}{-116}{-68}{-21}{-116}{-68}{-33}{-116}{-95}{-38}{-122}{-93}{-38}{-122}{-95}{-21}{-116}{-95}{-33}{-116}{-99}{-8}{-116}{-93}{-38}{-116}{-89}{-38}{-116}{-84}{15}{-116}{-81}{15}{-116}{-75}{9}{-116}{-84}{9}{-116}{-81}{-8}{-116}{-89}{-8}{-116}{-84}{-21}{-116}{-93}{-21}{-116}{-89}{-33}{-116}{-95}{-33}{-116}{-93}{-38}{-116}{-99}{-38}{-116}{-95}{-21}{-116}{-102}{-21}{-116}{-99}{15}{-116}{-93}{15}{-122}{-95}{15}{-122}{-99}{15}{-116}{-106}{9}{-116}{-93}{-8}{-122}{-1}
   4 .{-95}{-8}{-122}{-93}{-8}{-122}{-93}{-8}{-116}{-89}for {-116}{-84}for {-116}{-128}{-84}{-116}5{-84}{-116}{-128}!{-116}{-128}{15}{-116}{-128}{9}{-116}{-128}!{-116}{-128}{15}{-116}{-128}5{-116}{-128}{-8}{-116}{-84}{-8}{-116}{-89}{-38}{-116}{-93}{-38}{-116}{-95}{-33}{-116}{-89}{-33}{-116}{-93}{-38}{-116}{-84}{-38}{-116}{-81}{-48}{-116}{-81}{-8}{-116}{-128}{-21}{-116}{-128}{-33}{-116}{-128}{-38}{-116}{-128}{-21}{-116}{-128}{-33}{-116}{-128}{-8}{-116}{-128}{-48}{-116}{-89}{-48}{-116}{-93}{-68}{-116}{-1}
CY=39
   5 .{-95}{-68}{-116}{-99}{-61}{-116}{-93}{-61}{-116}{-95}{-68}{-116}{-89}{-68}{-116}{-93}{-38}{-116}{-93}{-84}{-116}{-128}{-78}{-116}{-128}{-75}{-116}{-128}{-68}{-116}{-128}{-78}{-116}{-128}{-75}{-116}{-128}{-84}{-116}{-128}{-78}{-116}{-99}{-78}{-116}{-95}{-75}{-116}{-93}{-75}{-116}{-89}{-78}{-116}{-95}{-78}{-116}{-93}{-68}{-116}{-99}{-68}{-116}{-95}{-75}{-116}{-95}{-89}{-116}{-128}{-84}{-116}{-128}{-78}{-116}{-128}{-75}{-116}{-128}{-84}{-116}{-128}{-78}{-116}{-128}{-89}{-116}{-128}{-84}{-116}{-102}{-84}{-116}{-99}{-78}{-116}{-1}
   6 .{-95}{-78}{-116}{-93}{-84}{-116}{-99}{-84}{-116}{-97}{-75}{-116}{-102}{-75}{-116}{-99}{-78}{-116}{-99}{-91}{-116}{-97}{-89}{-116}{-97}{-84}{-116}{-99}{-78}{-116}{-99}{-89}{-116}{-102}{-84}{-116}{-102}{-91}{-116}{-104}{-89}{-116}{-104}{-84}{-116}{-89}{-78}{-116}{-89}{-75}{-116}{-93}{-68}{-116}{-93}{-78}{-116}{-97}{-75}{-116}{-97}{-84}{-116}{-99}{-78}{-116}{-99}{-75}{-116}{-81}{-68}{-116}{-81}{-61}{-116}{-86}{-57}{-116}{-86}{-68}{-116}{-89}{-61}{-116}{-89}{-75}{-116}{-93}{-68}{-116}{-93}{-61}{-116}{-95}{-57}{-116}{-1}
   7 .{-95}{-48}{-116}{-99}{-43}{-116}{-99}{-57}{-116}{-99}{-48}{-116}{-99}{-61}{-116}{-99}{-57}{-116}{-75}{-57}{-116}{-81}{-21}{-116}{-86}{-21}{-116}{-89}{-68}{-122}{-89}{-61}{-122}{-81}{-68}{-116}{-86}{-68}{-116}{-75}{-128}{-116}{-102}{-61}{-116}{-99}{-57}{-116}{-95}{-48}{-116}{-102}{-38}{-116}{-99}{-33}{-116}{-95}{-48}{-116}{-93}{-43}{-116}{-99}{-57}{-116}{-95}{-48}{-116}{-109}{-61}{-116}{-108}{-57}{-116}{-111}{-68}{-116}{-109}{-61}{-116}{-102}{-75}{-116}{-104}{-68}{-116}{-99}{-78}{-116}{-86}{-75}{-116}{-104}{-75}{-116}{-1}
   8 .{-102}{-48}{-116}{-99}{-48}{-116}{-95}{-75}{-122}{-99}{-75}{-122}{-95}{-75}{-122}{-95}{-75}{-116}{-93}{-21}{-116}{-89}{-21}{-116}{-48}{-89}{-116}{-48}{-109}{-116}{-106}!{-116}{-104}!{-116}{-102}{-128}{-116}{-106}{-128}{-116}{-104}{-128}{-116}{-109}{-128}{-116}{-106}{-128}{-116}{-106}{-75}{-116}{-106}{-68}{-116}{-106}{-61}{-116}{-106}{-57}{-116}{-106}{-68}{-116}{-106}{-65}{-116}{-106}{-75}{-116}{-106}{-68}{-116}{-102}{-68}{-116}{-104}{-68}{-116}{-106}{-68}{-116}{-109}{-68}{-116}{-104}{-68}{-116}{-106}{-68}{-116}{-102}{-68}{-116}{-1}
CY=39
   9 .{-104}{-68}{-116}{-104}{-48}{-116}{-104}{-57}{-116}{-104}{-61}{-116}{-104}{-68}{-116}{-104}{-57}{-116}{-104}{-61}{-116}{-104}{-48}{-116}{-104}{-57}{-116}{-106}{-57}{-116}{-104}{-57}{-116}{-102}{-57}{-116}{-99}{-57}{-116}{-104}{-57}{-116}{-102}{-57}{-116}{-106}{-57}{-116}{-104}{-57}{-116}{-104}{-68}{-116}{-104}{-61}{-116}{-104}{-57}{-116}{-104}{-48}{-116}{-104}{-61}{-116}{-104}{-57}{-116}{-104}{-68}{-116}{-104}{-61}{-116}{-99}{-61}{-116}{-102}{-61}{-116}{-104}{-61}{-116}{-106}{-61}{-116}{-102}{-61}{-116}{-104}{-61}{-116}{-99}{-61}{-116}{-1}
  10 .{-102}{-61}{-116}{-102}{-38}{-116}{-102}{-48}{-116}{-102}{-53}{-116}{-102}{-61}{-116}{-102}{-48}{-116}{-102}{-53}{-116}{-102}{-38}{-116}{-102}{-48}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-102}{-53}{-116}{-104}{-48}{-116}{-99}{-48}{-116}{-102}{-38}{-116}{-95}{-38}{-116}{-99}{-27}{-116}{-102}{-27}{-116}{-104}{-68}{-116}{-106}{-68}{-116}{-109}{-61}{-116}{-104}{-61}{-116}{-106}{-53}{-116}{-102}{-53}{-116}{-104}{-48}{-116}{-106}{-48}{-116}{-109}{-78}{-116}{-111}{-78}{-116}{-112}{-75}{-116}{-109}{-75}{-116}{-111}{-68}{-116}{-106}{-68}{-116}{-1}
  11 .{-112}{-75}{-116}{-112}{-8}{-116}{-106}{-21}{-116}{-106}{-27}{-116}{-102}{-38}{-122}{-104}{-38}{-122}{-102}{-38}{-122}{-102}{-21}{-116}{-99}{-27}{-116}{-95}{-8}{-116}{-21}{-95}{-116}{-21}{-91}{-116}{-89}{9}{-116}{-84}{9}{-116}{-78}{-8}{-116}{-89}{-8}{-116}{-84}{-21}{-116}{-91}{-21}{-116}{-89}{-27}{-116}{-93}{-8}{-116}{-95}{-21}{-116}{-75}{-27}{-116}{-68}{-38}{-116}{-95}{-38}{-116}{-78}5{-116}{-93}5{-116}{-95}{9}I13363 56789012345
 100 clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
 110 L=12;T=1;NT=0;CY=5;print "   TWO PART INVENTION #1";print ;print " BY JOHANN SEBASTIAN BACH
CY=39
 120 &(16)=49;&(22)=255;for A=-24574to -22958step 101;for C=Ato A+93step 3;for D=1to (%(C+2)div 256+127)div Lmul T
 130 &(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;next D
 140 if C>-23488goto 160
 150 next C;next A
 160 &(17)=0;&(18)=0;clear ;:input 
:return ;clear ;NT=0;goto 100
>
CY=39
   1 .{-95}{-128}{-116}{-93}{-128}{-116}{-95}{-128}{-116}{-99}{-128}{-116}{-100}{-128}{-116}{-84}{-128}{-116}{-86}{-128}{-116}{-91}{-128}{-116}{-86}{-128}{-116}{-78}{-128}{-116}{-104}{-128}{-116}{-100}{-128}{-116}{-99}{-128}{-116}{-95}{-128}{-116}{-93}{-128}{-116}{-108}{-128}{-116}{-106}{-128}{-116}{-104}{-128}{-116}{-100}{-128}{-116}{-99}{-128}{-116}{-95}{-128}{-116}{-93}{-128}{-116}{-95}{-128}{-116}{-99}{-128}{-116}{-95}{-128}{-116}{-99}{-128}{-116}{-100}{-128}{-122}{-99}{-128}{-122}{-100}{-128}{-122}{-99}{-128}{-122}{-100}{-128}{-122}{-99}{-128}{-122}{-1}
   2 .{-95}{-128}{-122}{-99}{-128}{-122}{-100}{-128}{-116}{-99}{-128}{-116}{-95}{-61}{-116}{-99}{-57}{-116}{-100}{-61}{-116}{-104}{-68}{-116}{-106}{-71}{-116}{-106}{-38}{-116}{-43}{-106}{-122}{-43}{-108}{-122}{-43}{-106}{-122}{-106}{-53}{-116}{-104}{-43}{-116}{-104}{-8}{-116}{-128}{-78}{-116}{-128}{-71}{-116}{-104}{-68}{-116}{-104}{-61}{-116}{-104}{-57}{-122}{-106}{-57}{-122}{-104}{-57}{-122}{-104}{-86}{-116}{-100}{-84}{-116}{-100}{-78}{-116}{-128}{-71}{-116}{-128}{-68}{-116}{-99}{-61}{-116}{-99}{-57}{-116}{-100}{-61}{-116}{-100}{-68}{-116}{-1}
   3 .{-86}{-61}{-116}{-86}{-68}{-116}{-71}{-86}{-122}{-68}{-86}{-122}{-78}{-71}{-122}{-78}{-68}{-122}{-91}{-71}{-122}{-91}{-68}{-122}{-78}{-61}{-122}{-78}{-68}{-122}{-84}{-71}{-116}{-84}{-68}{-116}{-100}{-61}{-116}{-100}{-68}{-116}{-71}{-100}{-116}{-99}{-78}{-116}{-100}{-84}{-116}{-91}{-84}{-116}{-95}{-84}{-122}{-95}{-86}{-122}{-95}{-84}{-122}{-100}{-84}{-116}{-108}{-78}{-116}{-106}{-78}{-116}{-104}{-128}{-116}{-100}{-128}{-116}{-99}{-78}{-116}{-95}{-78}{-116}{-91}{-78}{-122}{-91}{-84}{-122}{-91}{-78}{-122}{-99}{-78}{-116}{-1}
   4 .{-106}{-71}{-116}{-104}{-71}{-116}{-100}{-128}{-116}{-99}{-128}{-116}{-95}{-128}{-116}{-91}{-68}{-116}{-86}{-71}{-116}{-95}{-71}{-116}{-104}{-43}{-116}{-95}{-43}{-116}{-43}{-99}{-116}{-27}{-99}{-116}{-53}{-99}{-116}{-99}{-27}{-116}{-100}{-38}{-116}{-91}{-38}{-116}{-95}{-71}{-116}{-91}{-71}{-116}{-106}{-71}{-116}{-106}{-68}{-116}{-106}{-71}{-116}{-106}{-53}{-116}{-106}{-61}{-116}{-91}{-71}{-116}{-95}{-86}{-116}{-91}{-84}{-116}{-108}{-78}{-116}{-108}{-71}{-116}{-108}{-68}{-116}{-108}{-61}{-116}{-108}{-53}{-116}{-91}{-68}{-116}{-1}
CY=39
   5 .{-100}{-84}{-116}{-99}{-78}{-116}{-106}{-71}{-116}{-104}{-68}{-116}{-108}{-61}{-116}{-106}{-53}{-116}{-112}{-43}{-116}{-110}{-61}{-116}{-108}{-78}{-116}{-106}{-61}{-116}{-104}{-68}{-122}{-104}{-71}{-122}{-110}{-68}{-116}{-108}{-68}{-116}{-68}{-110}{-116}{-106}{-71}{-116}{-110}{-53}{-116}{-108}{-61}{-116}{-110}{-53}{-116}{-100}{-84}{-116}{-106}{-84}{-116}{-104}{-84}{-116}{-106}{-84}{-116}{-95}{-84}{-116}{-99}{-53}{-116}{-100}{-61}{-116}{-104}{-53}{-116}{-99}{-86}{-116}{-100}{-86}{-116}{-104}{-86}{-116}{-106}{-86}{-116}{-100}{-86}{-116}{-1}
   6 .{-104}{-53}{-116}{-106}{-71}{-116}{-108}{-68}{-116}{-110}{-84}{-116}{-108}{-78}{-116}{-112}{-86}{-116}{-110}{-84}{-116}{-108}{-95}{-116}{-106}{-91}{-116}{-104}{-86}{-116}{-108}{-84}{-116}{-99}{-78}{-116}{-99}{-91}{-116}{-99}{-86}{-116}{-99}{-91}{-116}{-99}{-84}{-116}{-128}{-84}{-127}{-99}{-84}{-116}{-106}{-14}{-116}{-99}{-27}{-116}{-100}{-38}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-91}{-8}{-116}{-95}{-14}{-116}{-95}{-27}{-116}{-95}{-14}{-116}{-95}{9}{-116}{-95}{-61}{-116}{-106}{-53}{-116}{-105}{-43}{-116}{-109}{-38}{-116}{-1}
   7 .{-95}{-33}{-116}{-91}{-71}{-116}{-95}{-68}{-116}{-95}{-61}{-116}{-95}{-53}{-116}{-105}{-48}{-116}{-102}{-38}{-116}{-99}{-33}{-116}{-110}{-38}{-116}{-110}{-48}{-116}{-110}{-38}{-116}{-102}{-48}{-116}{-105}{-53}{-122}{-105}{-48}{-122}{-105}{-53}{-122}{-105}{-48}{-122}{-105}{-53}{-122}{-105}{-48}{-122}{-106}{-38}{-122}{-106}{-48}{-122}{-106}{-53}{-116}{-106}{-48}{-116}{-84}{-38}{-116}{-81}{-48}{-116}{-84}{-53}{-116}{-89}{-61}{-116}{-91}{-68}{-116}{-68}{-128}{-116}{-71}{-68}{-116}{-78}{-68}{-116}{-71}{-61}{-116}{-61}{-128}{-116}{-1}
   8 .{-95}{-128}{-116}{-91}{-128}{-116}{-86}{-61}{-116}{-84}{-61}{-116}{-81}{-61}{-122}{-81}{-68}{-122}{-81}{-61}{-122}{-100}{-61}{-116}{-99}{-53}{-116}{-95}{-53}{-116}{-91}{-128}{-116}{-89}{-128}{-116}{-84}{-48}{-116}{-78}{-48}{-116}{-84}{-53}{-116}{-89}{-53}{-116}{-84}{-14}{-116}{-89}{-14}{-116}{-91}{-14}{-122}{-89}{-14}{-122}{-91}{9}{-122}{-89}{9}{-122}{-91}{-27}{-122}{-89}{-27}{-122}{-84}{9}{-122}{-89}{9}{-122}{-91}{-8}{-116}{-89}{-8}{-116}{-84}{-53}{-116}{-89}{-53}{-116}{-91}{-53}{-116}{-95}{-48}{-116}{-1}
CY=39
   9 .{-99}{-53}{-116}{-99}{-27}{-116}{-38}{-99}{-122}{-38}{-100}{-122}{-38}{-99}{-122}{-53}{-99}{-116}{-95}{-71}{-116}{-95}{-68}{-116}{-128}{-61}{-116}{-128}{-53}{-116}{-95}{-43}{-116}{-95}{-38}{-116}{-27}{-95}{-122}{-27}{-99}{-122}{-27}{-95}{-122}{-48}{-95}{-116}{-91}{-68}{-116}{-91}{-61}{-116}{-128}{-53}{-116}{-128}{-43}{-116}{-89}{-38}{-116}{-89}{-27}{-116}{-91}{-14}{-116}{-91}{-38}{-116}{-71}{-61}{-116}{-71}{-38}{-116}{-71}{-43}{-122}{-71}{-53}{-122}{-61}{-43}{-116}{-78}{-43}{-116}{-43}{-61}{-116}{-68}{-53}{-116}{-1}
  10 .{-68}{-27}{-116}{-91}{-38}{-116}{-91}{-27}{-116}{-91}{-68}{-116}{-89}{-68}{-116}{-91}{-68}{-116}{-78}{-68}{-116}{-84}{-68}{-116}{-91}{-27}{-116}{-100}{-38}{-116}{-99}{-27}{-116}{-95}{-71}{-116}{-91}{-71}{-116}{-89}{-71}{-116}{-84}{-71}{-116}{-78}{-71}{-116}{-89}{-27}{-116}{-99}{-53}{-116}{-95}{-48}{-116}{-91}{-68}{-116}{-86}{-61}{-116}{-84}{-71}{-116}{-78}{-68}{-116}{-71}{-84}{-116}{-84}{-78}{-116}{-95}{-71}{-116}{-84}{-68}{-116}{-86}{-61}{-116}{-86}{-78}{-116}{-86}{-71}{-116}{-78}{-86}{-116}{-91}{-68}{-116}{-1}
  11 .{-78}{-84}{-116}{-84}{-71}{-116}{-78}{-128}{-116}{-99}{-53}{-116}{-99}{-68}{-116}{-99}{-61}{-116}{-99}{-68}{-116}{-99}{-38}{-116}{-78}{-48}{-116}{-84}{-53}{-116}{-78}{-61}{-116}{-100}{-48}{-116}{-100}{-53}{-116}{-100}{-61}{-116}{-100}{-68}{-116}{-100}{-53}{-116}{-78}{-61}{-116}{-91}{-68}{-116}{-89}{-71}{-116}{-99}{-78}{-116}{-95}{-71}{-116}{-100}{-84}{-116}{-99}{-78}{-116}{-106}{-71}{-116}{-104}{-68}{-116}{-100}{-61}{-116}{-99}{-71}{-116}{-95}{-48}{-116}{-104}{-48}{-116}{-100}{-48}{-116}{-104}{-48}{-116}{-99}{-48}{-116}{-1}
  12 .{-95}{-8}{-116}{-91}{-38}{-116}{-89}{-33}{-116}{-99}{-53}{-116}{-95}{-48}{-116}{-100}{-61}{-116}{-99}{-53}{-116}{-95}{-71}{-116}{-91}{-68}{-116}{-89}{-61}{-116}{-95}{-53}{-116}{-104}{-48}{-116}{-104}{-68}{-116}{-104}{-61}{-116}{-104}{-68}{-116}{-104}{-57}{-116}{-84}{-78}{-116}{-95}{-71}{-116}{-93}{-68}{-116}{-100}{-61}{-116}{-99}{-53}{-116}{-104}{-43}{-116}{-100}{-38}{-116}{-108}{-27}{-116}{-106}{-14}{-116}{-104}{-8}{-116}{-100}{9}{-116}{-99}{-38}{-116}{-106}{-38}{-116}{-104}5{-116}{-106}5{-116}{-100}{9}{-116}{-1}
CY=39
  13 .{-99}{9}{-116}{-95}{9}{-116}{-93}{-8}{-116}{-95}{-14}{-116}{-99}{-27}{-116}{-100}{-38}{-116}{-84}{-38}{-116}{-38}{-86}{-122}{-43}{-86}{-122}{-38}{-86}{-122}{-38}{-91}{-116}{-86}{-27}{-116}{-78}{-27}{-116}{-104}{-128}{-116}{-100}{-128}{-116}{-99}{-27}{-116}{-95}{-27}{-116}{-93}{-27}{-122}{-93}{-38}{-122}{-93}{-27}{-122}{-108}{-27}{-116}{-106}{-14}{-116}{-104}{-14}{-116}{-100}{-14}{-116}{-99}{-27}{-116}{-95}{-14}{-116}{-91}{-8}{-116}{-95}{9}{-116}{-99}{25}{-116}{-95},{-116}{-89}5{-116}{-100}N{-122}{-1}
  14 .{-99}N{-122}{-100}d {-122}{-99}d {-122}{-100}N{-122}{-99}N{-122}{-95}5{-122}{-99}5{-122}{-100}{9}{-116}{-99}{9}{-116}{9}{-95}{-116}{-99}{15}{-116}{-100}{9}{-116}{-104}{-8}{-116}{-106}{-14}{-116}{-106}5{-116},{-106}{-122},{-108}{-122},{-106}{-122}{25}{-106}{-116}{-104},{-116}{-104}N{-116}{-128}{-27}{-116}{-128}{-14}{-116}{-104}{-8}{-116}{-104}{9}{-116}{15}{-104}{-122}{15}{-106}{-122}{15}{-104}{-122}{-43}{-104}{-116}{-100}{-38}{-116}{-99}{-27}{-116}{-106}{-14}{-116}{-1}
  15 .{-104}{-8}{-116}{-108}{9}{-116}{-106}{15}{-116}{9}{-106}{-116}5{-106}{-116},{-106}{-116}{-108}N{-116}{-99}5{-122}{-100}5{-122}{-99}5{-122}{-100}5{-122}{-99}5{-122}{-100}5{-122}5{-99}{-116}5{-95}{-116}{-95}{9}I12592 2345678901234567890
 110 L=12;T=2;NT=0;CY=0;print "    2 PART INVENTION #2
 140 if C>-23117goto 160
:return ;goto 100
>
15
CY=39
   1 .{-68}{-128}{-116}{-75}{-128}{-116}{-81}{-128}{-116}{-75}{-128}{-116}{-84}{-128}{-116}{-81}{-128}{-116}{-75}{-128}{-116}{-68}{-128}{-116}{-89}{-128}{-116}{-84}{-128}{-116}{-81}{-128}{-116}{-75}{-128}{-116}{-81}{-8}{-116}{-68}{-21}{-116}{-89}{-33}{-116}{-89}{-21}{-116}{-93}{-38}{-116}{-93}{-33}{-116}{-97}{-21}{-122}{-93}{-21}{-122}{-97}{-21}{-122}{-99}{-8}{-116}{-97}{-48}{-122}{-99}{-48}{-122}{-97}{-38}{-116}{-93}{-33}{-122}{-89}{-33}{-116}{-89}{-21}{-116}{-97}{-33}{-116}{-99}{-8}{-116}{-102}{-48}{-116}{-97}{-48}{-116}{-1}
   2 .{-105}!{-116}{-99}!{-116}{-97}{-48}{-116}{-93}{-48}{-116}{-102}{-48}{-116}{-97}{-48}{-116}{-99}!{-116}{-93}!{-116}{-89}{-48}{-116}{-86}{-48}{-116}{-102}{-48}{-116}{-97}{-48}{-116}{-105}!{-116}{-99}!{-116}{-97}{-48}{-116}{-93}{-48}{-116}{-102}{-48}{-116}{-97}{-48}{-116}{-99}!{-116}{-93}!{-116}{-89}{-48}{-116}{-86}{-48}{-116}{-97}{-48}{-116}{-93}{-48}{-116}{-99}{-57}{-116}{-97}{-57}{-116}{-93}{-65}{-116}{-89}{-65}{-116}{-105}{-68}{-116}{-105}{-61}{-116}{-86}{-75}{-116}{-86}{-68}{-116}{-1}
   3 .{-89}{-65}{-116}{-89}{-57}{-116}{-89}{-65}{-122}{-93}{-65}{-122}{-89}{-65}{-122}{-86}{-68}{-122}{-89}{-68}{-122}{-93}{-68}{-122}{-75}{-93}{-116}{-21}{-93}{-116}{-21}{-89}{-116}{-89}{-48}{-116}{-89}{-21}{-116}{-89}{-33}{-116}{-89}{-43}{-116}{-128}{-48}{-116}{-128}{-57}{-116}{-128}{-65}{-116}{-128}{-57}{-116}{-102}{-68}{-116}{-102}{-65}{-116}{-109}{-57}{-116}{-109}{-48}{-116}{-109}{-75}{-116}{-93}{-75}{-116}{-97}{-21}{-116}{-100}{-21}{-116}{-102}{-128}{-116}{-105}{-128}{-116}{-106}{-128}{-116}{-105}{-128}{-116}{-109}{-57}{-116}{-4}
   4 .{-106}{-57}{-116}{-105}{-75}{-116}{-102}{-75}{-116}{-111}{-75}{-116}{-111}{-33}{-116}{-93}{-43}{-116}{-93}{-53}{-116}{-128}{-57}{-116}{-128}{-65}{-116}{-128}{-68}{-116}{-128}{-65}{-116}{-81}{-75}{-116}{-93}{-65}{-116}{-93}{-57}{-116}{-93}{-78}{-116}{-91}{-78}{-116}{-93}{-33}{-116}{-97}{-33}{-116}{-99}{-75}{-116}{-102}{-75}{-116}{-105}{-68}{-116}{-102}{-68}{-116}{-106}{-93}{-116}{-105}{-91}{-116}{-102}{-93}{-116}{-99}{-93}{-116}{-102}{-65}{-116}{-99}{-65}{-116}{-105}{-91}{-116}{-102}{-86}{-126}{-99}{-89}{-116}{-97}{-89}{-116}{-1}
CY=39
   5 .{-99}{-93}{-116}{-97}{-89}{-116}{-102}{-84}{-116}{-99}{-81}{-116}{-97}{-75}{-116}{-93}{-68}{-116}{-97}{-75}{-116}{-97}{-68}{-116}{-91}{-81}{-122}{-86}{-81}{-122}{-91}{-75}{-116}{-93}{-68}{-116}{-93}{-65}{-116}{-93}{-68}{-116}{-97}{-75}{-116}{-81}{-97}{-122}{-81}{-99}{-122}{-81}{-97}{-116}{-33}{-97}{-116}{-33}{-93}{-116}{-57}{-93}{-116}{-57}{-81}{-116}{-86}{-33}{-116}{-91}{-33}{-116}{-93}{-8}{-116}{-97}{-8}{-116}{-99}{15}{-116}{-97}{15}{-116}{-102}{15}{-116}{-99}{15}{-116}{-97}{-128}{-116}{-93}{-128}{-116}{-1}
   6 .{-106}{-128}{-116}{-106}{15}{-116}{-106}{1}{-116}{-106}{-14}{-116}{-106}{-21}{-116}{-106}{-33}{-116}{-106}{-38}{-116}{-106}{-33}{-116}{-106}{-48}{-116}{-106}{-38}{-116}{-106}{-33}{-116}{-106}{-21}{-116}{-106}{-48}{-116}{-75}{-48}{-116}{-81}{-48}{-116}{-86}{-48}{-116}{-89}{-48}{-116}{-93}{-48}{-116}{-97}{-48}{-116}{-93}{-48}{-116}{-99}{-48}{-116}{-97}{-48}{-116}{-93}{-48}{-116}{-89}{-48}{-116}{-105}{-48}{-116}{-105}!{-116}{-105}{15}{-116}{-105}{1}{-116}{-105}{-8}{-116}{-105}{-21}{-116}{-105}{-33}{-116}{-105}{-21}{-116}{-1}
   7 .{-105}{-38}{-116}{-105}{-33}{-116}{-105}{-21}{-116}{-105}{-8}{-116}{-105}{-43}{-116}{-93}{-43}{-116}{-102}{-43}{-116}{-99}{-21}{-116}{-97}{-33}{-116}{-93}{-43}{-116}{-97}{-48}{-116}{-93}{-43}{-116}{-99}{-33}{-116}{-97}{-21}{-116}{-93}{-8}{-116}{-89}{-33}{-116}{-86}{-21}{-122}{-89}{-21}{-122}{-86}{-8}{-116}{-75}{1}{-116}{-75}{15}{-116}{-89}{1}{-116}{-93}!{-116}{-97}{-48}{-116}{-93}{-48}{-116}{-99}{-33}{-116}{-97}{-33}{-116}{-93}{1}{-116}{-89}{1}{-116}{-105}{-8}{-116}{-105}{1}{-116}{-105}{-21}{-116}{-1}
   8 .{-86}{-8}{-116}{-89}{1}{-116}{-86}{15}{-116}{-89}{1}{-116}{-99}{-8}{-116}{-93}{-21}{-103}{-93}Y{-116}{-89}Y{-116}!{-89}{-116}{1}{-89}{-116}{-8}{-89}{-116}{-97}{-21}{-116}{-99}{-33}{-116}{-102}{-38}{-116}{-81}{-48}{-116}{-81}{-38}{-116}{-84}{-57}{-116}{-84}{-48}{-116}{-93}{-38}{-122}{-89}{-38}{-122}{-84}{-33}{-122}{-89}{-33}{-122}{-93}{-38}{-116}{-93}{-33}{-116}{-99}{-48}{-122}{-97}{-48}{-122}{-93}{-38}{-122}{-97}{-38}{-122}{-99}{-33}{-116}{-99}{-21}{-116}{-99}{-33}{-116}{-97}{-21}{-116}{-1}
CY=39
   9 .{-102}{-38}{-116}{-99}{-33}{-116}{-97}{-21}{-116}{-99}{-8}{-116}{-102}{-48}{-116}{-99}{-48}{-116}{-97}!{-116}{-93}!{-116}{-89}{-128}{-116}{-84}{-128}{-116}{-81}{-128}{-116}{-75}{-128}{-116}{-84}{-128}{-116}{-81}{-128}{-116}{-75}{-128}{-116}{-68}{-128}{-116}{-89}{-128}{-116}{-84}{-128}{-116}{-81}{-128}{-116}{-75}{-128}{-116}{-81}{-8}{-116}{-68}{-21}{-116}{-89}{-33}{-116}{-89}{-21}{-116}{-93}{-38}{-116}{-93}{-33}{-116}{-97}{-21}{-122}{-93}{-21}{-122}{-97}{-21}{-122}{-99}{-8}{-116}{-97}{-48}{-122}{-99}{-48}{-122}{-1}
  10 .{-97}{-38}{-116}{-93}{-33}{-122}{-89}{-33}{-116}{-89}{-21}{-116}{-99}{-33}{-116}{-99}{-8}{-116}{-99}{-48}{-116}{-99}{-33}{-116}{-68}{-57}{-116}{-68}{-38}{-116}{-99}{-33}{-116}{-99}{-21}{-116}{-48}{-99}{-116}{-33}{-99}{-116}{-68}{-38}{-116}{-68}{-21}{-116}{-99}{-8}{-116}{-99}{1}{-116}{-48}{-99}{-116}{-33}{-99}{-116}{-68}{-57}{-116}{-68}{-38}{-116}{-99}{-33}{-116}{-99}{-21}{-116}{-48}{-99}{-116}{-33}{-99}{-116}{-68}{-38}{-116}{-68}{-21}{-116}{-99}{-8}{-116}{-102}{1}{-116}{-105}{-8}{-116}{-102}{-8}{-116}{-1}
  11 .{-106}{-21}{-116}{-105}{-21}{-116}{-102}{-33}{-116}{-99}{-33}{-116}{-111}{-38}{-116}{-111}{-33}{-116}{-97}{-48}{-116}{-97}{-38}{-116}{-99}{-33}{-116}{-99}{-21}{-116}{-99}{-33}{-122}{-102}{-33}{-122}{-99}{-33}{-122}{-97}{-38}{-122}{-99}{-38}{-122}{-102}{-38}{-122}{-48}{-102}{-116}!{-102}{-116}!{-99}{-116}{-99}{15}{-116}{-99}!{-116}{-68}{9}{-116}{-68}{15}{-116}{-84}!{-116}{-84}5{-116}{-84}{-8}{-116}{-48}{-8}{-116}{-57}{-8}{-116}{-65}{-8}{-116}{-68}{-8}{-116}{-75}{-8}{-116}{-81}{-8}{-116}{-1}
  12 .{-75}{1}{-116}{-84}{15}{-116}{-81}!{-116}{-75}5{-116}{-68}A{-116}{-93}5{-116}{-93}A{-116}{-93}!{-116}{-65}5{-116}{-68}A{-116}{-65}Y{-116}{-68}A{-116}{-84}5{-116}{-75}!{-90}{-68}!{-116}for {-68}{23}12592 23456789012345678901234567890123456789012345
CY=39
 110 L=12;T=1;NT=0;CY=0;print "   TWO PART INVENTION #3
 140 if C>-23420goto 160
:return ;goto 100
>
CY=39
   1 .{-68}{-128}{-116}{-75}{-128}{-116}{-78}{-128}{-116}{-84}{-128}{-116}{-89}{-128}{-116}{-91}{-128}{-116}{-65}{-128}{-116}{-91}{-128}{-116}{-89}{-128}{-116}{-84}{-128}{-116}{-78}{-128}{-116}{-75}{-128}{-116}{-78}{-8}{-116}{-78}{-21}{-116}{-89}{-27}{-116}{-89}{-38}{-116}{-99}{-48}{-116}{-99}{-53}{-116}{-84}{1}{-116}{-84}{-53}{-116}{-97}{-48}{-116}{-97}{-38}{-116}{-102}{-27}{-116}{-102}{-21}{-116}{-99}{-27}{-116}{-102}{-27}{-116}{-104}{-48}{-116}{-106}{-48}{-116}{-109}{-68}{-116}{-110}{-68}{-116}{-97}{-21}{-116}{-110}{-21}{-116}{-1}
   2 .{-109}{-38}{-116}{-106}{-38}{-116}{-104}{-65}{-116}{-102}{-65}{-116}{-104}{-8}{-116}{-99}{-8}{-116}{-102}{-68}{-116}{-104}{-68}{-116}{-106}{-27}{-116}{-109}{-27}{-116}{-91}{-38}{-116}{-109}{-38}{-116}{-106}{-48}{-116}{-104}{-48}{-116}{-102}{-53}{-116}{-99}{-53}{-116}{-102}{9}{-116}{-95}{9}{-116}{-99}{-61}{-116}{-102}{-61}{-116}{-104}{-21}{-116}{-106}{-21}{-116}{-89}{-27}{-116}{-106}{-27}{-116}{-104}{-38}{-116}{-102}{-38}{-116}{-99}{-48}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-102}{-38}{-116}{-104}{-48}{-116}{-99}{-53}{-116}{-1}
   3 .{-102}{-61}{-116}{-104}{-68}{-116}{-84}{-21}{-116}{-84}{-68}{-116}{-128}{-61}{-116}{-128}{-53}{-116}{-128}{-48}{-116}{-128}{-38}{-116}{-95}{-48}{-116}{-99}{-27}{-116}{-102}{-38}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-102}{-61}{-116}{-78}{-8}{-116}{-78}{-61}{-116}{-128}{-53}{-116}{-128}{-48}{-116}{-91}{-38}{-116}{-91}{-27}{-116}{-91}{-21}{-116}{-91}{9}{-116}{-89}{-8}{-116}{-89}{-21}{-116}{-84}{-27}{-116}{-84}{-38}{-116}{-95}!{-116}{-91}{-38}{-116}{-89}{-27}{-116}{-84}{-21}{-116}{-78}{-8}{-116}{-75}{9}{-116}{-1}
   4 .{-78}{-8}{-116}{25}{-84}{-116}{-84}{9}{-122}{-89}{9}{-122}{-84}{9}{-103}{-78}{9}{-116}{-78}N{-116}{-78}5{-116}{-95}!{-116}{-95}{25}{-116}{9}{-95}{-116}{-8}{-95}{-116}{-95}Y{-122}{-99}Y{-122}{-95}{-8}{-122}{-99}{-8}{-122}{-95}{9}{-122}{-99}{9}{-122}{-95}{25}{-122}{-99}{25}{-122}{-95}!{-122}{-99}!{-122}{-95}5{-122}{-99}5{-122}{-95}!{-116}{-95}{25}{-116}{-95}{9}{-116}{-95}{-8}{-116}{-95}{-21}{-116}{-95}{-27}{-116}5{-95}{-116}{-27}{-95}{-116}{-1}
CY=39
   5 .{-21}{-95}{-116}{-8}{-95}{-116}{9}{-95}{-116}{25}{-95}{-116}{-95}!{-116}{-91}{25}{-116}{-89}{9}{-116}{-84}!{-116}{-78}{25}{-116}{-75}{9}{-116}{-95}A{-116}{-68}A{-116}{-75}{-128}{-116}{-81}{-128}{-116}{-84}{-128}{-116}{-89}{-128}{-116}{-91}5{-116}{-89}!{-116}{-84}{25}{-116}{-78}5{-116}{-75}!{-116}{-68}{25}{-116}{-91}Y{-116}{-61}Y{-116}{-68}{-128}{-116}{-75}{-128}{-116}{-78}{-128}{-116}{-84}{-128}{-116}{-89}N{-116}{-93}N{-116}{-95}{-27}{-116}{-99}{-27}{-116}{-1}
   6 .{-102}{-8}{-116}{-104}{-8}{-116}{-86}{15}{-116}{-104}{15}{-116}{-102},{-116}{-99},{-116}{-95}Y{-116}{-93}Y{-116}{-95}!{-116}{-93},{-116}{-99}!{-116}{-95}{15}{-116}{-93}{9}{-116}{-89}{-8}{-116}{-86}{-21}{-122}{-86}{-27}{-122}{-89}{-21}{-122}{-89}{-27}{-122}{-84}{-21}{-122}{-84}{-27}{-122}{-81}{-21}{-122}{-81}{-27}{-122}{-75}{-21}{-122}{-75}{-27}{-122}{-68}{-21}{-122}{-68}{-27}{-122}{-61}{-21}{-122}{-61}{-27}{-122}{-68}{-21}{-122}{-68}{-27}{-122}{-75}{-21}{-122}{-75}{-27}{-122}{-1}
   7 .{-81}{-21}{-122}{-81}{-27}{-122}{-86}{-21}{-122}{-86}{-27}{-122}{-89}{-21}{-122}{-89}{-27}{-122}{-68}{-21}{-116}{-95}{-21}{-116}{-93}{-21}{-116}{-89}{-21}{-116}{-86}{-21}{-116}{-81}{-21}{-116}{-21}{-75}{-116}{-21}{-81}{-116}{-21}{-86}{-116}{-21}{-89}{-116}{-21}{-93}{-116}{-21}{-95}{-116}{-81}{-21}{-116}{-102}{-21}{-116}{-99}{-21}{-116}{-95}{-21}{-116}{-93}{-21}{-116}{-89}{-21}{-116}{-21}{-86}{-116}{-21}{-89}{-116}{-93}{-75}{-116}{-95}{-75}{-116}{-99}{-68}{-116}{-102}{-68}{-116}{-89}{-61}{-116}{-104}{-61}{-116}{-1}
   8 .{-102}{-57}{-116}{-99}{-57}{-116}{-95}{-48}{-116}{-93}{-48}{-116}{-109}{-68}{-116}{-108}{-68}{-116}{-105}{-75}{-116}{-102}{-75}{-116}{-109}{-78}{-103}{-109}{-68}{-116}{-99}{-68}{-116}{-93}{-75}{-122}{-95}{-75}{-122}{-93}{-75}{-116}{-93}{-21}{-116}{-89}{-21}{-116}{-89}{-48}{-116}{-89}!{-116}{-89}{25}{-116}{9}{-89}{-116}{-91}{-8}{-116}{-95}{-14}{-116}{-68}A{-116}{-68}{-14}{-116}{-81}{-8}{-116}{-81}{9}{-116}{-95}{25}{-116}{-95}!{-116}{-91}5{-116}{-84}5{-116}{-89}5{-116}{-91}5{-116}{-1}
CY=39
   9 .{-95}!{-116}{-99}{25}{-116}{-75}{9}{-116}{-99}{9}{-116}{-95}5{-116}{-91}5{-116}{-89}{9}{-116}{-84}{9}{-116}{-89}{-27}{-116}{-89}{-38}{-116}{-104}{-48}{-116}{-102}{-57}{-116}{-104}{-65}{-116}{-104}{-68}{-116}{-84}{-21}{-116}{-84}{-68}{-116}{-102}{-65}{-116}{-102}{-57}{-116}{-128}{-48}{-116}{-128}{-38}{-116}{-99}{-27}{-116}{-102}{-27}{-116}{-104}{-48}{-116}{-106}{-48}{-116}{-109}{-68}{-116}{-110}{-68}{-116}{-97}{-21}{-116}{-110}{-21}{-116}{-109}{-38}{-116}{-106}{-38}{-116}{-104}{-65}{-116}{-102}{-65}{-116}{-1}
  10 .{-104}{-8}{-116}{-104}{-21}{-116}{-99}{-27}{-116}{-99}{-38}{-116}{-84}{-48}{-116}{-84}{-53}{-116}{-84}{1}{-116}{-99}{-53}{-116}{-97}{-48}{-116}{-102}{-38}{-116}{-89}{-27}{-116}{-95}{-21}{-116}{-99}{-27}{-116}{-93}{-38}{-116}{-97}{-48}{-103}{-97}!{-116}{-99}!{-116}{25}{-99}{-116}{25}{-95}{-116}{25}{-91}{-116}{-89}{9}{-116}{-84}{25}{-116}{-78}!{-116}{-91}5{-116}{-65}{-53}{-116}{-68}{-48}{-116}{-75}{-38}{-116}{-78}{-27}{-116}{-84}{-21}{-116}{-89}{-27}{-116}{-99}{-38}{-116}{-78}{-48}{-103}{-1}
  11 .{-75}!{-116}{-68}!{-116}for {-68}{23}12849 34567890123456789012345678901234567890123456789012345678901234567890123456789012345
 110 L=12;T=1;NT=0;CY=0;print "   TWO PART INVENTION #4
 140 if C>-23560goto 160
:return ;NT=0;goto 100
>
100
110
CY=39
   1 .{-128}{-14}{-122}{-128}{-8}{-122}{-128}{-14}{-116}{-71}{-14}{-116}{-68}{-14}{-116}{-71}d {-103}{-78}d {-103}{-84}{-128}{-122}{-78}{-128}{-122}{-84}{-71}{-116}{-84}{-68}{-116}{-84}{-71}{-116}{-86}{-61}{-116}{-86}{-68}{-116}{-86}{-53}{-116}{-86}{-61}{-116}{-128}{-48}{-116}{-128}{-61}{-116}{-78}{-53}{-116}{-71}{-61}{-116}{-78}{-43}{-116}{-78}{-53}{-116}{-84}{-38}{-116}{-84}{-43}{-116}{-86}{-27}{-122}{-84}{-27}{-122}{-86}{-71}{-116}{-86}{-68}{-116}{-86}{-61}{-116}{-91}{-68}{-116}{-91}{-71}{-116}{-91}{-61}{-116}{-1}
   2 .{-91}{-68}{-116}{-84}{-14}{-116}{-84}{-71}{-116}{-95}{-68}{-116}{-95}{-61}{-116}{-91}{-68}{-122}{-95}{-68}{-122}{-91}{-71}{-116}{-86}{-61}{-116}{-86}{-68}{-116}{-84}{-53}{-116}{-86}{-71}{-116}{-91}{-68}{-116}{-86}{-61}{-116}{-84}{-53}{-116}{-84}{-61}{-116}{-78}{-43}{-116}{-78}{-53}{-116}{-71}{-38}{-116}{-71}{-61}{-116}{-84}{-53}{-116}{-84}{-43}{-116}{-91}{-38}{-116}{-91}{-43}{-116}{-100}{-27}{-116}{-100}{-38}{-116}{-100}{9}{-116}{-95}{-53}{-116}{-99}{-48}{-116}{-100}{-38}{-116}{-104}{-48}{-116}{-104}{-53}{-116}{-1}
   3 .{-100}{-38}{-116}{-100}{-48}{-116}{-99}{-53}{-116}{-100}{-53}{-116}{-99}{25}{-116}{-95}!{-116}{-99}{25}{-116}{-100}{25}{-116}{-95}{9}{-116}{-99}{9}{-116}{-91}{-8}{-122}{-91}{9}{-122}{-110}{-8}{-116}{-109}{-8}{-116}{-110}{-8}{-116}{-106}{-14}{-116}{-109}{-14}{-116}{-104}{-14}{-116}{-106}{-14}{-116}{-100}{-128}{-116}{-106}{-128}{-116}{-104}{9}{-116}{-106}{25}{-116}{-100}{9}{-116}{-104}{9}{-116}{-99}{-8}{-116}{-100}{-8}{-116}{-95}{-14}{-122}{-95}{-8}{-122}{-110}{-14}{-116}{-109}{-14}{-116}{-106}{-14}{-116}{-1}
   4 .{-109}{-27}{-116}{-110}{-27}{-116}{-106}{-27}{-116}{-109}{-27}{-116}{-91}{-8}{-116}{-110}{-8}{-116}{-109}{-38}{-116}{-106}{-38}{-116}{-109}{-27}{-122}{-109}{-38}{-122}{-110}{-27}{-116}{-106}{-14}{-116}{-109}{-14}{-116}{-104}{-8}{-116}{-110}{-14}{-116}{-108}{-27}{-116}{-106}{-14}{-116}{-104}{-8}{-116}{-106}{-8}{-116}{-100}{9}{-116}{-104}{9}{-116}{-99}{25}{-116}{-106}{25}{-116}{-104}{-8}{-116}{-100}{-8}{-116}{-99}{-27}{-116}{-100}{-27}{-116}{-95}{-43}{-116}{-99}{-43}{-116}{-78}{-43}{-116}{-100}{-27}{-116}{-99}{-38}{-116}{-1}
CY=39
   5 .{-95}{-43}{-116}{-99}{-53}{-116}{-100}{-53}{-116}{-95}{-43}{-116}{-99}{-43}{-116}{-100}{-38}{-116}{-100}{-43}{-116}{-91}{-38}{-116}{-89}{-27}{-116}{-91}{-38}{-116}{-91}{-43}{-116}{-95}{-27}{-116}{-95}{-38}{-116}{-97}{-14}{-122}{-95}{-14}{-122}{-97}{-71}{-116}{-97}{-65}{-116}{-97}{-71}{-116}{-100}{-61}{-116}{-100}{-65}{-116}{-100}{-53}{-116}{-100}{-61}{-116}{-128}{-43}{-116}{-128}{-53}{-116}{-95}{-43}{-116}{-91}{-38}{-116}{-95}{-43}{-116}{-95}{-53}{-116}{-99}{-38}{-116}{-99}{-43}{-116}{-100}{-27}{-122}{-99}{-27}{-122}{-1}
   6 .{-100}{-78}{-116}{-100}{-71}{-116}{-100}{-78}{-116}{-104}{-68}{-116}{-104}{-71}{-116}{-104}{-61}{-116}{-104}{-68}{-116}{-128}{-53}{-116}{-128}{-61}{-116}{-99}{-53}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-99}{-61}{-116}{-100}{-43}{-116}{-100}{-53}{-116}{-104}{-38}{-122}{-100}{-38}{-122}{-104}{-43}{-116}{-104}{-27}{-116}{-104}{-38}{-116}{-106}{-14}{-116}{-106}{-27}{-116}{-106}{-8}{-116}{-106}{-14}{-116}{-100}{9}{-116}{-104}{9}{-116}{9}{-100}{-116}{-99}{15}{-116}{-100}{9}{-116}{-104}{9}{-116}{-99}{-8}{-116}{-100}{-8}{-116}{-1}
   7 .{-95}{-14}{-122}{-95}{-8}{-122}{-112}{-14}{-116}{-110}{-14}{-116}{-112}{-14}{-116}{-108}{-27}{-116}{-110}{-27}{-116}{-106}{-27}{-116}{-108}{-27}{-116}{-104}{-128}{-116}{-108}{-128}{-116}{-106}{-8}{-116}{-108}{9}{-116}{-104}{-8}{-116}{-106}{-8}{-116}{-100}{-14}{-116}{-104}{-14}{-116}{-99}{-27}{-122}{-99}{-14}{-122}{-112}{-27}{-116}{-111}{-27}{-116}{-109}{-27}{-116}{-111}{-38}{-116}{-112}{-38}{-116}{-109}{-38}{-116}{-111}{-38}{-116}{-95}{-14}{-116}{-112}{-14}{-116}{-110}{-43}{-116}{-108}{-43}{-116}{-110}{-38}{-122}{-110}{-43}{-122}{-1}
   8 .{-112}{-38}{-116}{-108}{-27}{-116}{-110}{-27}{-116}{-106}{-21}{-116}{-112}{-27}{-116}{-110}{-38}{-116}{-108}{-27}{-116}{-106}{-21}{-116}{-108}{-21}{-116}{-104}{-8}{-116}{-106}{-8}{-116}{-102}{9}{-116}{-108}{9}{-116}{-106}{-21}{-116}{-104}{-21}{-116}{-102}{-38}{-116}{-104}{-38}{-116}{-99}{-53}{-116}{-102}{-53}{-116}{-53}{-84}{-116}{-104}{-38}{-116}{-102}{-43}{-116}{-99}{-53}{-116}{-102}{-61}{-116}{-104}{-61}{-116}{-99}{-53}{-116}{-102}{-53}{-116}{-104}{-43}{-116}{-104}{-53}{-116}{-78}{-43}{-116}{-75}{-38}{-116}{-78}{-43}{-116}{-1}
CY=39
   9 .{-78}{-53}{-116}{-84}{-38}{-116}{-84}{-43}{-116}{-86}{-27}{-122}{-84}{-27}{-122}{-86}{-78}{-116}{-86}{-71}{-116}{-86}{-78}{-116}{-91}{-65}{-116}{-91}{-75}{-116}{-91}{-61}{-116}{-91}{-65}{-116}{-128}{-53}{-116}{-128}{-65}{-116}{-84}{-61}{-116}{-78}{-65}{-116}{-84}{-53}{-116}{-84}{-61}{-116}{-86}{-43}{-116}{-86}{-53}{-116}{-91}{-38}{-122}{-86}{-38}{-122}{-91}{-78}{-116}{-91}{-75}{-116}{-91}{-68}{-116}{-95}{-71}{-116}{-95}{-78}{-116}{-95}{-68}{-116}{-95}{-71}{-116}{-86}{-27}{-116}{-86}{-78}{-116}{-97}{-71}{-116}{-1}
  10 .{-97}{-65}{-116}{-95}{-71}{-122}{-97}{-71}{-122}{-95}{-78}{-116}{-91}{-65}{-116}{-91}{-71}{-116}{-89}{-61}{-116}{-91}{-78}{-116}{-95}{-71}{-116}{-91}{-53}{-116}{-86}{-61}{-116}{-86}{-65}{-116}{-84}{-53}{-116}{-84}{-61}{-116}{-78}{-48}{-116}{-78}{-65}{-116}{-89}{-61}{-116}{-89}{-53}{-116}{-95}{-48}{-116}{-95}{-53}{-116}{-100}{-38}{-116}{-100}{-48}{-116}{-100}{9}{-116}{-95}{-53}{-116}{-97}{-48}{-116}{-100}{-38}{-116}{-104}{-48}{-116}{-104}{-53}{-116}{-100}{-38}{-116}{-100}{-48}{-116}{-97}{-53}{-116}{-100}{-53}{-116}{-1}
  11 .{-97}{25}{-116}{-95}!{-116}{-97}{25}{-116}{-100}{25}{-116}{-95}{9}{-116}{-97}{9}{-116}{-91}{1}{-122}{-91}{-14}{-122}{-108}{1}{-116}{-106}{1}{-116}{-104}{1}{-116}{-106}{-14}{-116}{-108}{-14}{-116}{-104}{-14}{-116}{-106}{-14}{-116}{-108}{-128}{-116}{-91}{-128}{-116}{-95},{-116}{-91}5{-116}{-95},{-116}{-97},{-116}{-91}{25}{-116}{-95}{25}{-116}{-86}{9}{-122}{-86}{25}{-122}{-106}{9}{-116}{-104}{9}{-116}{-102}{9}{-116}{-104}{1}{-116}{-106}{1}{-116}{-102}{1}{-116}{-104}{1}{-116}{-1}
  12 .{-106}{-128}{-116}{-95}{-128}{-116}{-91}5{-116}{-86}N{-116}{-91}5{-116}{-95}5{-116}{-86},{-116}{-91},{-116}{-84}{25}{-122}{-84},{-122}{-104}{25}{-116}{-102}{25}{-116}{-99}{25}{-116}{-102}{9}{-116}{-104}{9}{-116}{-99}{9}{-116}{-102}{9}{-116}{-104}N{-116}{-104}{-61}{-116}{-86}{-53}{-116}{-84}{-61}{-116}{-86}{-43}{-116}{-86}{-53}{-116}{-91}{-38}{-116}{-91}{-43}{-116}{-95}{-27}{-122}{-91}{-27}{-122}{-95}{-43}{-116}{-95}{-38}{-116}{-95}{-43}{-116}{-97}{-27}{-116}{-97}{-38}{-116}{-1}
  13 .{-97}{-14}{-116}{-97}{-27}{-116}{-128}{-86}{-116}{-128}{-95}{-116}{-91}{-27}{-116}{-95}{-14}{-116}{-86}{-27}{-116}{-91}{-27}{-116}{-84}{-38}{-116}{-86}{-38}{-116}{-78}{-43}{-122}{-78}{-38}{-122}{-100}{-43}{-116}{-99}{-43}{-116}{-95}{-43}{-116}{-99}{-53}{-116}{-100}{-53}{-116}{-95}{-53}{-116}{-99}{-53}{-116}{-100}{-38}{-116}{-100}{-43}{-116}{-71}{-38}{-116}{-68}{-27}{-116}{-71}{-38}{-116}{-71}{-43}{-116}{-78}{-27}{-116}{-78}{-38}{-116}{-84}{-14}{-122}{-78}{-14}{-122}{-84}{-71}{-116}{-84}{-68}{-116}{-84}{-71}{-116}{-1}
  14 .{-86}{-61}{-116}{-86}{-68}{-116}{-86}{-53}{-116}{-86}{-61}{-116}{-128}{-43}{-116}{-128}{-61}{-116}{-78}{-53}{-116}{-71}{-61}{-116}{-78}{-43}{-116}{-78}{-53}{-116}{-84}{-38}{-116}{-84}{-43}{-116}{-86}{-27}{-122}{-84}{-27}{-122}{-86}{-71}{-116}{-86}{-68}{-116}{-86}{-61}{-116}{-91}{-68}{-116}{-91}{-71}{-116}{-91}{-61}{-116}{-91}{-68}{-116}{-84}{-14}{-116}{-84}{-71}{-116}{-95}{-68}{-116}{-95}{-61}{-116}{-91}{-68}{-122}{-95}{-68}{-122}{-91}{-71}{-116}{-86}{-61}{-116}{-86}{-68}{-116}{-84}{-53}{-116}{-86}{-71}{-116}{-1}
  15 .{-91}{-68}{-116}{-86}{-61}{-116}{-84}{-53}{-116}{-84}{-61}{-116}{-78}{-43}{-116}{-78}{-53}{-116}{-71}{-38}{-116}{-71}{-61}{-116}{-104}{-53}{-116}{-104}{-43}{-116}{-100}{-38}{-122}{-104}{-38}{-122}{-100}{-43}{-116}{-97}{-27}{-116}{-97}{-38}{-116}{-95}{-14}{-116}{-97}{-43}{-116}{-100}{-38}{-116}{-97}{-27}{-116}{-95}{-14}{-116}{-95}{-27}{-116}{-91}{1}{-116}{-91}{-14}{-116}{-86}{9}{-116}{-86}{-27}{-116}{-95}{-14}{-116}{-95}{1}{-116}{-100}{9}{-116}{-100}{1}{-116}{-108}{25}{-116}{-108}{9}{-116}{-108}N{-116}{-1}
  16 .{-104}{-14}{-116}{-106}{-8}{-116}{-108}{9}{-116}{-110}{-8}{-116}{-110}{-14}{-116}{-108}{9}{-116}{-108}{-8}{-116}{-14}{-108}{-116}{-14}{-106}{-116}{-104}5{-122}{-100}5{-122}{-104}5{-122}{-100},{-122}{-104},{-122}{-106},{-122}{-104},{-122}{-106}{25}{-122}{-104}{25}{-122}{-100}{25}{-122}{-104}{25}{-122}{-100}d {23}  50 clear ;E=-24573;Z=0
 110 CY=0;CX=0;print "#5
 120 &(16)=49;&(22)=255;for A=-24574to -22958step 101;for C=Ato A+93step 3;for D=1to (%(C+2)div 256+127)div Lmul T
 130 &(17)=%(C)div 256+127;&(18)=%(C+1)div 256+127;next D
 140 if C>-23001goto 160
 150 next C;next A
 160 &(17)=0;&(18)=0;clear ;:input 
:return ;clear ;NT=0;goto 110
>{-50}9{-27}18)=%(C+1)div 256+127;next D
 140 if C>-23001goto 160
 150 next C;next A
 160 &(17)=0;&(18)=0;clear ;:input 
:return ;clear ;NT=0;goto 110
>
15
16
CY=39
   1 .{-128}{-21}{-116}{-102}{-21}{-116}{-102}{-33}{-116}{-100}{-33}{-116}{-100}{-43}{-116}{-99}{-43}{-116}{-99}{-48}{-116}{-97}{-48}{-116}{-97}{-57}{-116}{-93}{-57}{-116}{-93}{-65}{-116}{-89}{-65}{-116}{-89}{-71}{-116}{-86}{-71}{-116}{-86}{-75}{-116}{-81}{-71}{-116}{-81}{-65}{-116}{-86}{-57}{-122}{-89}{-57}{-122}{-86}{-75}{-116}{-93}{-75}{-122}{-89}{-75}{-122}{-93}{-21}{-116}{-86}{-21}{-122}{-81}{-21}{-122}{-86}{-128}{-116}{-75}{-128}{-122}{-71}{-128}{-122}{-75}{-128}{-116}{-75}{-21}{-116}{-81}{-21}{-116}{-81}{-14}{-116}{-1}
   2 .{-86}{-14}{-116}{-86}{-8}{-116}{-89}{-8}{-116}{-89}{1}{-116}{-93}{1}{-116}{-93}{15}{-116}{-97}{15}{-116}{-97}!{-116}{-100}!{-116}{-100},{-116}{-102},{-116}{-100}A{-116}{-97}A{-116}{-93},{-122}{-93}!{-122}{-102},{-116}{-102}{15}{-122}{-102}!{-122}{-75}{15}{-116}{-75},{-122}{-75}A{-122}{-128},{-116}{-128}Y{-122}{-128}d {-122}{-128}Y{-116}{-108}Y{-116}{-108}{1}{-116}{-102}{1}{-116}{-102}{-21}{-116}{-97}{-21}{-116}{-97}{-33}{-116}{-102}{-33}{-122}{-1}
   3 .{-100}{-33}{-122}{-102}{-53}{-116}{-97}{-53}{-116}{-91}{-65}{-116}{-81}{-65}{-116}{-81}d {-116}{-105}d {-116}{-105}{15}{-116}{-100}{15}{-116}{-100}{-14}{-116}{-93}{-14}{-116}{-93}{-21}{-116}{-100}{-21}{-122}{-97}{-21}{-122}{-100}{-43}{-116}{-93}{-43}{-116}{-86}{-57}{-116}{-75}{-57}{-116}{-75}{1}{-116}{-102}{1}{-116}{-102}{1}{-116}{-97}{1}{-116}{-97}{-21}{-116}{-91}{-21}{-116}{-91}{-33}{-116}{-108}{-33}{-116}{-108}{-43}{-116}{-105}{-43}{-116}{-105}{-53}{-116}{-102}{-53}{-116}{-102}{-57}{-116}{-100}{-57}{-116}{-1}
   4 .{-100}{-21}{-116}{-97}{-21}{-116}{-97}{-43}{-116}{-93}{-43}{-116}{-91}{-33}{-116}{-75}{-65}{-122}{-71}{-65}{-122}{-75}{-53}{-116}{-91}{-65}{-122}{-86}{-65}{-122}{-91}{-21}{-116}{-93}{-65}{-122}{-91}{-65}{-122}{-93}{-14}{-116}{-71}{-14}{-116}{-65}{-21}{-116}{-93}{-21}{-116}{-65}{-33}{-116}{-91}{-33}{-116}{-93}{15}{-116}{-93}{-57}{-122}{-93}{-53}{-122}{-128}{-57}{-116}{-93}{-33}{-122}{-93}{-21}{-122}{-100}{-33}{-116}{-105}{-14}{-122}{-105}{1}{-122}{-111}{-14}{-116}{-111}{-33}{-122}{-111}{-21}{-122}{-128}{-33}{-116}{-1}
CY=39
   5 .{-111}{-14}{-122}{-111}{1}{-122}{-105}{-14}{-116}{-100}{15}{-122}{-100}{25}{-122}{-93}{15}{-116}{-81}{15}{-116}{-71}{15}{-116}{-57}{15}{-116}{-128}{15}{-103}{-57}{-128}{-116}{-128}{-57}{-116}{-65}{-57}{-116}{-65}{-53}{-116}{-68}{-53}{-116}{-68}{-48}{-116}{-75}{-48}{-116}{-75}{-43}{-116}{-81}{-43}{-116}{-81}{-33}{-116}{-86}{-33}{-116}{-86}{-21}{-116}{-91}{-21}{-116}{-91}{-14}{-116}{-93}{-14}{-116}{-91}{1}{-116}{-86}{1}{-116}{-81}{-14}{-122}{-81}{-21}{-122}{-93}{-14}{-116}{-93}{-33}{-122}{-93}{-21}{-122}{-1}
   6 .{-57}{-33}{-116}{-57}{-14}{-122}{-57}{1}{-122}{-128}{-14}{-116}{-128}{15}{-122}{-128}{25}{-122}{-128}{15}{-116}{-111}{15}{-116}{-111}{1}{-116}{-110}{1}{-116}{-109}{1}{-116}{-109}{-21}{-116}{-108}{-21}{-116}{-108}{-33}{-116}{-105}{-33}{-116}{-105}{-43}{-116}{-102}{-43}{-116}{-102}{-53}{-116}{-100}{-53}{-116}{-100}{-57}{-116}{-97}{-53}{-116}{-97}{-43}{-116}{-100}{-33}{-122}{-102}{-33}{-122}{-100}{-57}{-116}{-105}{-57}{-122}{-102}{-57}{-122}{-105}{15}{-116}{-100}{15}{-122}{-97}{15}{-122}{-100}{-128}{-116}{-93}{-128}{-122}{-1}
   7 .{-91}{-128}{-122}{-93}{-43}{-116}{-100}{-43}{-122}{-97}{-43}{-122}{-100}{-57}{-116}{-108}{-57}{-122}{-106}{-57}{-122}{-108}{-71}{-116}{-97}{-71}{-122}{-93}{-71}{-122}{-97}{-38}{-116}{-102}{-33}{-122}{-100}{-33}{-122}{-102}{-53}{-116}{-110}{-53}{-122}{-108}{-53}{-122}{-110}{-71}{-116}{-100}{-71}{-122}{-97}{-71}{-122}{-100}{-43}{-116}{-108}{-43}{-122}{-106}{-43}{-122}{-108}{-57}{-116}{-111}{-57}{-122}{-110}{-57}{-122}{-111}{-71}{-116}{-100}{-71}{-122}{-99}{-71}{-122}{-100}{-14}{-116}{-110}{-14}{-122}{-108}{-14}{-122}{-110}{-71}{-116}{-1}
   8 .{-106}{-71}{-122}{-104}{-71}{-122}{-105}{-65}{-116}{-100}{-65}{-122}{-99}{-65}{-122}{-100}{-61}{-116}{-109}{-57}{-116}{-109}{-65}{-116}{-108}{-65}{-116}{-108}{-71}{-116}{-105}{-71}{-116}{-105}{-43}{-116}{-102}{-43}{-122}{-100}{-43}{-122}{-102}{-65}{-116}{-97}{-65}{-122}{-95}{-65}{-122}{-97}{-57}{-116}{-102}{-57}{-122}{-100}{-57}{-122}{-102}{-53}{-116}{-108}{-53}{-116}{-108}{-57}{-116}{-105}{-57}{-116}{-105}{-65}{-116}{-102}{-65}{-116}{-102}{-33}{-116}{-100}{-33}{-122}{-97}{-33}{-122}{-100}{-57}{-116}{-93}{-57}{-122}{-97}{-57}{-122}{-1}
CY=39
   9 .{-93}{-71}{-116}{-97}{-71}{-122}{-93}{-71}{-122}{-97}{-38}{-116}{-102}{-33}{-116}{-102}{-43}{-116}{-100}{-43}{-116}{-100}{-53}{-116}{-97}{-53}{-116}{-97}{-14}{-116}{-93}{-14}{-122}{-91}{-14}{-122}{-93}{-43}{-116}{-86}{-43}{-122}{-84}{-43}{-122}{-86}{-57}{-116}{-89}{-57}{-122}{-86}{-57}{-122}{-89}{1}{-116}{-97}{1}{-122}{-93}{1}{-122}{-97}{-128}{-116}{-89}{-128}{-122}{-86}{-128}{-122}{-89}{-65}{-116}{-102}{-65}{-122}{-100}{-65}{-122}{-102}{-65}{-116}{-84}{-65}{-122}{-78}{-65}{-122}{-84}{-53}{-116}{-91}{-53}{-122}{-1}
  10 .{-86}{-53}{-122}{-91}{-38}{-116}{-57}{-38}{-122}{-53}{-38}{-122}{-57}{-43}{-116}{-86}{-43}{-116}{-75}{1}{-116}{-65}{1}{-116}{-53}{-14}{-116}{-84}{-14}{-116}{-86},{-116}{-71},{-116}{-57}{-128}{-116}{-43},{-116}{-128}{-43}{-116}{-128}{-33}{-116}{-75}{-33}{-116}{-75}{-21}{-116}{-81}{-21}{-116}{-81}{-14}{-116}{-86}{-14}{-116}{-86}{-8}{-116}{-89}{-8}{-116}{-89}{1}{-116}{-93}{1}{-116}{-93}{15}{-116}{-97}{15}{-116}{-97}!{-116}{-100}!{-116}{-100},{-116}{-102},{-116}{-100}A{-116}{-1}
  11 .{-97}A{-116}{-93},{-122}{-93}!{-122}{-102},{-116}{-102}{15}{-122}{-102}!{-122}{-102}{15}{-116}{-93},{-122}{-89}A{-122}{-93},{-116}{-86}Y{-122}{-81}d {-122}{-86}Y{-116}{-102}Y{-116}{-102}A{-116}{-100}A{-116}{-100},{-116}{-99},{-116}{-99}!{-116}{-97}!{-116}{-97}{15}{-116}{-93}{15}{-116}{-93}{1}{-116}{-89}{1}{-116}{-89}{-14}{-116}{-86}{-14}{-116}{-86}{-21}{-116}{-81}{-14}{-116}{-81}{1}{-116}{-86}{15}{-122}{-89}{15}{-122}{-86}{-21}{-116}{-1}
  12 .{-93}{-21}{-122}{-89}{-21}{-122}{-93}{-21}{-116}{-86}{-57}{-122}{-81}{-48}{-122}{-86}{-57}{-116}{-75}{-43}{-122}{-71}{-33}{-122}{-75}{-43}{-116}{-75}{-65}{-116}{-81}{-65}{-116}{-81}{-48}{-116}{-89}{-48}{-116}{-89}{-33}{-116}{-93}{-33}{-116}{-93}{-48}{-122}{-93}{-43}{-122}{-100}{-48}{-116}{-100}{-33}{-116}{-105}{-14}{-116}{-105}{15}{-116}{-71}{15}{-116}{-71}{-57}{-116}{-75}{-57}{-116}{-75}{-43}{-116}{-86}{-43}{-116}{-86}{-21}{-116}{-89}{-21}{-116}{-89}{-43}{-122}{-89}{-33}{-122}{-97}{-43}{-116}{-97}{-21}{-116}{-1}
  13 .{-102}{1}{-116}{-102}!{-116}{-65}!{-116}{-65}{-48}{-116}{-81}{-48}{-116}{-81}{-33}{-116}{-89}{-33}{-116}{-89}{-14}{-116}{-93}{-14}{-116}{-93}{-65}{-116}{-97}{-65}{-116}{-97}{-57}{-116}{-100}{-57}{-116}{-100}{-48}{-116}{-102}{-48}{-116}{-102}{-43}{-116}{-97}{-43}{-116}{-97}{-33}{-116}{-89}{-33}{-116}{-89}{-21}{-116}{-105}{-14}{-116}{-105}{-48}{-122}{-105}{-43}{-122}{-105}{-48}{-116}{-105}{-14}{-122}{-105}{1}{-122}{-105}{-14}{-116}{-105}{-43}{-122}{-105}{-33}{-122}{-105}{-43}{-116}{-102}{-43}{-116}{-100}{-48}{-116}{-1}
  14 .{-97}{-48}{-116}{-93}{-57}{-116}{-89}{-57}{-116}{-86}{-21}{-116}{-75}{-21}{-122}{-71}{-21}{-122}{-75}{-128}{-116}{-86}{-75}{-122}{-81}{-75}{-122}{-86}{-57}{-116}{-93}{-43}{-122}{-89}{-43}{-122}{-93}{-21}{-116}{-86}{-57}{-122}{-81}{-57}{-122}{-86}{-43}{-116}{-93}{-21}{-122}{-89}{-21}{-122}{-93}{15}{-116}{-102},{-122}{-100},{-122}{-102}Y{-116}{-93}Y{-116}{-86}Y{-116}{-75}Y{-116}{-128}{-21}{-103}{-1}012345678901234567
 100 clear ;BC=rnd ((3)-1)+rnd (32)mul 8;FC=BC+4+rnd (32)mul 8
 110 L=12;T=2;NT=0;CY=0;print "   TWO PART INVENTION #6
 140 if C>-23188goto 160
:return ;NT=0;goto 100
>
CY=39
   1 .{-128}{-21}{-122}{-128}{-14}{-122}{-128}{-21}{-116}{-93}Y{-116}{-89}Y{-116}{-84}{-128}{-116}{-81}{-128}{-116}{-84}{-128}{-116}{-75}{-128}{-116}{-93}{-128}{-122}{-89}{-128}{-122}{-93}{-128}{-116}{-93}{-57}{-116}{-93}{-48}{-116}{-102}{-38}{-122}{-100}{-38}{-122}{-102}{-33}{-116}{-102}{-38}{-116}{-105}{-21}{-116}{-100}{-57}{-122}{-102}{-57}{-122}{-100}{-57}{-116}{-105}{15}{-116}{-102}{15}{-116}{-100}{-128}{-116}{-97}{-128}{-116}{-100}{-128}{-116}{-93}{-128}{-116}{-111}{-128}{-103}{-109}{-81}{-116}{-106}{-75}{-116}{-105}{-71}{-122}{-1}
   2 .{-106}{-71}{-122}{-105}{-65}{-122}{-106}{-65}{-122}{-105}{-71}{-116}{-102}{-57}{-122}{-105}{-57}{-122}{-106}{-75}{-103}{-111}{-21}{-116}{-109}{-21}{-116}{-106}{-128}{-116}{-105}{-128}{-116}{-106}{-128}{-116}{-102}{-128}{-116}{-112}{-128}{-103}{-112}{-75}{-116}{-111}{-68}{-116}{-109}{-61}{-116}{-106}{-57}{-116}{-105}{-61}{-116}{-102}{-48}{-116}{-105}{-68}{-103}{-109}{-8}{-116}{-106}{-8}{-116}{-105}{-128}{-116}{-102}{-128}{-116}{-105}{-128}{-116}{-99}{-128}{-116}{-111}{-128}{-103}{-111}{-68}{-116}{-109}{-61}{-116}{-106}{-57}{-116}{-105}{-48}{-116}{-1}
   3 .{-102}{-57}{-116}{-99}{-38}{-116}{-102}{-61}{-116}{-105}{-61}{-116}{-102}{-61}{-116}{-99}{-57}{-116}{-95}{-48}{-116}{-93}{-38}{-116}{-89}{-33}{-116}{-84}{-21}{-116}{-95}{-48}{-116}{-93}{-48}{-116}{-89}{-48}{-116}{-93}{-38}{-116}{-95}{-33}{-116}{-99}{-21}{-116}{-102}{-8}{-116}{-105}{9}{-116}{-106}{15}{-116}{-105}{15}{-116}{-102}{15}{-116}{-99}{9}{-116}{-106}{15}{-122}{-105}{15}{-122}{-106}!{-116}{-106}5{-116}A{-106}{-116}{-106}Y{-116}{-105}Y{-116}{-102}{9}{-116}{-105}{9}{-116}{-8}{-105}{-122}{-1}
   4 .{-8}{-106}{-122}{-8}{-105}{-116}for {-105}{-116}for {-106}{-116}{-106}5{-103}{-99}5{-116}{-95}5{-116}{-93}{-128}{-116}{-89}{-128}{-116}{-93}{-128}{-116}{-84}{-128}{-116}{-99}{-128}{-122}{-102}{-128}{-122}{-99}{-128}{-122}{-102}{-128}{-122}{-99}5{-122}{-102}5{-122}{-99}!{-122}{-102}!{-122}{-99}{15}{-122}{-102}{15}{-122}{-99}!{-122}{-102}!{-122}{-99}{15}{-122}{-102}{15}{-122}{-99}5{-122}{-102}5{-122}{-99}{-8}{-116}{-99}{1}{-116}{-99}{-8}{-116}{-99}{-21}{-116}{-99}{-33}{-116}{-1}
CY=39
   5 .{-99}{-21}{-116}{-99}{-33}{-116}{-99}{-8}{-116}{-99}{-38}{-116}{-99}{-33}{-116}{-99}{-38}{-116}{-99}{-48}{-116}{-99}{-57}{-116}{-99}{-48}{-116}{-99}{-57}{-116}{-99}{-33}{-116}{-38}{-99}{-116}{-33}{-99}{-116}{-38}{-99}{-116}{-102}{-21}{-116}{-97}{-48}{-122}{-99}{-48}{-122}{-97}{-48}{-116}{-97}!{-116}{-99}!{-116}{-8}{-99}{-103}{-89}for {-116}{-84}for {-116}{-81}{-128}{-116}{-75}{-128}{-116}{-81}{-128}{-116}{-68}{-128}{-116}{-95}{-128}{-122}{-93}{-128}{-122}{-95}{-128}{-116}{-95}{-48}{-116}{-93}{-38}{-116}{-1}
   6 .{-95}{-33}{-116}{-95}{-21}{-116}{-95}{-33}{-116}{-99}{-8}{-116}{-93}{-38}{-122}{-95}{-38}{-122}{-93}{-48}{-116}{-38}{-93}{-116}{-33}{-93}{-116}{-102}{-21}{-122}{-99}{-21}{-122}{-102}{-8}{-116}{-102}{-21}{-116}{1}{-102}{-116}{-102}{-33}{-116}{-106}{-33}{-116}{-105}{25}{-116}{-102}{25}{-116}{-99}{15}{-116}{-97}{15}{-116}{-99}5{-116}{-93}5{-116}{-91}A{-103}{-105}A{-116}{-102}A{-116}{-99}{-128}{-116}{-97}{-128}{-116}{-99}{-57}{-116}{-93}{-48}{-116}{-102}{-38}{-116}{-102}{-33}{-116}{-111}{-38}{-116}{-1}
   7 .{-109}{-21}{-116}{-106}{-68}{-116}{-105}{-68}{-116}{-106}{-68}{-116}{-102}{-75}{-116}{-110}{-65}{-103}{-97}{-84}{-116}{-97}{-81}{-116}{-105}{-75}{-116}{-105}{-68}{-116}{-91}{-75}{-116}{-91}{-65}{-116}{-93}{-68}{-116}{-93}{-65}{-116}{-93}{-68}{-116}{-97}{-57}{-116}{-81}{-97}{-122}{-81}{-99}{-122}{-81}{-97}{-116}{-33}{-97}{-116}{-33}{-93}{-116}{-93}{-57}{-116}{-93}{-61}{-116}{-99}{-57}{-116}{-99}{-48}{-116}{-75}{-43}{-116}{-75}{-33}{-116}{-99}{-43}{-116}{-99}{-21}{-116}{-95}{-48}{-116}{-95}{-57}{-116}{-89}{-48}{-116}{-1}
   8 .{-89}{-38}{-116}{-68}{-33}{-116}{-68}{-21}{-116}{-95}{-33}{-116}{-95}{-8}{-116}{-93}{-38}{-116}{-93}{-48}{-116}{-99}{-38}{-116}{-99}{-33}{-116}{-106}{-21}{-116}{-106}{-8}{-116}{-93}{-21}{-116}{-93}{1}{-116}{-89}{-14}{-116}{-89}{1}{-116}{-105}{-14}{-116}{-105}{15}{-116}{-84}{-21}{-116}{-84}{-14}{-116}{-102}{-21}{-116}{-102}Y{-116}{-100}{15}{-122}{-102}{9}{-122}{-100}{15}{-122}{-100}{9}{-122}{-105}{15}{-122}{-105}{9}{-122}{-102}{15}{-122}{-102}{9}{-122}{-100}{15}{-122}{-100}{9}{-122}{-97}{15}{-122}{-1}
CY=39
   9 .{-97}{9}{-122}{-93}{15}{-122}{-93}{9}{-122}{-89}{15}{-122}{-89}{9}{-122}{-84}{15}{-116}{-81}{15}{-116}{-84}{15}{-116}{-93}{15}{-116}{-102}{15}{-116}{-93}{15}{-116}{-89}{15}{-116}{-84}{15}{-116}{-81}{15}{-116}{-75}{15}{-116}{-81}{15}{-116}{-89}{15}{-116}{-99}{15}{-116}{-89}{15}{-116}{-84}{15}{-116}{-81}{15}{-116}{15}{-75}{-116}{15}{-71}{-116}{15}{-75}{-116}{15}{-84}{-116}{15}{-95}{-116}{15}{-84}{-116}{15}{-81}{-116}{15}{-75}{-116}{15}{-71}{-116}{15}{-65}{-116}{15}{-71}{-116}{-1}
  10 .{15}{-81}{-116}{-93}{15}{-116}{-93}{-61}{-116}{-57}{-93}{-116}{-48}{-93}{-116}{-93}{-38}{-116}{-93}{-33}{-116}{-93}{-38}{-116}{-93}{-57}{-116}{-93}{-75}{-116}{-100}{-57}{-116}{-102}{-48}{-116}{-106}{-38}{-116}{-89}{-33}{-116}{-89}{-21}{-116}{-89}{-33}{-116}{-89}{-48}{-116}{-89}{-71}{-116}{-97}{-48}{-116}{-100}{-38}{-116}{-105}{-33}{-116}{-84}{-21}{-116}{-84}{-14}{-116}{-84}{-21}{-116}{-84}{-38}{-116}{-84}{-61}{-116}{-93}{-33}{-116}{-100}{-33}{-116}{-102}{-21}{-116}{-81}{-14}{-116}{-89}{-14}{-116}{-93}{15}{-116}{-1}
  11 .{-95}{15}{-116}{-71}{-128}{-116}{-81}{-128}{-116}{-84}{-128}{-116}{-89}{-128}{-116}{-57}{-128}{-116}{-57}{-38}{-116}{-89}{-33}{-116}{-89}{-21}{-116}{-89}{-14}{-116}{-81}{1}{-116}{-93}{-8}{-116}{-81}{15}{-116}{-84}{-21}{-116}{-84}{-8}{-116}{-75}{9}{-116}{-75}{15}{-116}{-95}!{-122}{-93}!{-122}{-95}5{-116}{-95}!{-116}A{-95}{-116}{-95}5{-122}{-99}5{-122}{-95}!{-116}{-93}!{-116}{-93}A{-116}{-106}Y{-116}{-106}for {-116}{-106}Y{-116}{9}{-106}{-116}{-106}!{-116}{-1}
  12 .{-109}5{-116}{-106}!{-116}{-105}A{-116}{15}{-105}{-122}{15}{-106}{-122}{-105}!{-116}{-105}{15}{-116}{-102}5{-116}{9}{-102}{-116}{9}{-99}{-116}{9}{-95}{-116}{9}{-93}{-116}{9}{-89}{-116}{9}{-84}{-116}{9}{-89}{-116}{9}{-81}{-116}{9}{-100}{-116}{-61}{-100}{-116}{-81}{-57}{-116}{-81}{-48}{-116}{-93}{-38}{-116}{-93}{-33}{-116}{-93}{-38}{-116}{-95}{-21}{-116}{-89}{-14}{-122}{-93}{-14}{-122}{-89}{-14}{-116}{-89}{-21}{-116}{-84}{-21}{-116}{-81}{-57}{-122}{-84}{-57}{-122}{-81}{-57}{-116}{-1}
CY=39
  13 .{-81}{15}{-116}{-75}{15}{-116}Y{-75}I12849 3456789012345678901234567834567890123456789012345678901234567890123456789012345
 110 L=12;T=1;NT=0;CY=0;print "   TWO PART INVENTION #7
 140 if C>-23358goto 160
:return ;goto 100
>
CY=39
   1 .{-78}{-128}{-116}{-78}{-128}{-116}{-89}{-128}{-116}{-89}{-128}{-116}{-78}{-128}{-116}{-78}{-128}{-116}{-95}{-128}{-116}{-95}{-128}{-116}{-78}{-128}{-116}{-78}{-128}{-116}{-104}{-128}{-116}{-104}{-128}{-116}{-102}{-27}{-116}{-99}{-27}{-116}{-95}{-48}{-116}{-99}{-48}{-116}{-95}{-27}{-116}{-91}{-27}{-116}{-89}{-61}{-116}{-91}{-61}{-116}{-89}{-27}{-116}{-84}{-27}{-116}{-78}{-128}{-116}{-78}{-128}{-116}{-89}{-75}{-116}{-89}{-68}{-116}{-95}{-61}{-116}{-95}{-68}{-116}{-89}{-61}{-116}{-89}{-53}{-116}{-104}{-48}{-116}{-104}{-53}{-116}{-1}
   2 .{-95}{-48}{-116}{-95}{-38}{-116}{-109}{-27}{-116}{-112}{-27}{-116}{-110}{-48}{-116}{-112}{-48}{-116}{-109}{-61}{-116}{-112}{-61}{-116}{-110}{-48}{-116}{-112}{-48}{-116}{-109}{-78}{-116}{-112}{-78}{-116}{-110}{-61}{-116}{-112}{-61}{-116}{-104}{-89}{-116}{-109}{-95}{-116}{-106}{-91}{-116}{-109}{-95}{-116}{-104}{-89}{-116}{-109}{-95}{-116}{-106}{-91}{-116}{-109}{-95}{-116}{-104}{-89}{-116}{-109}{-95}{-116}{-106}{-91}{-116}{-109}{-95}{-116}{-99}{-78}{-116}{-104}{-89}{-116}{-102}{-84}{-116}{-104}{-89}{-116}{-99}{-78}{-116}{-104}{-89}{-116}{-1}
   3 .{-102}{-84}{-116}{-104}{-89}{-116}{-99}{-78}{-116}{-104}{-89}{-116}{-102}{-84}{-116}{-104}{-89}{-116}{-93}{-68}{-116}{-93}{-78}{-117}{-84}{-75}{-116}{-84}{-78}{-116}{-99}{-68}{-116}{-99}{-78}{-116}{-93}{-75}{-116}{-93}{-78}{-116}{-104}{-68}{-116}{-104}{-78}{-116}{-99}{-75}{-116}{-99}{-78}{-116}{-106}{-57}{-116}{-109}{-57}{-116}{-106}{-38}{-116}{-104}{-38}{-116}{-102}{-61}{-116}{-104}{-61}{-116}{-102}{-38}{-116}{-99}{-38}{-116}{-95}{-75}{-116}{-99}{-75}{-116}{-95}{-61}{-116}{-91}{-61}{-116}{-89}{-78}{-116}{-89}{-84}{-116}{-1}
   4 .{-99}{-78}{-116}{-95}{-75}{-116}{-93}{-68}{-116}{-95}{-75}{-116}{-93}{-68}{-116}{-89}{-61}{-116}{-84}{-57}{-116}{-89}{-61}{-116}{-84}{-57}{-116}{-78}{-48}{-116}{-75}{-38}{-116}{-78}{-38}{-116}{-75}{-61}{-116}{-68}{-57}{-116}{-61}{-48}{-116}{-61}{-57}{-116}{-95}{-48}{-116}{-93}{-38}{-116}{-95}{-27}{-116}{-95}{-38}{-116}{-75}{-27}{-116}{-75}{-21}{-116}{-78}{-8}{-116}{-78}{-21}{-116}{-95}{-8}{-116}{-95}{-21}{-116}{-75}{-38}{-116}{-75}{-27}{-116}{-95}{-21}{-116}{-95}{-27}{-116}{-68}{-38}{-116}{-68}{-38}{-116}{-1}
CY=39
   5 .{-93}5{-116}{-93}5{-116}{-95}{-128}{-116}{-95}{-128}{-116}{-95}{9}{-116}{-95}{9}{-116}{-128}{-21}{-116}{-128}{-21}{-116}{-128}{9}{-116}{-128}{9}{-116}{-128}{-38}{-116}{-128}{-38}{-116}{-128}{9}{-116}{-128}{9}{-116}{-128}{-61}{-116}{-128}{-61}{-116}{-95}{-57}{-116}{-95}{-48}{-116}{-102}{-38}{-116}{-102}{-48}{-116}{-95}{-38}{-116}{-95}{-27}{-116}{-106}{-21}{-116}{-106}{-27}{-116}{-95}{-21}{-116}{-95}{-8}{-116}{-112}{9}{-116}{-112}{9}{-116}{-111}{-21}{-116}{-109}{-21}{-116}{-106}{-38}{-116}{-109}{-38}{-116}{-1}
   6 .{-106}{-21}{-116}{-104}{-21}{-116}{-102}{-61}{-116}{-104}{-61}{-116}{-102}{-38}{-116}{-99}{-38}{-116}{-95}{-71}{-116}{-91}{-71}{-116}{-95}{-33}{-116}{-109}{-33}{-116}{-95}{-71}{-116}{-109}{-71}{-116}{-91}{-33}{-116}{-109}{-33}{-116}{-95}{-71}{-116}{-109}{-71}{-116}{-89}{-33}{-116}{-109}{-33}{-116}{-91}{-38}{-116}{-91}{-38}{-116}{-84}{-27}{-116}{-84}{-14}{-116}{-91}{-8}{-116}{-91}{-14}{-116}{-84}{-8}{-116}{-84}{9}{-116}{-99}{25}{-116}{-99}{9}{-116}{-84}{25}{-116}{-84}!{-116}{-106}5{-116}{-106}5{-116}{-1}
   7 .{-104}{-38}{-116}{-100}{-38}{-116}{-99}{-53}{-116}{-100}{-53}{-116}{-99}{-38}{-116}{-95}{-38}{-116}{-91}{-68}{-116}{-95}{-68}{-116}{-91}{-38}{-116}{-89}{-38}{-116}{-84}{-128}{-116}{-84}{-128}{-116}{-91}{-78}{-116}{-91}{-71}{-116}{-99}{-68}{-116}{-99}{-71}{-116}{-91}{-68}{-116}{-91}{-61}{-116}{-106}{-53}{-116}{-106}{-61}{-116}{-99}{-53}{-116}{-99}{-48}{-116}{-110}{-38}{-116}{-110}{-27}{-116}{-97}{-38}{-116}{-97}{-75}{-116}{-110}{-38}{-116}{-110}{-75}{-116}{-97}{-27}{-116}{-97}{-75}{-116}{-110}{-38}{-116}{-110}{-75}{-116}{-1}
   8 .{-97}{-21}{-116}{-97}{-75}{-116}{-99}{-27}{-116}{-99}{-21}{-116}{-89}{-27}{-116}{-89}{-68}{-116}{-104}{-27}{-116}{-104}{-68}{-116}{-99}{-21}{-116}{-99}{-68}{-116}{-109}{-27}{-116}{-109}{-68}{-116}{-104}{-8}{-116}{-104}{-68}{-116}{-106}{-53}{-116}{-104}{-53}{-116}{-106}{-38}{-116}{-110}{-38}{-116}{-89}{-21}{-116}{-110}{-21}{-116}{-99}{-38}{-116}{-110}{-38}{-116}{-102}{9}{-116}{-110}{9}{-116}{-95}{-21}{-116}{-110}{-21}{-116}{-104}{-48}{-116}{-102}{-48}{-116}{-104}{-27}{-116}{-109}{-27}{-116}{-93}{-8}{-116}{-109}{-8}{-116}{-1}
CY=39
   9 .{-97}{-27}{-116}{-109}{-27}{-116}{-99}{15}{-116}{-109}{15}{-116}{-93}{-8}{-116}{-109}{-8}{-116}{-102}{-38}{-116}{-99}{-38}{-116}{-102}{-21}{-116}{-106}{-21}{-116}{-89}{1}{-116}{-106}{1}{-116}{-93}{-21}{-116}{-106}{-21}{-116}{-97}!{-116}{-106}!{-116}{-89}{1}{-116}{-106}{1}{-116}{-104}for {-116}{-104}{-8}{-116}{-99}{9}{-116}{-99}{-8}{-116}{-91}5{-116}{-91}{-8}{-116}{-99}!{-116}{-99}{-8}{-116}{-84}{25}{-116}{-84}{-8}{-116}{-104}5{-116}{-104}{-8}{-116}{-102}{9}{-116}{-102}{9}{-116}{-1}
  10 .{-95}{25}{-116}{-95}{9}{-116}{-89}N{-116}{-89}{9}{-116}{-95}5{-116}{-95}{9}{-116}{-78}!{-116}{-78}{9}{-116}{-100}N{-116}{-100}{9}{-116}{-99}{25}{-116}{-104}{25}{-116}{-100}{-8}{-116}{-104}{-8}{-116}{-99}{-27}{-116}{-104}{-27}{-116}{-100}{-8}{-116}{-104}{-8}{-116}{-99}{-53}{-116}{-104}{-53}{-116}{-100}{-27}{-116}{-104}{-27}{-116}{-91}{-68}{-116}{-99}{-78}{-116}{-95}{-71}{-116}{-99}{-78}{-116}{-91}{-68}{-116}{-99}{-78}{-116}{-95}{-71}{-116}{-99}{-78}{-116}{-91}{-68}{-116}{-99}{-78}{-116}{-1}
  11 .{-95}{-71}{-116}{-99}{-78}{-116}{-84}{-53}{-116}{-91}{-68}{-116}{-89}{-61}{-116}{-91}{-68}{-116}{-84}{-53}{-116}{-91}{-68}{-116}{-89}{-61}{-116}{-91}{-68}{-116}{-84}{-53}{-116}{-91}{-68}{-116}{-89}{-61}{-116}{-91}{-68}{-116}{-75}{-38}{-116}{-75}{-53}{-116}{-61}{-48}{-116}{-61}{-53}{-116}{-84}{-38}{-116}{-84}{-53}{-116}{-75}{-48}{-116}{-75}{-53}{-116}{-91}{-38}{-116}{-91}{-53}{-116}{-84}{-48}{-116}{-84}{-53}{-116}{-95}{-21}{-116}{-99}{-21}{-116}{-95}{9}{-116}{-91}{9}{-116}{-89}{-27}{-116}{-91}{-27}{-116}{-1}
  12 .{-89}{9}{-116}{-84}{9}{-116}{-78}{-48}{-116}{-84}{-48}{-116}{-78}{-27}{-116}{-71}{-27}{-116}{-68}{-53}{-116}{-68}{-61}{-116}{-84}{-53}{-116}{-78}{-48}{-116}{-75}{-38}{-116}{-78}{-48}{-116}{-75}{-38}{-116}{-68}{-27}{-116}{-61}{-21}{-116}{-68}{-27}{-116}{-61}{-21}{-116}{-53}{-8}{-116}{-48}{9}{-116}{-53}{9}{-116}{-48}{-27}{-116}{-38}{-21}{-116}{-27}{-8}{-116}{-27}{-21}{-116}{-78}{-8}{-116}{-75}{9}{-116}{-78}{25}{-116}{-78}{9}{-116}{-48}{25}{-116}{-48}!{-116}{-53}5{-116}{-53}!{-116}{-1}
CY=39
  13 .{-78}5{-116}{-78}N{-116}{-48}{9}{-116}{-48}{25}{-116}{-78}!{-116}{-78}{25}{-116}{-38}{9}{-116}{-38}{9}{-116}{-75}{9}{-116}{-75}{9}{-116}{-78}N{-116}{-78}N{-116}{-78}N{-116}{-78}N{-116}{-1}456789012345678901234567890123456789012345678901234567
 110 L=12;T=1;NT=0;CY=0;print "   TWO PART INVENTION #8
 140 if C>-23325goto 160
:return ;goto 100
>
CY=39
   1 .{-95}N{-116}{-91}N{-116}{-86}{-27}{-116}{-84}{-27}{-116}{-86}{-27}{-116}{-86}{-38}{-116}{-78}{-43}{-116}{-78}{-38}{-116}{-97}{-27}{-116}{-97}{-14}{-116}{-97}{1}{-116}{-97}{9}{-116}{-97}{25}{-116}{-95}{25}{-116}{-91}{-38}{-116}{-89}{-38}{-116}{-91}{-38}{-116}{-91}{-43}{-116}{-84}{-53}{-116}{-84}{-43}{-116}{-102}{-38}{-116}{-102}{-27}{-116}{-102}{-21}{-116}{-102}{-8}{-116}{-102}{9}{-116}{-104}{-8}{-116}{-106}{-21}{-116}{-108}{-27}{-116}{-110}{-38}{-116}{-110}{-43}{-116}{-106}{-53}{-116}{-102}{-38}{-116}{-1}
   2 .{-97}{-27}{-116}{-95}{-21}{-116}{-95}{-27}{-116}{-95}{-21}{-116}{-91}{-27}{-116}{-86}{-27}{-116}{-84}{-27}{-116}{-86}{-27}{-116}{-91}{-128}{-116}{-97}{9}{-116}{-95}{-8}{-116}{-91}{-21}{-116}{-86}{-27}{-116}{-84}{-38}{-116}{-78}{-43}{-116}{-75}{-53}{-116}{-86}{-61}{-116}{-86}{-53}{-116}{-104}{-43}{-116}{-104}{-38}{-116}{-104}{-43}{-116}{-106}{-43}{-116}{-108}{-27}{-116}{-106}{-27}{-116}{-104}{-65}{-116}{-100}{-65}{-116}{-97}{-65}{-116}{-95}{-65}{-116}{-91}{-65}{-116}{-91}{-61}{-116}{-106}{-53}{-116}{-106}{-48}{-116}{-1}
   3 .{-106}{-53}{-116}{-108}{-53}{-116}{-110}{-38}{-116}{-108}{-38}{-116}{-106}{-75}{-116}{-104}{-75}{-116}{-102}{-75}{-116}{-99}{-75}{-116}{-95}{-75}{-116}{-99}{-78}{-116}{-102}{-84}{-116}{-104}{-86}{-116}{-106}{-91}{-116}{-108}{-91}{-116}{-110}{-84}{-116}{-106}{-75}{-116}{-104}{-65}{-116}{-102}{-65}{-116}{-104}{-61}{-116}{-102}{-61}{-116}{-104}{-53}{-116}{-104}{-43}{-116}{-95}{-38}{-116}{-95}{-43}{-116}{-95}{-53}{-116}{-91}{-65}{-116}{-86}{-61}{-116}{-84}{-53}{-116}{-78}{-43}{-116}{-75}{-38}{-116}{-86}{-27}{-116}{-84}{-21}{-116}{-1}
   4 .{-95}{-43}{-116}{-91}{-43}{-116}{-86}{-27}{-116}{-84}{-27}{-116}{-86}{-27}{-116}{-86}{-38}{-116}{-78}{-43}{-116}{-78}{-38}{-116}{-108}{-27}{-116}{-108}{-14}{-116}{-108}{1}{-116}{-108}{9}{-116}{-108}{15}{-116}{-106}{15}{-116}{-104}{-43}{-116}{-102}{-43}{-116}{-104}{-43}{-116}{-104}{-38}{-116}{-99}{-27}{-116}{-99}{-14}{-116}{-93}{-8}{-116}{-93}{9}{-116}{-93}{15}{-116}{-93}!{-116}{-91}5{-116}{-95}!{-116}{-99}{15}{-116}{-100}{9}{-116}{-104}{-8}{-116}{-104}{-14}{-116}{-99}{-27}{-116}{-93}{-8}{-116}{-1}
CY=39
   5 .{-86}{9}{-116}{-86}{15}{-116}{-84}{9}{-116}{-84}{15}{-116}{-84}{-14}{-116}{-78}{-14}{-116}{-71}{-61}{-116}{-68}{-61}{-116}{-71}{-61}{-116}{-71}{-68}{-116}{-61}{-71}{-116}{-61}{-68}{-116}{-100}{-61}{-116}{-100}{-53}{-116}{-100}{-43}{-116}{-100}{-38}{-116}{-100}{-33}{-116}{-99}{-33}{-116}{-95}{-71}{-116}{-93}{-71}{-116}{-95}{-71}{-116}{-95}{-68}{-116}{-89}{-61}{-116}{-89}{-53}{-116}{-105}{-48}{-116}{-105}{-38}{-116}{-105}{-33}{-116}{-105}{-21}{-116}{-104}{-8}{-116}{-106}{-21}{-116}{-109}{-33}{-116}{-110}{-38}{-116}{-1}
   6 .{-112}{-48}{-116}{-112}{-53}{-116}{-109}{-61}{-116}{-105}{-48}{-116}{-100}{-38}{-116}{-100}{-33}{-116}{-99}{-38}{-116}{-99}{-33}{-116}{-93}{-38}{-116}{-93}{-48}{-116}{-93}{-57}{-116}{-93}{-61}{-116}{-93}{-68}{-116}{-93}{-71}{-116}{-78}{-93}{-116}{-68}{-93}{-116}{-95}{-71}{-127}{-93}{-71}{-127}{-95}{-61}{-116}{-95}{-68}{-116}{-95}{-71}{-116}{-95}{-78}{-127}{-97}{-78}{-127}{-95}{-84}{-127}{-93}{-84}{-127}{-95}{-86}{-116}{-99}{-78}{-116}{-95}{-84}{-127}{-99}{-84}{-127}{-102}{-68}{-127}{-99}{-68}{-127}{-102}{-71}{-127}{-1}
   7 .{-99}{-71}{-127}{-102}{-78}{-127}{-99}{-78}{-127}{-102}{-38}{-127}{-99}{-38}{-127}{-102}{-78}{-127}{-99}{-78}{-127}{-95}{-71}{-116}{-95}{-68}{-116}{-95}{-71}{-116}{-95}{-27}{-116}{-95}{-14}{-116}{-95}{-8}{-116}{-95}{-14}{-116}{-99}{-14}{-116}{-100}{9}{-116}{-99}{9}{-116}{-95}{-43}{-116}{-91}{-43}{-116}{-86}{-43}{-116}{-84}{-43}{-116}{-78}{-43}{-116}{-78}{-38}{-116}{-99}{-27}{-116}{-99}{-21}{-116}{-99}{-27}{-116}{-100}{-27}{-116}{-104}{-8}{-116}{-100}{-8}{-116}{-99}{-57}{-116}{-95}{-57}{-116}{-93}{-57}{-116}{-1}
   8 .{-89}{-57}{-116}{-84}{-57}{-116}{-89}{-61}{-116}{-93}{-68}{-116}{-95}{-71}{-116}{-99}{-78}{-116}{-100}{-78}{-116}{-104}{-68}{-116}{-99}{-57}{-116}{-95}{-43}{-116}{-93}{-43}{-116}{-95}{-38}{-116}{-93}{-38}{-116}{-106}{-27}{-116}{-106}{-14}{-116}{-106}{-8}{-116}{-106}{-14}{-116}{-106}{-27}{-116}{-104}{-43}{-116}{-100}{-38}{-116}{-99}{-27}{-116}{-95}{-14}{-116}{-95}{-8}{-116}{-95}{9}{-116}{-95}{25}{-116}{-95}!{-116}{-91}!{-116}{-89}{-61}{-116}{-84}{-61}{-116}{-89}{-61}{-116}{-89}{-53}{-116}{-78}{-48}{-116}{-1}
CY=39
   9 .{-78}{-38}{-116}{-100}{-27}{-116}{-100}{-14}{-116}{-100}{1}{-116}{-100}{9}{-116}{-100}{25}{-116}{-97}{25}{-116}{-95}{1}{-116}{-97}{1}{-116}{-100}{-27}{-116}{-105}{-27}{-116}{-104}{-48}{-116}{-100}{-48}{-116}{-97}{-53}{-116}{-95}{-53}{-116}{-91}{-53}{-116}{-86}{-53}{-116}{-84}{-53}{-116}{-84}{-43}{-116}{-110}{-38}{-116}{-110}{-27}{-116}{-38}{-110}{-116}{-38}{-108}{-116}{-106}{-14}{-116}{-104}{-14}{-116}{-100}{-65}{-116}{-97}{-65}{-116}{-95}{-65}{-116}{-91}{-65}{-116}{-86}{-65}{-116}{-86}{-61}{-116}{-95}{-53}{-116}{-1}
  10 .{-95}{-61}{-116}{-100}{-65}{-116}{-100}{-78}{-116}{-106}{-71}{-116}{-106}{-65}{-116}{-108}{-61}{-116}{-108}{-53}{-116}{-108}{-43}{-116}{-108}{-38}{-116}{-108}{-27}{-116}{-106}{-27}{-116}{-104}{-78}{-116}{-100}{-78}{-116}{-97}{-78}{-116}{-91}{-71}{-116}{-108}{-65}{-116}{-108}{-61}{-116}{-106}{-53}{-116}{-106}{-43}{-116}{-106}{-38}{-116}{-106}{-53}{-116}{-106}{-14}{-116}{-104}{-14}{-116}{-100}{-71}{-116}{-97}{-71}{-116}{-93}{-71}{-116}{-86}{-65}{-116}{-105}{-61}{-116}{-105}{-53}{-116}{-104}{-43}{-116}{-104}{-33}{-116}{-104}{-27}{-116}{-1}
  11 .{-104}{-43}{-116}{-104}{1}{-116}{-100}{1}{-116}{-97}{-65}{-116}{-95}{-65}{-116}{-91}{-65}{-116}{-86}{-61}{-116}{-84}{-53}{-116}{-86}{-43}{-116}{-91}{-38}{-116}{-91}{-27}{-116}{-91}{-21}{-116}{-91}{-38}{-116}{-91}{9}{-116}{-86}{9}{-116}{-84}{9}{-116}{-78}{9}{-116}{-75}{9}{-116}{-78}{-8}{-116}{-84}{-21}{-116}{-86}{-27}{-116}{-91}{-38}{-116}{-95}{-43}{-116}{-97}{-53}{-116}{-91}{-38}{-116}{-95}{-43}{-116}{-91}{-53}{-116}{-86}{-61}{-116}{-84}{-61}{-116}{-86}{-61}{-116}{-86}{-53}{-116}{-78}{-43}{-116}{-1}
  12 .{-78}{-38}{-116}{-97}{-27}{-116}{-97}{-14}{-116}{-97}{1}{-116}{-97}{9}{-116}{-97}{25}{-116}{-95}{9}{-116}{-91}{1}{-116}{-89}{1}{-116}{-91}{1}{-116}{-91}{9}{-116}{-84}{25}{-116}{-84},{-116}{-102}5{-116}{-102}N{-116}{-102}Y{-116}{-102}for {-116}{-102}{9}{-116}{-104}for {-116}{-106}Y{-116}{-108}N{-116}{-110}5{-116}{-110},{-116}{-106}{25}{-116}{-102}5{-116}{-97}N{-116}{-97}Y{-116}{-95}N{-116}{-95}Y{-116}{-91}N{-116}{-86}N{-116}{-84}N{-116}{-1}
CY=39
  13 .{-86}N{-116}{-91}{-128}{-116}{-97}{9}{-116}{-95}{-8}{-116}{-91}{-21}{-116}{-86}{-27}{-116}{-84}{-21}{-116}{-78}{-27}{-116}{-75}{-38}{-116}{-95}{-43}{-116}{-95}{-38}{-116}{-95}{-43}{-116}{-97}{-53}{-116}{-84}{-61}{-127}{-86}{-61}{-127}{-84}{-61}{-127}{-86}{-61}{-127}{-84}{-53}{-127}{-86}{-53}{-127}{-84}{-53}{-127}{-86}{-53}{-127}{-84}{-61}{-116}{-78}{9}{-116}{-78}NI13620 67890123456789012345
 110 L=12;T=1;NT=0;CY=0;print "   TWO PART INVENTION #9
 140 if C>-23295goto 160
:return ;goto 100
>
CY=39
   1 .{-84}{-128}{-103}{-93}{-128}{-103}{-99}{-128}{-103}{-93}{-128}{-103}{-84}{-128}{-103}{-99}{-128}{-103}{-93}{-128}{-103}{-84}{-128}{-103}{-106}{-128}{-103}{-105}{-8}{-116}{-106}{-8}{-116}{-105}{-33}{-103}{-99}{-48}{-103}{-109}{-33}{-103}{-105}{-8}{-103}{-99}{-48}{-103}{-109}{-33}{-103}{-105}{-8}{-103}{-99}{-61}{-103}{-106}{-57}{-116}{-106}{-61}{-116}{-99}{-57}{-103}{-93}{-38}{-103}{-104}{-68}{-103}{-99}{-57}{-103}{-93}{-38}{-103}{-104}{-68}{-103}{-99}{-57}{-103}{-93}{-38}{-103}{-102}{-61}{-103}{-95}{-75}{-103}{-89}{-61}{-103}{-1}
   2 .{-81}{-48}{-103}{-89}{-61}{-103}{-95}{-48}{-103}{-102}{-33}{-103}{-99}{-38}{-103}{-95}{-48}{-103}{-99}{-57}{-103}{-93}{-68}{-103}{-84}{-57}{-103}{-75}{-38}{-103}{-84}{-57}{-103}{-93}{-38}{-103}{-99}{-21}{-103}{-95}{-33}{-103}{-93}{-38}{-103}{-95}{-48}{-103}{-89}{-61}{-103}{-81}{-48}{-103}{-68}{-33}{-103}{-81}{-48}{-103}{-89}{-33}{-103}{-95}{-8}{-103}{-93}{-21}{-103}{-89}{-63}{-103}{-93}{-38}{-116}{-93}{-33}{-116}{-99}{-38}{-103}{-102}{-38}{-103}{-93}{-33}{-103}{-106}{-21}{-103}{-102}{-8}{-103}{-93}{-21}{-103}{-1}
   3 .{-106}{1}{-103}{-89}{-33}{-116}{-89}{-21}{-116}{-93}{-33}{-103}{-97}{-33}{-103}{-99}{-33}{-103}{-89}{-21}{-103}{-105}{-8}{-103}{-99}{1}{-103}{-89}{-8}{-103}{-105}{15}{-103}{-84}{-21}{-116}{-81}{-21}{-116}{-84}{-33}{-103}{-84}{-38}{-103}{-84}{-48}{-103}{-89}{-21}{-103}{-84}{-65}{-103}{-81}{-48}{-103}{-84}{-21}{-103}{-75}{-65}{-103}{-81}{-68}{-116}{-81}{-65}{-116}{-84}{-68}{-103}{-81}{-68}{-103}{-75}{-68}{-103}{-81}{-8}{-103}{-68}{-21}{-103}{-89}{-33}{-103}{-93}{-21}{-103}{-95}{-8}{-103}{-93}{-38}{-116}{-1}
   4 .{-93}{-33}{-116}{-95}{-38}{-103}{-93}{-38}{-103}{-89}{-38}{-103}{-93}{-21}{-103}{-84}{-33}{-103}{-102}{-38}{-103}{-105}{-33}{-103}{-106}{-21}{-103}{-97}{-48}{-116}{-97}{-38}{-116}{-99}{-48}{-103}{-95}{-48}{-103}{-93}{-48}{-103}{-95}{-38}{-103}{-89}{-33}{-103}{-106}{-21}{-103}{-109}{-8}{-103}{-111}{1}{-103}{-109}{-8}{-103}{-106}{-21}{-103}{-105}{-33}{-103}{-102}{-38}{-103}{-105}{-48}{-103}{-99}{-57}{-103}{-89}{-48}{-103}{-99}{-48}{-103}{-97}!{-103}{-99}{-8}{-116}{-97}{-8}{-116}{-99}{-33}{-103}{-99}{-48}{-103}{-1}
CY=39
   5 .{-128}{-33}{-103}{-128}{-8}{-103}{-128}{-48}{-103}{-128}{-33}{-103}{-128}{-8}{-103}{-128}{-68}{-103}{-89}{-65}{-116}{-89}{-68}{-116}{-97}{-65}{-103}{-102}{-65}{-103}{-97}{-48}{-103}{-89}{-48}{-103}{-102}{-48}{-103}{-97}{-128}{-103}{-89}{-128}{-103}{-106}{-128}{-103}{-105}{-8}{-116}{-106}{-8}{-116}{-105}{-8}{-103}{-105}{-48}{-103}{-99}{-33}{-103}{-99}{-8}{-103}{-99}{-48}{-103}{-128}{-33}{-103}{-128}{-8}{-103}{-128}{-61}{-103}{-84}{-57}{-116}{-84}{-61}{-116}{-93}{-57}{-103}{-99}{-57}{-103}{-93}{-38}{-103}{-84}{-38}{-103}{-1}
   6 .{-99}{-38}{-103}{-93}{-128}{-103}{-84}{-128}{-103}{-104}{-128}{-103}{-102}{9}{-116}{-102}{15}{-116}{-95}{9}{-103}{-89}{9}{-103}{-109}{9}{-103}{-102}{-8}{-103}{-95}{-21}{-103}{-89}A{-103}{-93}5{-103}{-95}!{-103}{-99}{15}{-116}{-99}!{-116}{-93}{15}{-103}{-84}{15}{-103}{-106}{15}{-103}{-99}{9}{-103}{-93}{-8}{-103}{-84}Y{-103}{-89}A{-103}{-93}5{-103}{-95}!{-116}{-99}!{-116}{-95}{9}{-116}{-99}{9}{-116}{-95}{-21}{-116}{-99}{-21}{-116}{-95}{-48}{-103}{-95}{-21}{-103}{-1}
   7 .{-95}{9}{-103}{-95}!{-103}{-95}{15}{-103}{-95}{9}{-103}{-8}{-95}{-103}{-33}{-95}{-103}{-48}{-95}{-103}{-68}{-95}{-103}{-48}{-95}{-103}{-33}{-95}{-103}{-95}{-8}{-116}{-99}{-8}{-116}{-95}{-21}{-116}{-99}{-21}{-116}{-95}{-33}{-116}{-99}{-33}{-116}{-93}{-38}{-116}{-95}{-38}{-116}{-93}{-57}{-116}{-95}{-57}{-116}{-93}{-68}{-116}{-95}{-68}{-116}{-93}{-84}{-103}{-93}{-68}{-103}{-93}{-57}{-103}{-93}{-38}{-103}{-93}{-48}{-103}{-93}{-57}{-103}{-21}{-93}{-103}{-38}{-93}{-103}{-57}{-93}{-103}{-75}{-93}{-103}{-1}
   8 .{-57}{-93}{-103}{-38}{-93}{-103}{-93}{-21}{-116}{-95}{-21}{-116}{-99}{-33}{-116}{-95}{-33}{-116}{-93}{-38}{-116}{-95}{-38}{-116}{-93}{9}{-116}{-93}{-8}{-116}{-102}{9}{-116}{-102}{-8}{-116}{-99}{9}{-116}{-99}{-8}{-116}{-95}{9}{-103}{-99}{9}{-103}{-93}{9}{-103}{-89}{9}{-103}{-93}{9}{-103}{-84}{9}{-103}{9}{-89}{-103}{9}{-95}{-103}{9}{-93}{-103}{9}{-89}{-103}{9}{-93}{-103}{9}{-84}{-103}{-81}{9}{-116}{-81}{-8}{-116}{-84}{9}{-116}{-84}{-8}{-116}{-75}{9}{-116}{-75}{-8}{-116}{-1}
CY=39
   9 .{-81}{9}{-116}{-84}{9}{-116}{-81}{-8}{-103}{-68}{-33}{-103}{-89}{-48}{-116}{-93}{-48}{-116}{-89}{-33}{-103}{-81}{-8}{-103}{-99}{9}{-116}{-102}{9}{-116}{-99}{15}{-103}{-81}!{-103}{-84}{15}{-103}{-93}5{-103}{-99}{15}{-103}{-93}{-8}{-103}{-84}{15}{-103}{-99}5{-103}{-93}{-8}{-103}{-84}{15}{-103}{-106}5{-103}{-99}A{-103}{-105}N{-103}{-109}A{-103}{-105}!{-103}{-99}A{-103}{-109}for {-103}{-105}!{-103}{-99}A{-103}{-112}for {-103}{-111}5{-103}{-109}!{-103}{-1}
  10 .{-106}{15}{-103}{-105}!{-103}{-106}{15}{-103}{-109}{9}{-103}{-99}{15}{-103}{-106}{9}{-103}{-105}{-8}{-103}{-106}Y{-103}{-105}Y{-103}{-102}Y{-103}{-99}Y{-103}{-95}Y{-103}{-93}{-21}{-103}{-89}{-33}{-103}{-93}{-21}{-103}{-95}{-8}{-103}{-93}{-38}{-116}{-93}{-33}{-116}{-89}{-38}{-103}{-84}{15}{-103}{-81}{-21}{-103}{-84}{-8}{-103}{-89}{9}{-103}{-68}{-8}{-116}{-68}{9}{-116}{-84}{-8}{-103}{-81}for {-103}{-84}5{-103}{-68}5{-103}{-57}5{-103}{-38}5{-103}{-38}{15}{-103}{-1}
  11 .{-38}{-8}{-103}{-128}{-38}{-103}{-128}{-38}{-103}{-128}{-38}{-103}{-1}456789012345678901234567890123456789012345678901234567890123456789012345678901234567
 110 L=25;T=1;NT=0;CY=0;print "  TWO PART INVENTION #10
 140 if C>-23557goto 160
:return ;goto 100
>!{-116}{-93}{15}{-103}
CY=39
   1 .{-128}5{-116}{-68}5{-116}{-75}5{-116}{-81}5{-116}{-84}5{-116}{-89}5{-116}{-91}{-38}{-116}{-84}{-38}{-116}{-89}{-33}{-116}{-84}{-38}{-116}{-81}{-48}{-116}{-71}{-38}{-116}{-68}{-33}{-116}{-89}{-33}{-116}{-91}{-27}{-116}{-89}{-27}{-116}{-84}{-21}{-116}{-78}{-27}{-116}{-75}{-38}{-116}{-68}{-27}{-116}{-61}{-21}{-116}{-91}{-21}{-116}{-89}{-14}{-116}{-84}{-14}{-116}{-99}{-8}{-116}{-95}{-8}{-116}{-91}{-38}{-122}{-91}{-48}{-122}{-99}{-38}{-116}{-95}{-38}{-116}{-91}{-38}{-116}{-89}{-33}{-116}{-1}
   2 .{-95}{-33}{-116}{-91}{-38}{-116}{-89}{-8}{-116}{-84}{-21}{-116}{-89}{-33}{-116}{-91}{-38}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-102}{-38}{-116}{-104}{-48}{-116}{-104}{-38}{-116}{-99}{-27}{-116}{-99}{-21}{-116}{-128}{25}{-116}{-128}{-61}{-116}{-99}{-53}{-116}{-99}{-48}{-116}{-100}{-38}{-116}{-99}{-27}{-116}{-95}{-14}{-116}{-99}{-8}{-116}{-100}{9}{-116}{-100}{-53}{-116}{-102}{-48}{-116}{-102}{-38}{-116}{-104}{-68}{-116}{-102}{-61}{-116}{-99}{-53}{-116}{-102}{-68}{-116}{-104}{-61}{-116}{-104}{-53}{-116}{-105}{-48}{-116}{-1}
   3 .{-105}{-61}{-116}{-106}{-53}{-116}{-106}{-48}{-116}{-91}{-38}{-116}{-95}{-48}{-116}{-99}{-53}{-116}{-100}{-61}{-116}{-104}{-68}{-116}{-99}{-53}{-116}{-100}{-61}{-116}{-99}{-61}{-116}{-95}{-14}{-116}{-91}{-14}{-116}{-89}{-27}{-116}{-106}{-27}{-116}{-104}N{-116}{-100}N{-116}{-99}{25}{-116}{-95}{25}{-116}{-99}{-53}{-116}{-102}{-53}{-116}{-104}{-48}{-116}{-106}{-48}{-116}{-109}{-68}{-116}{-104}{-68}{-116}{-106}{-53}{-116}{-104}{-53}{-116}{-102}{-38}{-116}{-99}{-38}{-116}{-97}{-48}{-122}{-97}{-38}{-122}{-110}{-48}{-116}{-1}
   4 .{-109}!{-116}{-106}!{-116}{-104}for {-122}{-106}for {-122}{-104}!{-116}{-104}{15}{-116}{-104}{1}{-116}{-104}{-8}{-116}{-106}{-21}{-116}{-109}{-27}{-116}{-110}{-8}{-116}{-97}{-21}{-116}{-99}{-8}{-116}{-102}{9}{-116}{-99}{15}{-116}{-97}!{-116}{-97}{-38}{-116}{-95}{-27}{-116}{-95}{-21}{-116}{-93}{-8}{-116}{-95}{9}{-116}{-99}{15}{-116}{-95}!{-116}{-93}5{-116}{-93}{-27}{-116}{-91}{-21}{-116}{-91}{-8}{-116}{-89}{-48}{-116}{-89}{-38}{-116}{-99}{-27}{-122}{-102}{-27}{-122}{-99}{-48}{-122}{-1}
CY=39
   5 .{-99}{-38}{-116}{-99}{-27}{-116}{-97}{-21}{-116}{-97}{-38}{-116}{-89}{-27}{-116}{-89}{-21}{-116}{-104}{-8}{-122}{-106}{-8}{-122}{-104}{-27}{-116}{-104}{-21}{-116}{-104}{-8}{-116}{-102}{1}{-116}{-102}{-21}{-116}{-89}{-8}{-116}{-89}{-21}{-116}{-109}{-27}{-122}{-110}{-27}{-122}{-109}{-8}{-116}{-109}{-38}{-116}{-109}{-48}{-116}{-106}{-53}{-116}{-106}{-38}{-116}{-106}{-65}{-116}{-106}{-48}{-116}{-104}{-57}{-116}{-102}{-65}{-116}{-104}{-68}{-116}{-99}{-27}{-116}{-102}{-38}{-116}{-97}{-48}{-116}{-99}{-53}{-116}{-102}{-21}{-122}{-1}
   6 .{-99}{-21}{-122}{-97}{-21}{-122}{-99}{-27}{-116}{-102}{-38}{-116}{-48}{-102}{-122}{-48}{-104}{-122}{-48}{-102}{-122}{-48}{-104}{-122}{-48}{-102}{-122}{-48}{-104}{-122}{-102}!{-116}{-99}!{-116}{-8}{-99}{-116}{-8}{-95}{-116}{-8}{-91}{-116}{-89}{-128}{-116}{-91}{-8}{-116}{-95}{-21}{-116}{-89}{-27}{-116}{-91}{-38}{-116}{-89}{-48}{-116}{-84}{-53}{-116}{-78}{-38}{-116}{-75}{-61}{-122}{-75}{-53}{-122}{-99}{-61}{-116}{-95}{9}{-116}{-91}{9}{-116}{-89}{-27}{-116}{-84}{-27}{-116}{-89}{-14}{-116}{-93}{-8}{-116}{-1}
   7 .{-95}{-14}{-122}{-93}{-14}{-122}{-95}{-27}{-116}{-95}{-38}{-116}{-95}{-14}{-116}{-95}{-27}{-116}{-89}{-14}{-116}{-93}{-8}{-116}{-95}{9}{-116}{-99}{15}{-122}{-95}{15}{-122}{-99}{-43}{-116}{-99}{-38}{-116}{-99}{-27}{-116}{-99}{-14}{-116}{-84}{-8}{-116}{-89}{9}{-116}{-93}{-8}{-116}{-95}{-14}{-116}{-99}{-27}{-116}{-100}{-38}{-116}{-95}{-43}{-116}{-99}{15}{-116}{-95}{15}{-116}{-93}5{-116}{-89}5{-116}{-84}{-128}{-116}{-104}{-128}{-116}{-100}5{-116}{-99}5{-116}{-95},{-116}{-91}5{-116}{-1}
   8 .{-86}N{-116}{-84}5{-116}{-78},{-116}{-100},{-116}{-99}!{-116}{-95}!{-116}{-106}{25}{-116}{-104}!{-116}{-100}5{-116}{-106}!{-116}{-104}{25}{-116}{-100}{25}{-116}{-99}{15}{-116}{-104}{15}{-116}{-100}{9}{-116}{-99}5{-116}{-95}!{-116}{-99}{15}{-116}{-100}{5}{-116}{-104}{-8}{-116}{-106}{-14}{-116}{-108}{9}{-116}{-93}{-8}{-116}{-93}{9}{-116}{-99}{15}{-116}{-99}!{-116}{-128}5{-116}{-128}{-27}{-116}{-78}{-14}{-116}{-78}{-8}{-116}{-71}{9}{-116}{-71}{25}{-116}{-1}
CY=39
   9 .{-95},{-116}{-95}5{-116}{-68}N{-116}{-68}Y{-116}{-91}N{-122}{-95}N{-122}{-91}N{-122}{-89}N{-122}{-93}5{-122}{-95}{9}{-116}{-91}{-8}{-116}{-95}{-14}{-116}{-99}{-27}{-116}{-100}{-38}{-122}{-99}{-38}{-122}{-100}{-43}{-116}{-100}{-53}{-116}{-100}{-38}{-116}{-100}{-43}{-116}{-95}{-38}{-116}{-99}{-27}{-116}{-100}{-14}{-116}{-104}{-8}{-122}{-100}{-8}{-122}{-104}{-61}{-116}{-104}{-53}{-116}{-104}{-43}{-116}{-104}{-38}{-116}{-104}{-27}{-116}{-100}{-38}{-122}{-104}{-38}{-122}{-100}{-38}{-122}{-1}
  10 .{-99}{-48}{-116}{-106}{-53}{-122}{-104}{-53}{-122}{-106}{-61}{-116}{-106}{-68}{-116}{-104}{-53}{-116}{-100}{-61}{-116}{-99}{-53}{-116}{-95}{-48}{-116}{-91}{-38}{-116}{-89}{-33}{-116}{-84}{-71}{-116}{-81}{-68}{-116}{-89}{-61}{-116}{-71}{-53}{-116}{-68}{-53}{-116}{-75}{-53}{-116}{-81}{-53}{-116}{-84}{-53}{-116}{-89}{-61}{-116}{-91}{-68}{-116}{-84}{-71}{-116}{-89}{-33}{-116}{-84}{-38}{-116}{-81}{-48}{-116}{-75}{-38}{-116}{-68}{-33}{-116}{-95}{-33}{-116}{-91}{-27}{-116}{-89}{-27}{-116}{-84}{-21}{-116}{-78}{-27}{-116}{-1}
  11 .{-75}{-38}{-116}{-68}{-33}{-116}{-61}{-21}{-116}{-91}{-21}{-116}{-89}{-14}{-116}{-84}{-14}{-116}{-99}{-8}{-116}{-95}{-8}{-116}{-91}{-38}{-122}{-91}{-48}{-122}{-99}{-38}{-116}{-95}{-38}{-116}{-91}{-38}{-116}{-89}{-33}{-116}{-95}{-33}{-116}{-91}{-8}{-116}{-89}{-8}{-116}{-84}{-53}{-122}{-84}{-61}{-122}{-91}{-53}{-116}{-89}{-53}{-116}{-84}{-53}{-116}{-81}{-48}{-116}{-89}{-48}{-116}{-84}{-8}{-116}{-89}{-8}{-116}{-91}{-68}{-122}{-91}{-71}{-122}{-95}{-68}{-116}{-99}{-68}{-116}{-102}{-68}{-116}{-105}{-61}{-116}{-1}
  12 .{-106}{-61}{-116}{-109}{-61}{-116}{-105}{-71}{-116}{-106}{-68}{-116}{-109}{-61}{-116}{-99}{-53}{-116}{-99}{-48}{-116}{-99}{-38}{-116}{-99}{-53}{-116}{-99}{-14}{-116}{-95}{-14}{-116}{-100}{-14}{-116}{-99}{-14}{-116}{-95}{-14}{-116}{-91}{-8}{-116}{-89}{9}{-116}{-95}{-14}{-116}{-81}!{-116}{-89}!{-116}{-91}{-8}{-122}{-91}{-14}{-122}{-89}{-8}{-116}{-84}{-8}{-116}{-78}{-8}{-116}{-71}{9}{-116}{-84}{9}{-116}{-65}{25}{-116}{-84}{25}{-116}{-89}!{-116}{-91}5{-116}{-68}{-8}{-122}{-68}{-14}{-122}{-1}
CY=39
  13 .{-89}{-8}{-116}{-84}for {-116}{-81}for {-116}{-84}5{-28}{-1}456789012345678901234567890123456789012345678901234567890123456789012345678901234567
 110 L=12;T=2;NT=0;CY=0;print "  TWO PART INVENTION #11
 140 if C>-23355goto 160
 150 next C;next A
 160 &(17)=0;&(18)=0;clear ;CY=0;print " :input OTHER SIDE OF TAPE";:return 
:return ;goto 100
>