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| author | Mattias AndrΓ©e <maandree@operamail.com> | 2012-10-23 18:59:50 +0200 |
|---|---|---|
| committer | Mattias AndrΓ©e <maandree@operamail.com> | 2012-10-23 18:59:50 +0200 |
| commit | d96422a8101bc37a80cc43af69862029e998f2ea (patch) | |
| tree | ab7420450b56ecd8159ad173330c1aad7d81b273 | |
| parent | f13a4be55738ad86c70f098ba2ebdecec33a037d (diff) | |
| parent | 50f71bfd053cf90930c06199cd4147ea6d9624e4 (diff) | |
| download | ponysay-d96422a8101bc37a80cc43af69862029e998f2ea.tar.gz ponysay-d96422a8101bc37a80cc43af69862029e998f2ea.tar.bz2 ponysay-d96422a8101bc37a80cc43af69862029e998f2ea.zip | |
Merge branch 'master' of github.com:erkin/ponysay
37 files changed, 1284 insertions, 126 deletions
@@ -1,6 +1,7 @@ ## Private workspace directory /_/ +/*.pony ## Backup files @@ -1,8 +1,15 @@ +Version 2.9 + + New extraponies: molestia (Tumblr) + Version 2.8 - New ponies: airheart, bastionyorsets, gustavelegrand, peppermoon, pinkacopter, pinkiefly, - pinkieparade, pinkieumbrellahat, raritycomplaining, shiningarmorwedding, - starlight, sunnyrays, sweatiesing, tenderheart, tom, twilightspike + New ponies: airheart, bastionyorsets, gustavelegrand, milkyway, peppermoon, pinkacopter, pinkiefly, + pinkieparade, pinkieumbrellahat, raritycomplaining, shiningarmorwedding, soarinofficer, + starlight, sunnyrays, sweatiesing, tenderheart, tom, twilightspike, zecorabalance + + New extraponies: applejack (Tumblr), applejack-63, artemis, blueberry, butterscotch, + drhoovesdiscorded (Tumblr), duskshine, elusive, rainbowblitz Pony symlink added: georgewachingtony β bastionyorsets @@ -12,6 +19,14 @@ Version 2.8 The word wrapper colours the inserted hyphens in red. + Support for terminal capabilities emulation with the flags -X, -V and -K. + + Support for printing just the pony, using the flag -o. + + Colouring option flags are added. + + Automatic correction of incorrectly spelled pony names and balloon style names added. + Version 2.7 diff --git a/completion/bash-completion.sh b/completion/bash-completion.sh index 4f59a4a..e9c284c 100644 --- a/completion/bash-completion.sh +++ b/completion/bash-completion.sh @@ -5,7 +5,8 @@ _ponysay() local cur prev words cword _init_completion -n = || return - options='--version --help --list --altlist --pony --wrap --quote --balloonlist --balloon --file ++file ++pony ++list ++altlist' + options="--version --help --list --altlist --pony --wrap --quote --balloonlist --balloon --file ++file ++pony ++list ++altlist --all ++all" + options="$options --256-colours --tty-colours --kms-colours" COMPREPLY=( $( compgen -W "$options" -- "$cur" ) ) if [ $prev = "-f" ] || [ $prev = "--pony" ] || [ $prev = "--file" ]; then diff --git a/completion/fish-completion.fish b/completion/fish-completion.fish index 68e013a..044dd78 100644 --- a/completion/fish-completion.fish +++ b/completion/fish-completion.fish @@ -9,7 +9,7 @@ set -g quoters ('/usr/bin/ponysay' --quoters) set -g balloons ('/usr/bin/ponysay' --balloonlist) -## TODO: update with options [see info manual]: +l +L ++list ++altlist ++file --file ++pony +## TODO: update with options [see info manual]: +l +L ++list ++altlist ++file --file ++pony {-A, +A, -V, -K, -X}(with alternative) complete --command ponysay --short-option h --long-option help --description 'help of ponysay' complete --command ponysay --short-option v --long-option version --description 'version of ponysay' complete --command ponysay --short-option l --long-option list --description 'list pony names' diff --git a/dependency-test.sh b/dependency-test.sh index 770873c..3c5301b 100755 --- a/dependency-test.sh +++ b/dependency-test.sh @@ -15,6 +15,7 @@ ro=0 (hash mkdir 2>/dev/null) || (br=1 ; echo 'Missing mkdir, install coreutils [build required]') (hash cp 2>/dev/null) || (br=1 ; echo 'Missing cp, install coreutils [build required]') (hash cut 2>/dev/null) || (br=1 ; echo 'Missing cut, install coreutils [build required]') +(hash chmod 2>/dev/null) || (br=1 ; echo 'Missing chmod, install coreutils [build required]') (hash bash 2>/dev/null) || (bs=1 ; echo 'Missing bash, install bash [build recommended]') @@ -32,6 +33,7 @@ ro=0 (hash tty2colourfultty 2>/dev/null) || (ro=1 ; echo 'Missing tty2colourfultty, install util-say [runtime optional]') (hash ponysay2ttyponysay 2>/dev/null) || (ro=1 ; echo 'Missing ponysay2ttyponysay, install util-say [runtime optional]') +(hash chmod 2>/dev/null) || (rr=1 ; echo 'Missing chmod, install coreutils [runtime optional]') ( (test $br = 1) || (test $rr = 1) || (test $ro = 1) ) && echo diff --git a/extraponies/applejack-63.pony b/extraponies/applejack-63.pony new file mode 100644 index 0000000..d5c200e --- /dev/null +++ b/extraponies/applejack-63.pony @@ -0,0 +1,26 @@ +$balloon6$[0m + $\$ + $\$ + $\$ + [48;5;137m [49m[38;5;222mβ[39m [0m + [38;5;137mβ[48;5;222mβ[49mβ[39m [38;5;137mβββ[39m [0m + [38;5;186mβ[48;5;137m[38;5;230mβ [49m[38;5;137mβ[48;5;222mββ [48;5;137m [49mβ[39m [0m + [38;5;186mβ[39m [38;5;186mββ[48;5;230mβ[48;5;186m [48;5;230m [48;5;137m [38;5;222mβ[48;5;173m βββ[48;5;137mβββ[49m[38;5;137mββ[39m [0m + [38;5;186mβ[48;5;230mβ ββ ββ [48;5;137m [48;5;173m [48;5;222m [38;5;173mββ[38;5;137mββ [48;5;137m [39m[49m [0m + [38;5;186mβ[48;5;230mββ[48;5;186m [48;5;222mβ[48;5;16mββ[48;5;186m [48;5;16mβ[48;5;230mββ[48;5;222mβ [48;5;173m [48;5;222m [48;5;173m [48;5;222m [38;5;137mβββ[48;5;137m [39m[49m [0m + [38;5;186mββ[48;5;173m [48;5;222m [38;5;16mββββ[48;5;186mβ[38;5;230mβ [48;5;222m [48;5;173m [48;5;222m [38;5;137mβ[48;5;137m [39m[49m [0m + [48;5;173m [48;5;222m [48;5;16m [48;5;231m [38;5;34mβ[48;5;34m [48;5;231m [48;5;16m [48;5;222m [48;5;173m [48;5;137m [48;5;222m [48;5;137m [39m[49m [0m + [48;5;173m [48;5;222m [38;5;16mβ[48;5;231mβ[48;5;16m [48;5;77m[38;5;114mβ[48;5;231m [48;5;16m [48;5;222m [48;5;186m [48;5;137m [48;5;222m [48;5;137m [39m[49m [38;5;186mββ[48;5;230mββββ[49mββ[39m [0m + [48;5;173m [48;5;222m [38;5;114mβ[38;5;231mββ[38;5;16mβ[38;5;231mβ [38;5;186mβ[48;5;230mβ [48;5;186m [48;5;137m [48;5;222m [48;5;137m [48;5;230mβ[49mβ[39m [38;5;186mβ[48;5;230mβ βββ βββ[49mβ[39m [0m + [38;5;173mβ[48;5;222mβββ [48;5;231mβ[48;5;222m [38;5;231mβ[38;5;186mβ[48;5;230mβββ[48;5;186m [48;5;137m [38;5;230mβ[48;5;230m [48;5;186m [49m[38;5;186mβ[39m [38;5;186mβ[48;5;161mβ[48;5;230mβββ ββββ[48;5;186m [48;5;230m [48;5;186m [39m[49m [0m + [38;5;173mββββββ[48;5;173m [48;5;222mβ [38;5;186mβ[48;5;186m [48;5;230m [48;5;186m [38;5;230mβ[38;5;173mβ[48;5;222mβββ[48;5;77mβ[48;5;222mβ[49mβ[48;5;186m [38;5;230mβ[49m[38;5;161mβ[48;5;186mβ[38;5;230mββββ[48;5;230m [48;5;186m [48;5;230m [48;5;186mβ[49m[38;5;186mβ[39m [0m + [48;5;173m [48;5;222m [38;5;186mβ[48;5;230mβ[48;5;222mβ[48;5;230mβ[48;5;186m [48;5;222m [48;5;161m [48;5;222m [38;5;173mβ[49mβ[39m [38;5;186mβββ[39m [48;5;186m [48;5;230m [48;5;186m [49m [0m + [48;5;173m [48;5;222m [48;5;77m[38;5;161mβ[48;5;222mβ [48;5;77mβ[48;5;222mβ [48;5;173m [39m[49m [38;5;186mβ[48;5;230mββ[48;5;186m [49mβββ[0m + [38;5;173mβ[48;5;222mβ [48;5;173m [48;5;161m[38;5;222mββ[48;5;222m [38;5;161mββ[38;5;173mβ[49mβ[39m [38;5;186mβββ[39m [0m + [48;5;173m [48;5;222m [38;5;173mββββ[48;5;173m [38;5;222mβ[48;5;222m [38;5;173mβ[49mβ[39m [0m + [48;5;173m [48;5;222m [48;5;173m [49m [38;5;173mβ[48;5;178mββ[48;5;173m [48;5;222m [48;5;173m [39m[49m [0m + [38;5;173mβ[48;5;173m [48;5;222mβ [48;5;173m [39m[49m [48;5;173m [48;5;178m [48;5;173m [48;5;222m [48;5;173m [49m [0m + [48;5;173m [48;5;222m [48;5;173m [49m [48;5;173m [38;5;178mβ[48;5;178m [48;5;173m [48;5;222m [48;5;173m [39m[49m [0m + [38;5;180mβ[48;5;180m [48;5;178m[38;5;173mβ[48;5;222mβ [48;5;173m [39m[49m [48;5;180m [48;5;173m[38;5;187mβ[38;5;178mβ [38;5;222mβ[48;5;222m [48;5;173m [39m[49m [0m + [48;5;180m [38;5;187mβ[48;5;186m [48;5;222m[38;5;173mβ[48;5;230mββ[48;5;222mβ[48;5;230mβ[48;5;186mβ[39m[49m [48;5;180m [38;5;187mββ[48;5;186m [48;5;173m[38;5;230mβ[38;5;222mβ[38;5;230mββ[38;5;222mβ [39m[49m [0m + [48;5;186m [38;5;230mβββββ [39m[49m [48;5;186m [38;5;230mβββββ [39m[49m [0m diff --git a/extraponies/applejack.pony b/extraponies/applejack.pony new file mode 100644 index 0000000..be8b5ee --- /dev/null +++ b/extraponies/applejack.pony @@ -0,0 +1,25 @@ +$balloon23$[0m + $\$ + $\$ + $\$ + [38;5;186mβββ[48;5;230mβββββ[49mβββ[38;5;173mβ[39m [0m + [48;5;186m [38;5;230mβ[48;5;230m [48;5;186mβββββ[48;5;230m [48;5;173mβ[38;5;222mβ[48;5;222m [48;5;173m [39m[49m [0m + [38;5;186mβ[48;5;230mβ ββ ββ[48;5;173m [48;5;222m [48;5;179m[38;5;173mβ[48;5;222m [48;5;173m [39m[49m [0m + [38;5;186mββββ[48;5;230mβ ββ β [48;5;186m [48;5;222m [48;5;173m [48;5;222m [48;5;173m [39m[49m [0m + [38;5;186mβ[48;5;230mβ βββ ββ[48;5;16mβ[38;5;231mβ[48;5;186mβ[48;5;16mβ[38;5;222mββ[48;5;222m [48;5;173m[38;5;186mβ[48;5;186m [39m[49m [0m + [38;5;186mβββ[48;5;173mβ[48;5;222mβ [48;5;16m [38;5;77mβ[48;5;231mβ[48;5;77m [48;5;231m [48;5;222m[38;5;16mβ [48;5;186m [48;5;230m [48;5;186m [39m[49m [0m + [38;5;186mββββββ[39m [48;5;173m [48;5;222m [48;5;16m [38;5;231mββ[48;5;77m [48;5;231m [48;5;222m [48;5;186m [48;5;230m [48;5;186m [39m[49m [0m + [38;5;186mβ[48;5;230mββ ββ[49mβ[39m [48;5;173m [38;5;222mβ[48;5;179mβ[48;5;222m [38;5;16mβ[48;5;231mβ[48;5;16m [48;5;77m [48;5;231m[38;5;222mβ[48;5;222m [48;5;231mβ[48;5;222m [48;5;186m [38;5;230mββ[48;5;230m [48;5;186m [0m + [38;5;186mβ[48;5;230mβ βββ [48;5;186m [49mβ[39m [38;5;173mβ[48;5;222mβ[48;5;173m [48;5;222m [38;5;231mβ β[38;5;186mβ[48;5;230mβ [48;5;186m [48;5;230m [48;5;186m [0m + [38;5;186mβ[48;5;230mβ βββ ββ[48;5;186m [38;5;230mββ[48;5;230m [38;5;186mβ[49m[38;5;173mββββββββ[48;5;173m [48;5;222mβ [38;5;186mβ[48;5;230mβ [48;5;186m [48;5;230m [48;5;186m [0m + [48;5;186m [48;5;230m [48;5;186m [48;5;230m [38;5;186mβ[49mβ[39m [48;5;173m 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[48;5;173m [48;5;179m [48;5;173m [49m [0m + [38;5;186mβ[48;5;186m [48;5;230mββ[48;5;161mβ[38;5;230mβ[48;5;186m [49m[38;5;186mβ[39m [38;5;173mβ[48;5;222mβ [48;5;173m [48;5;179m [48;5;173m [39m[49m [48;5;173m [48;5;222m [48;5;173m [48;5;179m [48;5;173m [49m [0m + [48;5;186m [48;5;230m [38;5;186mβ [48;5;186m [39m[49m [48;5;173m [48;5;222m [48;5;173m [48;5;179m [48;5;173m [49m [48;5;173m [48;5;222m [48;5;173m [48;5;179m [48;5;173m [49m [0m + [38;5;186mβ[48;5;186m [38;5;230mββ[49m[38;5;186mβ[39m [38;5;186mβ[39m [38;5;173mβ[48;5;222mβ [48;5;173m [48;5;179m [48;5;173m [39m[49m [48;5;173m [48;5;222m [48;5;173m [49m [0m + [48;5;173m [48;5;222m [48;5;173m [49m[38;5;173mβββ[39m [38;5;173mβ[48;5;222mβ β[48;5;173m [39m[49m [0m + [38;5;173mββββββ[39m [38;5;173mββββββ[39m [0m diff --git a/extraponies/artemis.pony b/extraponies/artemis.pony new file mode 100644 index 0000000..5e3b894 --- /dev/null +++ b/extraponies/artemis.pony @@ -0,0 +1,28 @@ +$balloon46$[0m + $\$ + $\$ + $\$ + 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[38;5;110mβ[48;5;67mβ[38;5;229mβ[49m[38;5;67mβ[48;5;229mββ[48;5;67m [38;5;113mβ[49m[38;5;67mββ[0m + [38;5;110mβ[48;5;117mβ [48;5;110m [39m[49m [38;5;67mβ[48;5;110m ββ[38;5;117mβ[48;5;117m [48;5;110m [39m[49m [0m + [38;5;110mββ[39m [38;5;110mβ[48;5;117mβ β[49mβ[39m [0m + [38;5;110mβββ[39m [0m diff --git a/extrattyponies/applejack-63.pony b/extrattyponies/applejack-63.pony new file mode 100644 index 0000000..de76e24 --- /dev/null +++ b/extrattyponies/applejack-63.pony @@ -0,0 +1,26 @@ +$balloon6$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]P3af875f[43m ]P0000000[49m]PFffd787[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBaf875f[1;33mβ]P7ffd787[47mβ]P0000000[49mβ ]PBaf875f[1;33mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P3af875f[43m]PFffffd7[1;37mβ ]P0000000[49m]PBaf875f[1;33mβ]P7ffd787[47mββ ]P3af875f[43m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ ]PFd7d787[1;37mββ]P7ffffd7[47mβ]P7d7d787[47m ]P7ffffd7[47m ]P3af875f[43m ]PFffd787[1;37mβ]P3d7875f[43m βββ]P3af875f[43mβββ]P0000000[49m]PBaf875f[1;33mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ ββ ββ ]P3af875f[43m ]P3d7875f[43m ]P7ffd787[47m ]P9d7875f[1;31mββ]PBaf875f[1;33mββ ]P3af875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mββ]P7d7d787[47m ]P7ffd787[47mβ]P0000000[40mββ]P7d7d787[47m ]P0000000[40mβ]P7ffffd7[47mββ]P7ffd787[47mβ ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P7ffd787[47m ]PBaf875f[1;33mβββ]P3af875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mββ]P3d7875f[43m ]P7ffd787[47m ]P8000000[1;30mββββ]P7d7d787[47mβ]PFffffd7[1;37mβ ]P7ffd787[47m ]P3d7875f[43m ]P7ffd787[47m ]PBaf875f[1;33mβ]P3af875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P0000000[40m ]P7ffffff[47m ]PA00af00[1;32mβ]P200af00[42m ]P7ffffff[47m ]P0000000[40m ]P7ffd787[47m ]P3d7875f[43m ]P3af875f[43m ]P7ffd787[47m ]P3af875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P8000000[1;30mβ]P7ffffff[47mβ]P0000000[40m ]P25fd75f[42m]PE87d787[1;36mβ]P7ffffff[47m ]P0000000[40m ]P7ffd787[47m ]P7d7d787[47m ]P3af875f[43m ]P7ffd787[47m ]P3af875f[43m ]P0000000[49m ]PFd7d787[1;37mββ]P7ffffd7[47mββββ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]PE87d787[1;36mβ]PFffffff[1;37mββ]P8000000[1;30mβ]PFffffff[1;37mβ ]PFd7d787[1;37mβ]P7ffffd7[47mβ ]P7d7d787[47m ]P3af875f[43m ]P7ffd787[47m ]P3af875f[43m ]P7ffffd7[47mβ]P0000000[49mβ ]PFd7d787[1;37mβ]P7ffffd7[47mβ βββ βββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P9d7875f[1;31mβ]P7ffd787[47mβββ ]P7ffffff[47mβ]P7ffd787[47m ]PFffffff[1;37mβ]PFd7d787[1;37mβ]P7ffffd7[47mβββ]P7d7d787[47m ]P3af875f[43m ]PFffffd7[1;37mβ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m]PFd7d787[1;37mβ ]PFd7d787[1;37mβ]P1d7005f[41mβ]P7ffffd7[47mβββ ββββ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P9d7875f[1;31mββββββ]P3d7875f[43m ]P7ffd787[47mβ ]PFd7d787[1;37mβ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]PFffffd7[1;37mβ]P9d7875f[1;31mβ]P7ffd787[47mβββ]P25fd75f[42mβ]P7ffd787[47mβ]P0000000[49mβ]P7d7d787[47m ]PFffffd7[1;37mβ]P0000000[49m]P9d7005f[1;31mβ]P7d7d787[47mβ]PFffffd7[1;37mββββ]P7ffffd7[47m ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47mβ]P0000000[49m]PFd7d787[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]PFd7d787[1;37mβ]P7ffffd7[47mβ]P7ffd787[47mβ]P7ffffd7[47mβ]P7d7d787[47m ]P7ffd787[47m ]P1d7005f[41m ]P7ffd787[47m ]P9d7875f[1;31mβ]P0000000[49mβ ]PFd7d787[1;37mβββ ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P25fd75f[42m]P9d7005f[1;31mβ]P7ffd787[47mβ ]P25fd75f[42mβ]P7ffd787[47mβ ]P3d7875f[43m ]P0000000[49m ]PFd7d787[1;37mβ]P7ffffd7[47mββ]P7d7d787[47m ]P0000000[49mβββ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P9d7875f[1;31mβ]P7ffd787[47mβ ]P3d7875f[43m ]P1d7005f[41m]PFffd787[1;37mββ]P7ffd787[47m ]P9d7005f[1;31mββ]P9d7875f[1;31mβ]P0000000[49mβ ]PFd7d787[1;37mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P9d7875f[1;31mββββ]P3d7875f[43m ]PFffd787[1;37mβ]P7ffd787[47m ]P9d7875f[1;31mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P9d7875f[1;31mβ]P3d7af00[43mββ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P9d7875f[1;31mβ]P3d7875f[43m ]P7ffd787[47mβ ]P3d7875f[43m ]P0000000[49m ]P3d7875f[43m ]P3d7af00[43m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P3d7875f[43m ]PBd7af00[1;33mβ]P3d7af00[43m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7af87[1;37mβ]P7d7af87[47m ]P3d7af00[43m]P9d7875f[1;31mβ]P7ffd787[47mβ ]P3d7875f[43m ]P0000000[49m ]P7d7af87[47m ]P3d7875f[43m]PFd7d7af[1;37mβ]PBd7af00[1;33mβ ]PFffd787[1;37mβ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7af87[47m ]PFd7d7af[1;37mβ]P7d7d787[47m ]P7ffd787[47m]P9d7875f[1;31mβ]P7ffffd7[47mββ]P7ffd787[47mβ]P7ffffd7[47mβ]P7d7d787[47mβ]P0000000[49m ]P7d7af87[47m ]PFd7d7af[1;37mββ]P7d7d787[47m ]P3d7875f[43m]PFffffd7[1;37mβ]PFffd787[1;37mβ]PFffffd7[1;37mββ]PFffd787[1;37mβ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]PFffffd7[1;37mβββββ ]P0000000[49m ]P7d7d787[47m ]PFffffd7[1;37mβββββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/applejack.pony b/extrattyponies/applejack.pony new file mode 100644 index 0000000..644b362 --- /dev/null +++ b/extrattyponies/applejack.pony @@ -0,0 +1,25 @@ +$balloon23$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PFd7d787[1;37mβββ]P7ffffd7[47mβββββ]P0000000[49mβββ]P9d7875f[1;31mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]PFffffd7[1;37mβ]P7ffffd7[47m ]P7d7d787[47mβββββ]P7ffffd7[47m ]P3d7875f[43mβ]PFffd787[1;37mβ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ ββ ββ]P3d7875f[43m ]P7ffd787[47m ]P3d7af5f[43m]P9d7875f[1;31mβ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mββββ]P7ffffd7[47mβ ββ β ]P7d7d787[47m ]P7ffd787[47m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ βββ ββ]P0000000[40mβ]PFffffff[1;37mβ]P7d7d787[47mβ]P0000000[40mβ]PFffd787[1;37mββ]P7ffd787[47m ]P3d7875f[43m]PFd7d787[1;37mβ]P7d7d787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβββ]P3d7875f[43mβ]P7ffd787[47mβ ]P0000000[40m ]PA5fd75f[1;32mβ]P7ffffff[47mβ]P25fd75f[42m ]P7ffffff[47m ]P7ffd787[47m]P8000000[1;30mβ ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mββββββ ]P3d7875f[43m ]P7ffd787[47m ]P0000000[40m ]PFffffff[1;37mββ]P25fd75f[42m ]P7ffffff[47m ]P7ffd787[47m ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mββ ββ]P0000000[49mβ ]P3d7875f[43m ]PFffd787[1;37mβ]P3d7af5f[43mβ]P7ffd787[47m ]P8000000[1;30mβ]P7ffffff[47mβ]P0000000[40m ]P25fd75f[42m ]P7ffffff[47m]PFffd787[1;37mβ]P7ffd787[47m ]P7ffffff[47mβ]P7ffd787[47m ]P7d7d787[47m ]PFffffd7[1;37mββ]P7ffffd7[47m ]P7d7d787[47m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ βββ ]P7d7d787[47m ]P0000000[49mβ ]P9d7875f[1;31mβ]P7ffd787[47mβ]P3d7875f[43m ]P7ffd787[47m ]PFffffff[1;37mβ β]PFd7d787[1;37mβ]P7ffffd7[47mβ ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ βββ ββ]P7d7d787[47m ]PFffffd7[1;37mββ]P7ffffd7[47m ]PFd7d787[1;37mβ]P0000000[49m]P9d7875f[1;31mββββββββ]P3d7875f[43m ]P7ffd787[47mβ ]PFd7d787[1;37mβ]P7ffffd7[47mβ ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P7ffffd7[47m ]PFd7d787[1;37mβ]P0000000[49mβ ]P3d7875f[43m ]P7ffd787[47m ]P25fd75f[42m]P9d7005f[1;31mβ]P7ffd787[47mβ ]P9d7875f[1;31mββββ ]P7d7d787[47m ]P7ffffd7[47m ]PFd7d787[1;37mββ ]P7d7d787[47m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]PA5fd75f[1;32mβ]P9d7005f[1;31mββ]PA5fd75f[1;32mβ ]P7d7d787[47m ]P7ffffd7[47m ]PFd7d787[1;37mββ ]P7d7d787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P1d7005f[41m ]P7ffd787[47m ]P1d7005f[41m ]P7ffd787[47m ]PFd7d787[1;37mβ]P7ffffd7[47mββ]P1d7005f[41mβ]P7ffffd7[47mβ β β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P9d7875f[1;31mββ ]PFd7d787[1;37mβ]P7d7d787[47m ]P7ffffd7[47m ]P9d7005f[1;31mβ]P7d7d787[47m ]P0000000[49m]PFd7d787[1;37mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ ]P7d7d787[47m ]P7ffffd7[47m ]P7d7d787[47m ]P0000000[49m ]P9d7875f[1;31mβ]P7ffd787[47mββ β]P3d7875f[43m ]P3d7af5f[43mβ]P3d7875f[43m ]P0000000[49mββ]P3d7875f[43m ]P7d7d787[47m]PFffd787[1;37mβ ]P9d7875f[1;31mβ]PFffffd7[1;37mββ]PBd7af5f[1;33mβ]P9d7875f[1;31mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7ffffd7[47mβ βββ]P0000000[49mβ ]P3d7875f[43m ]P7ffd787[47m ]P9d7875f[1;31mβ]P3d7af5f[43mβ ]P3d7875f[43m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P3d7af5f[43m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7d7d787[47m ]P7ffffd7[47mββ]P1d7005f[41mβ]PFffffd7[1;37mβ]P7d7d787[47m ]P0000000[49m]PFd7d787[1;37mβ ]P9d7875f[1;31mβ]P7ffd787[47mβ ]P3d7875f[43m ]P3d7af5f[43m ]P3d7875f[43m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P3d7af5f[43m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d787[47m ]P7ffffd7[47m ]PFd7d787[1;37mβ ]P7d7d787[47m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P3d7af5f[43m ]P3d7875f[43m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P3d7af5f[43m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7d787[1;37mβ]P7d7d787[47m ]PFffffd7[1;37mββ]P0000000[49m]PFd7d787[1;37mβ ]PFd7d787[1;37mβ ]P9d7875f[1;31mβ]P7ffd787[47mβ ]P3d7875f[43m ]P3d7af5f[43m ]P3d7875f[43m ]P0000000[49m ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7875f[43m ]P7ffd787[47m ]P3d7875f[43m ]P0000000[49m]P9d7875f[1;31mβββ ]P9d7875f[1;31mβ]P7ffd787[47mβ β]P3d7875f[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P9d7875f[1;31mββββββ ]P9d7875f[1;31mββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/artemis.pony b/extrattyponies/artemis.pony new file mode 100644 index 0000000..ae8f771 --- /dev/null +++ b/extrattyponies/artemis.pony @@ -0,0 +1,28 @@ +$balloon46$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PC5f5faf[1;34mβββ]P85f5f87[1;30mβ ]P85f5f87[1;30mββ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f5f87[1;30mββ ]PC5f5faf[1;34mβββ]P787afff[47mβ ]P45f5f87[44m ]P45f5faf[44m ]P85f5f87[1;30mββ]PF87afff[1;37mββββ]P0000000[49m]PC5f5faf[1;34mβ ]P85f5f87[1;30mββ]P45f5faf[44mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5f87[44m ]PC5f5faf[1;34mβββ]P0000000[49m]P85f5f87[1;30mβ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P787afff[47m ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P45f5faf[44m β]P787afff[47m ]PC5f5faf[1;34mββ]P45f5f87[44m β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f5f87[1;30mβ]P45f5faf[44mβ ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P787afff[47m ]P45f5f87[44m ]P45f5faf[44m β]PF87afff[1;37mβ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P45f5f87[44mβ]P787afff[47m ]P45f5faf[44m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f5f87[1;30mββ]P45f5f87[44m ]P45f5faf[44m ββ ]P45f5f87[44m ]P787afff[47m ]P45f5faf[44m ]P8000000[1;30mββ ]P787afff[47m ]PC5f5faf[1;34mβ]P45f5faf[44m ]P45f5f87[44mβ]P787afff[47m ]P45f5faf[44m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5f87[44m ]P45f5faf[44m ]P85f5f87[1;30mβ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]PC5f5faf[1;34mβ ]P787afff[47m β]P45f5faf[44m ]P0000000[40m]PFffffff[1;37mβ]P7ffffff[47m ]P65faf87[46m ]P0000000[40mβ]PC5f5faf[1;34mββ]P45f5faf[44m ]P85f5f87[1;30mβ]P787afff[47mβ]P0000000[49m]PC5f5faf[1;34mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f5f87[1;30mβ]P45f5faf[44mβ βββ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P787afff[47m]PC5f5faf[1;34mβ ββ]P45f5faf[44m ]PFffffff[1;37mβ]P65faf87[46m ]P0000000[40mβ ]P45f5faf[44m ]P85f5f87[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5f87[44m ]PC5f5faf[1;34mβββ]P45f5faf[44m ]P45f5f87[44m ]P787afff[47m ]P45f5faf[44m ]P8000000[1;30mβββ ]P85f5f87[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f5f87[1;30mββ]P45f5faf[44mβ]P45f5f87[44m ]P45f5faf[44mβ ]P45f5f87[44m ]P787afff[47m ]P45f5faf[44m ββ ]P45f5f87[44m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P800005f[1;30mβ]P85f5f87[1;30mβ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P45f5faf[44m]P800005f[1;30mβ ]P85f5f87[1;30mβββββββββ]P45f5f87[44m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f5faf[1;34mβββββββ ]P800005f[1;30mββ]P000005f[40m ]P45f5faf[44m ]P85f5f87[1;30mββ β]P000005f[40m ]PC5f5faf[1;34mβββ]P85f5f87[1;30mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f5faf[1;34mβ]P787afff[47mβ ββββ β]P000005f[40mβ]PFffffff[1;37mβ]P7ffffff[47m ]P000005f[40m ]P45f5faf[44m ]P800005f[1;30mββ ]P000005f[40m ]P7ffffff[47mβ]P000005f[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f5faf[1;34mβ]P787afff[47mβ βββ ββ]P45f5faf[44m ]P0000000[49m ]P45f5f87[44m ]P000005f[40m ]PC5f5faf[1;34mβ]P45f5faf[44m ]P000005f[40mβββ]P45f5faf[44m ]P800005f[1;30mββ]P000005f[40m ]PFffffff[1;37mββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]PC5f5faf[1;34mββ ]P45f5faf[44m ]P0000000[49m ]P45f5f87[44m ]P000005f[40m]PC5f5faf[1;34mβ]P45f5faf[44m ]P000005f[40mβ]P45f5faf[44m ]P85f5f87[1;30mββββ]P45f5f87[44m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P0000000[49m ]P45f5f87[44m ]P45f5faf[44m ]P85f5f87[1;30mββββββ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P45f5faf[44mβ]P45f5f87[44m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P45f5f87[44m ]PC5f5faf[1;34mββ]P45f5faf[44m ]P45f5f87[44m β]P0000000[49m]P85f5f87[1;30mβ ]P85f5f87[1;30mβββββ]P45f5f87[44m ]P45f5faf[44mβ ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]PC5f5faf[1;34mββ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44mββ ]P0000000[49m]P85f5f87[1;30mβ ]P800005f[1;30mββ]P45f5f87[44m]PC5f5faf[1;34mβ]P45f5faf[44m ]P45f5f87[44m β]P800005f[1;30mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f5faf[1;34mβ]P787afff[47mβ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m ]P85f5f87[1;30mβ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P45f5faf[44m ]P45f5f87[44m ]P0000000[49m ]P000005f[40m ]P0303030[40m ]P800005f[1;30mβ]P45f5faf[44mβ]P0303030[40mββ]P000005f[40m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]P787afff[47m ]P45f5faf[44m ]P787afff[47m]P800005f[1;30mβ]P0303030[40mβββ]P45f5faf[44mβββ]P45f5f87[44m]P8303030[1;30mβ]P000005f[40mβ ]P0000000[49m ]P800005f[1;30mβ]P0303030[40mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]PF87afff[1;37mββ]P787afff[47m ]P000005f[40m ]P0303030[40m ]P800005f[1;30mββ ]P000005f[40m ]P0000000[49m ]P800005f[1;30mβ]P0303030[40mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]P787afff[47m ]PC5f5faf[1;34mβ]P800005f[1;30mβ]P0303030[40mβ ]P000005f[40m ]P0303030[40m β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f5faf[1;34mβ]P787afff[47mβ ββ ββ]P000005f[40mβ]P8303030[1;30mβ]P0000000[49m]P800005f[1;30mβ ]P800005f[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f5faf[44m ]PF87afff[1;37mββββββββ]P0000000[49m]PC5f5faf[1;34mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f5faf[1;34mβ]P787afff[47mββ]P45f5faf[44m ]PF87afff[1;37mββ]P0000000[49m]PC5f5faf[1;34mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/bubbleberry.pony b/extrattyponies/bubbleberry.pony new file mode 100644 index 0000000..ce10d8a --- /dev/null +++ b/extrattyponies/bubbleberry.pony @@ -0,0 +1,25 @@ +$balloon12$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PDd75f87[1;35mββββ ]PDd75f87[1;35mββ]P5d70087[45mββββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PDd75f87[1;35mβ]P5d70087[45mβ ββ]P5d75f87[45m ]P5d70087[45mβ βββββ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P5d75f87[45m ]P5d70087[45m ]PDd75f87[1;35mβ]P5d75f87[45m ]PDd70087[1;35mβ]P5d70087[45m ]PDd75f87[1;35mββββββ]P7d787af[47m ]PFffafd7[1;37mββ]PDd70087[1;35mβ]P5d70087[45m ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P5d75f87[45m ]P5d70087[45m ]PDd75f87[1;35mβ]P0000000[49mβ ]PDd75f87[1;35mβ]P5d70087[45mβ ββ β]P5d75f87[45m ]P7ffafd7[47m ]PFd787af[1;37mβ]P5d70087[45mβ ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PDd75f87[1;35mβ]P5d70087[45mβ β]P0000000[49mβ]P5d75f87[45m ]P0000000[49m ]PFd787af[1;37mβ]P5d75f87[45m]PFffafd7[1;37mβ]P7ffafd7[47m ]PDd75f87[1;35mβ]P5d70087[45mβ ]P5d75f87[45m ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P5d70087[45mβββ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PDd75f87[1;35mβββ ]P7d787af[47m ]P7ffafd7[47m ]P8000000[1;30mβ]P60087af[46mβ]P7ffffff[47mββ]P5d75f87[45mβ]PDd70087[1;35mββ]PFffafd7[1;37mβ]P7ffafd7[47m ]P7d787af[47m ]P5d70087[45m ]PDd75f87[1;35mββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P0000000[40m ]P7ffffff[47m ]P80087af[1;30mβ]P60087af[46m ]P7ffffff[47m ]P5d75f87[45m]P8000000[1;30mβ ]PFffafd7[1;37mββ]P7d787af[47m ]P5d70087[45m ]PDd75f87[1;35mββ ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P8000000[1;30mβ]P7ffffff[47mβ]P0000000[40m ]P65fafaf[46m]PE5fd7d7[1;36mβ]P7ffffff[47m ]P0000000[40m ]P7ffafd7[47m ]P7d787af[47m ]P5d70087[45m ]PDd75f87[1;35mβββ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]PE5fd7d7[1;36mβ]PFffffff[1;37mββ]P8000000[1;30mβ ]P7d787af[47m ]P5d75f87[45m ]P5d70087[45m ]P5d75f87[45m ]P0000000[49m]PDd75f87[1;35mβ ]PDd75f87[1;35mβ]P5d70087[45mβββ]P0000000[49mββ]P5d70087[45mβββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7ffafd7[47mβββ β ]P5d75f87[45m ]P5d70087[45m ]PDd75f87[1;35mβ]P0000000[49mβ ]PDd75f87[1;35mβ]P5d70087[45mβ]P9ff5f87[1;31mββββ]P5d75f87[45mβ]P5d70087[45m ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mββββββ]P7d787af[47m ]P7ffafd7[47mβ β]P5d75f87[45mβ]P0000000[49m]PDd75f87[1;35mβ]P5d75f87[45m ]P7d787af[47mβ]PFffafd7[1;37mβββββ]P0000000[49m]PFd787af[1;37mβ]P5d75f87[45m]P9ff5f87[1;31mβ]P5d70087[45mβββββββββ]P5d75f87[45mββ]PDd70087[1;35mββ]P0000000[49m]PDd75f87[1;35mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P7ffffaf[47m ]P7ffafd7[47m ]PFd787af[1;37mβ]P5ff5f87[45mβ]P5d70087[45m]PDd75f87[1;35mβββ]P5d75f87[45m ]P5d70087[45m ]P9ff5f87[1;31mββββ ββ ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]PF87d7ff[1;37mββ ]P787d7ff[47m ]P7d787af[47m ]P0000000[49m ]P5d75f87[45m ]PDd70087[1;35mβ]P5d70087[45m ]P5ff5f87[45m ]P5d70087[45m ]P5d75f87[45m ββ]P9ff5f87[1;31mβ]PDd70087[1;35mβ]P0000000[49m]PDd75f87[1;35mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7ffafd7[47mβ ]P7d787af[47m ]P7ffafd7[47m ]PF87d7ff[1;37mβ]P7ffffaf[47mβ]P7ffafd7[47m ]PFffffaf[1;37mβ]PFd787af[1;37mβ]P0000000[49mβ]P5d75f87[45m ]P5d70087[45m ]P9ff5f87[1;31mββ ]P5ff5f87[45m ]P5d75f87[45m]PDd70087[1;35mββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]PFd787af[1;37mββββ]P7d787af[47m ]PFffafd7[1;37mβ]P7ffafd7[47m ]PFd787af[1;37mβ]P0000000[49mβ]PDd75f87[1;35mβ]P5d70087[45mβ β]P9ff5f87[1;31mβββββ ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]PFd787af[1;37mβ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]P5d75f87[45m ]P5d70087[45m ]P9ff5f87[1;31mβ]P5ff5f87[45m ]P5d70087[45m ]P5d75f87[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7d787af[47m ]P7ffafd7[47mβ ]P7d787af[47m ]P0000000[49m ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]PDd75f87[1;35mβ]P5d70087[45mβ β]P9ff5f87[1;31mββ]PDd75f87[1;35mββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]PDd75f87[1;35mβββ]P5d75f87[45m ]P5d70087[45m ]P5ff5f87[45m ]P5d70087[45m β]P0000000[49mβ ]PDd75f87[1;35mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7d787af[47m ]P7ffafd7[47mβ ]P7d787af[47m ]P0000000[49m ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]PDd75f87[1;35mβ]P5d70087[45mββ]P5d75f87[45m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]PFffafd7[1;37mβββββ ]P0000000[49m ]P7d787af[47m ]PFffafd7[1;37mβββββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/butterscotch.pony b/extrattyponies/butterscotch.pony new file mode 100644 index 0000000..d735f25 --- /dev/null +++ b/extrattyponies/butterscotch.pony @@ -0,0 +1,25 @@ +$balloon28$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PFd787af[1;37mββ]P7ffafd7[47mββββββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβ]P7ffffaf[47mββ]P3d7af00[43m ]P7ffafd7[47m]PFd787af[1;37mββ]P7d787af[47m ]P7ffafd7[47mββββ ]P7d787af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβ]P7ffffaf[47mβ ]P3d7af00[43m ]P7d787af[47m]PFffffaf[1;37mβ]PFffafd7[1;37mβ]P7ffafd7[47m ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβββ ]PBd7af00[1;33mβ]P7ffffaf[47mββ]P0000000[49mβ ]PFd787af[1;37mβ]P7ffafd7[47mβ]P3d7af00[43m ]P7ffffaf[47m ]P3d7af00[43m ]P7ffffaf[47m β]P7ffafd7[47mββββββ]P7d787af[47m ]P3d7af00[43mβ]P7ffafd7[47m ]P7d787af[47m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P7ffffaf[47m ]PBd7af00[1;33mβ]P3d7af00[43m ]PFffffaf[1;37mβ]P7ffffaf[47m ]PBd7af00[1;33mβ]P7d787af[47mβ]P7ffafd7[47m ]P7d787af[47m ]P3d7af00[43m ]P7ffffaf[47m ]PFd787af[1;37mβ]P7d787af[47m ]PFffafd7[1;37mββ ]P8000000[1;30mββ]P7ffffaf[47mβ ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβ]P7ffffaf[47mβ β]P3d7af00[43m ]P7ffffaf[47m ]P3d7af00[43m ]P7ffafd7[47m ]P7d787af[47m ]P7ffafd7[47m ]P3d7af00[43m ]P7ffffaf[47m ]P8000000[1;30mβ]P7ffffff[47mββ]P6008787[46m ]PFffffff[1;37mβ]P7ffffff[47m ]P0000000[40m ]P7ffffaf[47m ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]PFffffaf[1;37mβ β]P7ffffaf[47m ]P3d7af00[43m ]P7ffffaf[47m ]P3d7af00[43m ]P7d787af[47m ]P7ffafd7[47m ]PFd787af[1;37mβ]P3d7af00[43m ]P7ffffaf[47m ]P0000000[40m ]P7ffffff[47m ]P600afaf[46m]PE00d7d7[1;36mβ]P0000000[40m ]PFffffff[1;37mβ]PFffffaf[1;37mβ]P7ffffaf[47m ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mββ]P7ffafd7[47mβββ]P0000000[49mβ]P3d7af00[43mβ]PFffffaf[1;37mβ]P7ffffaf[47m ]PBd7af00[1;33mβββ]P3d7af00[43m ]P7ffffaf[47mββ]P7ffd787[47mβ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P3d7af00[43m ]P7ffffaf[47m ]P8000000[1;30mβ]PFffffff[1;37mββ]PE00d7d7[1;36mβ ]P3d7af00[43m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7ffafd7[47mβ βββββββ]P3d7af00[43m ]PFffffaf[1;37mβ ]P7ffffaf[47m ]PBd7af00[1;33mβ ]P3d7af00[43m ]P7d787af[47m ]PFffafd7[1;37mββ]P3d7af00[43m ]P7ffffaf[47m ]PBd7af00[1;33mβ βββ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]PFd787af[1;37mββ βββββ]P3d7af00[43mβ]PFffffaf[1;37mβ]P7ffffaf[47m ]P3d7af00[43m β]P7ffffaf[47m ]P3d7af00[43m ]PFd787af[1;37mββ]P0000000[49m]PBd7af00[1;33mβ]P7ffffaf[47mβ β]P3d7af00[43m ]P0000000[49mββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P7ffafd7[47m ]PFd787af[1;37mββ β]P0000000[49mβββ]P3d7af00[43m ]P65fd7d7[46m]PFffafd7[1;37mβ]P3d7af00[43mβ ]P7ffffaf[47m ]P3d7af00[43m ]P7ffffaf[47m ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7ffafd7[47mβ ββ]P7d787af[47m ]P7ffafd7[47m β]P0000000[49mβ ]P3d7af00[43m ]P7ffffaf[47m]PE5fd7d7[1;36mβ]PFffafd7[1;37mβββ]P3d7af00[43m]PE5fd7d7[1;36mβ]PFffffaf[1;37mβ]P7ffffaf[47m ]PBd7af00[1;33mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ]P7ffafd7[47mβ ββ β]P0000000[49mβ ]P3d7af00[43m ]P7ffafd7[47m]PFffffaf[1;37mβ ]P7ffffaf[47m ]PFffafd7[1;37mβ]P7ffafd7[47m ]P7ffffaf[47m ]PBd7af00[1;33mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβ ]P7d787af[47m ]P7ffafd7[47m ]P7d787af[47m ]P7ffafd7[47m ]PFd787af[1;37mβ]P0000000[49mβ ]P3d7af00[43m ]P7ffffaf[47m ]PBd7af00[1;33mββ]P3d7af00[43m ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mβββ]P7d787af[47m ]PFffafd7[1;37mβββ]P0000000[49m]PFd787af[1;37mβ ]P3d7af00[43m ]P7ffffaf[47m ]PBd7af00[1;33mβ]P7ffd787[47mβ]P3d7af00[43m ]P0000000[49mβββ]P3d7af00[43m ]P7ffffaf[47m β]P7ffd787[47mβ ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd787af[1;37mββββ ]P3d7af00[43m ]PFffffaf[1;37mββ]P7ffffaf[47m ]P3d7af00[43mβ]PFffd787[1;37mβ ]P0000000[49m ]PBd7af00[1;33mβββ]P3d7af00[43m ]P7ffffaf[47mβ ]P3d7af00[43m ]P7ffd787[47m ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβ]P7ffffaf[47mβ β]P7ffd787[47mββ β]P0000000[49mβ ]PBd7af00[1;33mβ]P7ffffaf[47mβ ]P3d7af00[43m ]PFffd787[1;37mβ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβ]P7ffffaf[47mβ ]P3d7af00[43m ]P7ffd787[47m ]P3d7af00[43m ]P0000000[49m ]P3d7af00[43m ]P7ffffaf[47m ]P3d7af00[43m ]P0000000[49m]PBd7af00[1;33mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P7ffffaf[47m ]PBd7af00[1;33mβ]P3d7af00[43m ]PFffd787[1;37mββ]P0000000[49m]PBd7af00[1;33mβ ]P3d7af00[43m ]P7ffffaf[47m ]PBd7af00[1;33mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβ]P7ffffaf[47mβ β]P0000000[49mβ ]PBd7af00[1;33mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/drhoovesdiscorded.pony b/extrattyponies/drhoovesdiscorded.pony new file mode 100644 index 0000000..da289f5 --- /dev/null +++ b/extrattyponies/drhoovesdiscorded.pony @@ -0,0 +1,24 @@ +$balloon23$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]P8262626[1;30mββ]P7878787[47mβββ]P0444444[40mβ]P0000000[49mββ]P0262626[40m ]P0444444[40mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P0444444[40mβ ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P0444444[40m ββ ]P0262626[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P0262626[40m ]P7878787[47m ]P7afafaf[47m ]P8878787[1;30mβ β]P0444444[40m]P8262626[1;30mββββββ ]P0262626[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P0444444[40mβ ]P7878787[47m ]P7afafaf[47m ]P8878787[1;30mβ ]P8262626[1;30mβ]P0262626[40m ]P0000000[49m]P8878787[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P0000000[49m]P8262626[1;30mβ]P0444444[40mβ ]P7afafaf[47m]P8878787[1;30mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P0444444[40m ]P7878787[47m ]P7afafaf[47m ]P79e9e9e[47m ]P0000000[40m ]PFffffff[1;37mβββ]P0262626[40m]PF87d7ff[1;37mβ]P79e9e9e[47m]P8000000[1;30mβ]P0121212[40m]PFafafaf[1;37mβ]P7afafaf[47m ]P8878787[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mββββ]P0444444[40mββββββ]P0000000[49mβ ]P0262626[40m ]P0444444[40m ]P8262626[1;30mβ]P8878787[1;30mβ]P7afafaf[47mβ ]P84e4e4e[1;30mβ]P0000000[40mβ]P7ffffff[47m ]P787d7ff[47m ]P8000000[1;30mβ]PFffffff[1;37mβ]P7afafaf[47m ]P8878787[1;30mβ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P0444444[40mβ ]P0262626[40m ]P0000000[49m ]P8262626[1;30mβ]P0444444[40mββ ]P7878787[47m ]P7afafaf[47m ]P84e4e4e[1;30mβ]P04e4e4e[40m ]P7afafaf[47mβ ]PF9e9e9e[1;37mβ]P8878787[1;30mβ ]P7878787[47m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P8444444[1;30mβ]P0444444[40m ]P0262626[40mβββ]P0444444[40m ]P8262626[1;30mβ]P0000000[49m ]P8262626[1;30mβ]P0444444[40mβ ]P7878787[47m ]P7afafaf[47m ]P8878787[1;30mβββββββββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P0444444[40m ]P8262626[1;30mβ β]P0000000[49mβ ]P8444444[1;30mβ]P7878787[47mβ]PFafafaf[1;37mβββββ]P0000000[49m]P8878787[1;30mβββ]P0262626[40m]PFffffff[1;37mβ]P7bcbcbc[47mβ]PFafaf87[1;37mβ]P7afafaf[47mβ ]P7878787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P0000000[49m]P8262626[1;30mβ]P0444444[40mβ β ]P0262626[40m ]P0000000[49m ]P7878787[47m ]P7afafaf[47m ]P7d7d787[47m ]P7afafaf[47m ]PFafaf87[1;37mβ]P7ffffff[47mβ ]PFbcbcbc[1;37mβ]P7afaf87[47mβ]PFafafaf[1;37mβ]P7afafaf[47m ]P7878787[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P0444444[40m ]P0262626[40m ]P0000000[49m]P8262626[1;30mβ]P0444444[40mβ]P0000000[49mβ ]P7878787[47m ]P7afafaf[47m ]PFd7d787[1;37mβ]P7d7d787[47m ]PFafafaf[1;37mβ]P7afafaf[47m ]PFafaf87[1;37mβ]P7ffffff[47mβ ]P0262626[40m ]P0444444[40m ]P0000000[49m]P8444444[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P0444444[40m ]P0262626[40m ]P0000000[49m ]P7878787[47m ]P7afafaf[47m ]PFd7d787[1;37mβββ ]P8878787[1;30mβ ]P7afaf87[47mβ]P0000000[49m]P8303030[1;30mβ]P85f5f5f[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβββ ]P8878787[1;30mβ]P7afafaf[47mβ β]P7878787[47m ]PFafafaf[1;37mββββ]P7afafaf[47m ]P7878787[47m ]P76c6c6c[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]PF9e9e9e[1;37mβ]P76c6c6c[47mβ]P0000000[49m]P86c6c6c[1;30mβ ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P76c6c6c[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P79e9e9e[47m ]P76c6c6c[47m ]P0000000[49m ]P7878787[47m ]P7afafaf[47m ]P8878787[1;30mβ]P76c6c6c[47mβ]P0000000[49m]P86c6c6c[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P79e9e9e[47m ]P76c6c6c[47m ]P0000000[49m ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P76c6c6c[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P79e9e9e[47m ]P76c6c6c[47m ]P0000000[49m ]P7878787[47m ]P7afafaf[47m ]P8878787[1;30mβ]P79e9e9e[47mβ]P76c6c6c[47m ]P0000000[49m]P86c6c6c[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P79e9e9e[47m]P86c6c6c[1;30mββ]P76c6c6c[47m ]P0000000[49m ]P7878787[47m ]P7afafaf[47m ]P7878787[47m ]P79e9e9e[47m]P86c6c6c[1;30mβ]P76c6c6c[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7878787[47m ]PFafafaf[1;37mβββββ ]P0000000[49m ]P7878787[47m ]PFafafaf[1;37mβββββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/duskshine.pony b/extrattyponies/duskshine.pony new file mode 100644 index 0000000..1da912e --- /dev/null +++ b/extrattyponies/duskshine.pony @@ -0,0 +1,25 @@ +$balloon30$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]P8262626[1;30mββ]P45f5f87[44mββ]P0262626[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mββ]P45f5f87[44mβ]P5af5faf[45mβββ]P45f5f87[44mβ]P0000000[49mβ]P0262626[40m ]P85f5f87[1;30mββ]P5870087[45mβ]P8262626[1;30mβ]P5af5faf[45mβ]PFd7afd7[1;37mβ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P85f5f87[1;30mβ]P45f5f87[44m ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P0262626[40mββ βββ]PDaf5faf[1;35mβ]P7d7afd7[47mβ]P5870087[45mβ ]P0262626[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P45f5f87[44mβ]P5af5faf[45m ]P7d7afd7[47m ]PDaf5faf[1;35mβ β]P8262626[1;30mββ]P0262626[40m ]P85f5f87[1;30mββ ]P45f5f87[44m ]P0262626[40m ]P5d70087[45m ]P8262626[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P45f5f87[44m ]P5af5faf[45m ]P7d7afd7[47m ]PDaf5faf[1;35mβ ]P8000000[1;30mβββββ]P8262626[1;30mββ]P0262626[40m ]P5af5faf[45mβ]P5d70087[45mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P45f5f87[44mβββ]PDaf5faf[1;35mβ]P7d7afd7[47mβ ]P8000000[1;30mβ]P7ffffff[47mβ]P5875f87[45mββ]P7ffffff[47mβ]P7d7afd7[47mβ ]PDaf5faf[1;35mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P85f5f87[1;30mβββ]P5af5faf[45m ]P7d7afd7[47m ]P0000000[40m ]P7ffffff[47m ]P5875f87[45m]PD875faf[1;35mβ]P7ffffff[47m]P8000000[1;30mββ]P0000000[40m ]P7d7afd7[47m ]PDaf5faf[1;35mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P45f5f87[44mβ ]P5af5faf[45m]PD870087[1;35mβ]PFd7afd7[1;37mβ]P7d7afd7[47m ]P8000000[1;30mβ]P7ffffff[47mβ ]PFaf87d7[1;37mβ]P0000000[40mβ]P7ffffff[47m]PFd7afd7[1;37mβ]P7d7afd7[47m ]PDaf5faf[1;35mβ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβββββ ]P0262626[40m ]P5870087[45m]PDd70087[1;35mβ]P5d70087[45m ]P5af5faf[45m ]P7d7afd7[47m ]PDaf5faf[1;35mβ ]P5af5faf[45m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P45f5f87[44mβ]PD870087[1;35mβ]P5d70087[45mββ]P0262626[40mββββ]P0000000[49m]P8262626[1;30mβ ]PDaf5faf[1;35mβββββ ]P8262626[1;30mβ]P45f5f87[44mβ]P5af5faf[45m ]P7d7afd7[47m ]PDaf5faf[1;35mββββββββ]P5af5faf[45m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P45f5f87[44m ]P5870087[45m ]P5d70087[45m ]P45f5f87[44m]P8262626[1;30mββ β]P0000000[49mββ]P0262626[40m ]P7d7afd7[47mβ]PFffffff[1;37mβ β ]PDaf5faf[1;35mββββ ]P5af5faf[45m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P45f5f87[44m ]P5870087[45m ]P5d70087[45m ]P0262626[40m]P85f5f87[1;30mββ ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]PDd70087[1;35mβ]P5d70087[45m ]PFd7afd7[1;37mβ]P7ffffff[47mβ]P7d7afd7[47m ]P5af5faf[45mβ]P0000000[49m]PDaf5faf[1;35mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P45f5f87[44m ]P5870087[45m ]P5d70087[45m ]P0262626[40m]P85f5f87[1;30mββ ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]PFffffff[1;37mβ]PDd70087[1;35mβββ]PFffffff[1;37mβ]PDaf5faf[1;35mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P45f5f87[44m ]P5870087[45m ]P5d70087[45m ]P45f5f87[44m ]P0262626[40m ]P85f5f87[1;30mβ ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]PDaf5faf[1;35mββ β]P7af87af[47mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P45f5f87[44mβ]PD870087[1;35mβ]P0262626[40mβ]P5870087[45m ]P5d70087[45m ]P45f5f87[44m ]P0262626[40m ]P0000000[49m]PDaf5faf[1;35mβ]P7d7afd7[47mβ β]P5af5faf[45m ]P7af87af[47mββ]P0000000[49mββ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8262626[1;30mβ]P45f5f87[44mβ ]P5870087[45mβ]P0262626[40m ]P5870087[45m ]P5d70087[45m ]P45f5f87[44m ]P0262626[40m ]P5af5faf[45m ]P7d7afd7[47m ]PDaf5faf[1;35mβ]P7af87af[47mβ ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m ]P85f5f87[1;30mβ ]P0000000[49mβ]P0262626[40m ]PD870087[1;35mβ]PDd70087[1;35mβ]P0000000[49m]P8262626[1;30mβ]P5af5faf[45mβ]PFd7afd7[1;37mβ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m]PFaf87af[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PDaf5faf[1;35mβ]P7d7afd7[47mβ ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P5af5faf[45m ]P7d7afd7[47m ]P5af5faf[45m ]P0000000[49m]PFaf87af[1;37mβββ ]PDaf5faf[1;35mβ]P7d7afd7[47mβ β]P7af87af[47mβ]P0000000[49m]PFaf87af[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PDaf5faf[1;35mβββββββ ]PDaf5faf[1;35mβββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/elusive.pony b/extrattyponies/elusive.pony new file mode 100644 index 0000000..f80acac --- /dev/null +++ b/extrattyponies/elusive.pony @@ -0,0 +1,24 @@ +$balloon29$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PC5f0087[1;34mβββ]P5875faf[45mββ]P45f0087[44m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P7d7d7d7[47mβ]PFeeeeee[1;37mββ ]P45f0087[44m]PD875faf[1;35mβββββ β ]P0000000[49m]PFd7d7d7[1;37mβ]P7eeeeee[47mβ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]P5875faf[45m]PFd7d7d7[1;37mβ]P7eeeeee[47mβ ]P7d7d7d7[47m ]P45f0087[44mβ]PD875faf[1;35mβ]P5875faf[45m ]P45f0087[44mβ]PFd7d7d7[1;37mβ ]P5af5faf[45mβ]P7eeeeee[47mββ]P5af5faf[45mβ]P0000000[49m]PC5f0087[1;34mβ ]PC5f0087[1;34mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]P5875faf[45m ]P7d7d7d7[47m ]P7eeeeee[47m ]P7d7d7d7[47m ]P45f0087[44m]PFeeeeee[1;37mββ ]PD875faf[1;35mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]PFd7d7d7[1;37mβββ]P5870087[45mβ]P5875faf[45m]PC5f0087[1;34mβ]P45f0087[44m ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]P5875faf[45m ]P7d7d7d7[47m ]P7eeeeee[47m ]P8000000[1;30mββββββ ]P7d7d7d7[47m ]P0000000[49m]PC5f0087[1;34mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P5875faf[45mβ]P7d7d7d7[47m ]P7eeeeee[47m ]P8000000[1;30mβ ββ]P45f5f87[44mβ]P7ffffff[47mββ]P0000000[40m ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]P5875faf[45m ]PC5f0087[1;34mβ]P7eeeeee[47mβ ]P8000000[1;30mβ]P7ffffff[47m ]P65f87af[46m]PF87afd7[1;37mβ]P0000000[40m ]PFffffff[1;37mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P5875faf[45mββββ]P0000000[49mβ ]P45f0087[44m ]PD875faf[1;35mβββ]PFeeeeee[1;37mβ]P7eeeeee[47m ]PFffffff[1;37mββ]PF87afd7[1;37mβ ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]PD875faf[1;35mβ]PDaf5faf[1;35mββββ]PD875faf[1;35mββ]P0000000[49m]PC5f0087[1;34mβ ]P45f0087[44m ]P5875faf[45m ]P45f0087[44m ]PD875faf[1;35mββ]P5875faf[45m ]P45f0087[44m ]P7eeeeee[47m ]PFd7d7d7[1;37mβ βββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]P5875faf[45m ]PC5f0087[1;34mβ]P45f0087[44m ]P5875faf[45m]PD870087[1;35mβ]PC5f0087[1;34mβ]P5af5faf[45mββ]P7d7d7d7[47mββ]PFeeeeee[1;37mβββββ]P0000000[49m]PFd7d7d7[1;37mβ]P45f0087[44m ]PD870087[1;35mβ ]PD875faf[1;35mβ]PDaf5faf[1;35mβ ]P7eeeeee[47m ]PFd7d7d7[1;37mβ]P7d7d7d7[47m ]P0000000[49mββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P5875faf[45mβββ β]P0000000[49mβ ]P7d7d7d7[47m ]P7eeeeee[47m ]P787d7ff[47m]PE5fafd7[1;36mβ]P7eeeeee[47m ]PC5f0087[1;34mββββ ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]PD875faf[1;35mββββ ]P0000000[49m ]P7d7d7d7[47m ]P7eeeeee[47m ]PE5fafd7[1;36mβ ]P787d7ff[47mβ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]PD875faf[1;35mββ β]PD870087[1;35mβ]P0000000[49m]PC5f0087[1;34mβ ]P7d7d7d7[47m]PFbcbcbc[1;37mβ ]P7eeeeee[47m ]PF87d7ff[1;37mβ ]PFd7d7d7[1;37mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P5875faf[45mβ]P5af5faf[45mβ]P45f0087[44m ]P5875faf[45m β]P5870087[45mββ]P45f0087[44m ]P7bcbcbc[47m]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]P7d7d7d7[47m ]P7eeeeee[47m ]PFd7d7d7[1;37mβ]P7d7d7d7[47m ]PFeeeeee[1;37mββ]P7eeeeee[47m ]PFd7d7d7[1;37mβ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]P5875faf[45m]PD870087[1;35mβ]P45f0087[44m ]PD875faf[1;35mββββββ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]P7d7d7d7[47mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]P7d7d7d7[47mβ]P0000000[49m]PFd7d7d7[1;37mβ ]P7d7d7d7[47m ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P5875faf[45mββ]P5870087[45mβ]P45f0087[44m ]PD870087[1;35mβ]PD875faf[1;35mβ ]P7e4e4e4[47m ]P7d7d7d7[47m]PFbcbcbc[1;37mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]P7d7d7d7[47m ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mββ ]PC5f0087[1;34mβ]P5875faf[45mβββ]P45f0087[44m ]P5875faf[45m ]P45f0087[44m ]P7e4e4e4[47m ]PFbcbcbc[1;37mβ]P0000000[49mβ ]P7d7d7d7[47m ]P7eeeeee[47m ]P7d7d7d7[47m ]P0000000[49m ]PFd7d7d7[1;37mβ]P7eeeeee[47mβ ]P7d7d7d7[47m ]P7bcbcbc[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P45f0087[44m ]PD875faf[1;35mβ]P0000000[49m]PC5f0087[1;34mβββ]P5875faf[45mβ]P45f0087[44m ]P5875faf[45m ]P45f0087[44m ]PDaf5faf[1;35mβ]PFbcbcbc[1;37mβ]P7e4e4e4[47mβ]P0000000[49mβ ]P7d7d7d7[47m ]P7eeeeee[47m ]P7d7d7d7[47m ]P7eeeeee[47m ]PFd7d7d7[1;37mβ]P7e4e4e4[47mβ]PFbcbcbc[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PC5f0087[1;34mβ]P5875faf[45mβββ]P45f0087[44m ]PD875faf[1;35mβ ]P0000000[49m]PC5f0087[1;34mβ ]P7d7d7d7[47m ]P7eeeeee[47m ]PFd7d7d7[1;37mββββ]P7d7d7d7[47m ]P7e4e4e4[47mβ ]P7bcbcbc[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7d7d7[47m ]PFeeeeee[1;37mββββ]P0000000[49m]PFd7d7d7[1;37mββ ]PFbcbcbc[1;37mββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/molestia.pony b/extrattyponies/molestia.pony new file mode 100644 index 0000000..d8fe6a1 --- /dev/null +++ b/extrattyponies/molestia.pony @@ -0,0 +1,40 @@ +$balloon66$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PFd7afaf[1;37mβ]P7e4e4e4[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7e4e4e4[47mββ]P0000000[49mββ ]PFd7afaf[1;37mβ]P7e4e4e4[47mββ]P0000000[49mβ ]PFd7afaf[1;37mβ]P7e4e4e4[47m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7d7afaf[47m ]P7e4e4e4[47m ]PFd7afaf[1;37mβ]P7d7afaf[47m ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]PFd7afaf[1;37mβ]P0000000[49mββ ]P7ffd7af[47m ]P0000000[49m ]PFd7afaf[1;37mβ]P7e4e4e4[47m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mββ]P7d7afaf[47m ]P0000000[49mβ]P7e4e4e4[47mβ ββ β]P0000000[49mβ]P7e4e4e4[47mβ]P0000000[49mβ ]P7ffd7af[47m ]P0000000[49m]PFffd7af[1;37mβ]PFd7afaf[1;37mβ]P7e4e4e4[47m ]P7d7afaf[47m ]P7af87af[47m]PFd7afff[1;37mββββ]P0000000[49m]PFaf87af[1;37mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7e4e4e4[47mβ ββ]P7d7afaf[47m ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]PFd7afaf[1;37mβ β]P0000000[49mβ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P7ffd7af[47m β]PDaf5fd7[1;35mβ]P5af5fd7[45m ]P7ffd7af[47m]PFd7afaf[1;37mβ]P7e4e4e4[47m ]P7d7afaf[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7e4e4e4[47mβ βββ βββ ]P7d7afaf[47m ]P7e4e4e4[47mββββ]P0000000[49mβ ]P7e4e4e4[47m ]P7af87af[47m]PFd7afff[1;37mβ]P7ffd7af[47mβ ]PDaf5fd7[1;35mβ]P7d7afaf[47mβ]P7e4e4e4[47m ]P7d7afaf[47m ]P7d7afff[47m ]PFaf87af[1;37mββββ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7d7afaf[47m ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]PFd7afaf[1;37mββ βββ ]P7d7afaf[47m ]P7e4e4e4[47m β]P0000000[49mβ ]PFffd7af[1;37mββ]P7e4e4e4[47mβ]P7ffd7af[47m ]P3d7af5f[43mββ]P7d7afff[47mβ]P7d7afaf[47mβ]P7e4e4e4[47m ]P7d7afaf[47m ]P7d7afff[47mββ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7e4e4e4[47mββ ββ ]P7d7afaf[47m ]P7e4e4e4[47mβββ β ββ ]P7d7afaf[47m ]P0000000[49m]PFffd7af[1;37mβ]P7d7afff[47m ]P3d7af5f[43m]P8444444[1;30mβ]PFe4e4e4[1;37mβ]P0444444[40mβ]P7e4e4e4[47m ]PFd7afff[1;37mβ]P7d7afff[47m ]PFd7afaf[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7e4e4e4[47mββ ββ β ββ ]P7d7afaf[47m ]P7d7afff[47m ]P7af87af[47m ]P0444444[40m]PFe4e4e4[1;37mβ β]PFd7afff[1;37mβ]PFe4e4e4[1;37mββ]P7d7afff[47mβ ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFd7afaf[1;37mβ]P7e4e4e4[47mβββ]P7d7afaf[47m ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]P7d7afaf[47mββββ]P7e4e4e4[47m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7d7afff[47m]PFaf87af[1;37mβββ]P79e9e9e[47m]PFe4e4e4[1;37mβ]P0444444[40mβ]P7d7afff[47m ]P0444444[40m β]PF9e9e9e[1;37mβ]P7e4e4e4[47m ]PFd7afff[1;37mβ]P7d7afff[47m ]P7e4e4e4[47mβ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mββββββββββββ ]PFaf87af[1;37mβββ]P7d7afaf[47mβ]PFe4e4e4[1;37mββ]P7e4e4e4[47m ]PFd7afaf[1;37mββββ βββ]P0000000[49mβ]PFaf87af[1;37mβ]P7d7afaf[47mβ]P7e4e4e4[47m ]PFd7afaf[1;37mββββ ]P7d7afaf[47m ]PFd7afff[1;37mβ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mββ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβββ ββ]PFd7afaf[1;37mβ]P7d7afaf[47m ]PFe4e4e4[1;37mββ]P7e4e4e4[47m ]P7d7afaf[47m β]P7e4e4e4[47m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]PFd7afaf[1;37mβ ]P7d7afaf[47m ]PFe4e4e4[1;37mββ ]P7d7afff[47m ]PFaf87af[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mβ ]PFe4e4e4[1;37mβ ]PFd7afaf[1;37mβ]P7e4e4e4[47mββ ]P7d7afaf[47m ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P0000000[49m ]P7d7afaf[47m]PFffd7af[1;37mβ]P7e4e4e4[47m ]P7d7afaf[47m ]PFd7afff[1;37mβββ]P7d7afff[47m ]P7af87af[47mβ]P0000000[49m]PFaf87af[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFd7afaf[1;37mββ]P7e4e4e4[47mβββ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P0000000[49m ]P7ffd7af[47m]PBd7af5f[1;33mβ ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]P7d7afaf[47m ]P7d7afff[47m ]PFaf87af[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mββββ]P0000000[49mββββ]P7d7afff[47mββ ]PFd7afaf[1;37mβ]P7e4e4e4[47mββ ββ β]P0000000[49mββ]P3d7af5f[43mβ]PFffd7af[1;37mβ]P7ffd7af[47m ]PFe4e4e4[1;37mββ]P7e4e4e4[47m ]P7d7afaf[47m]PFffd7af[1;37mβ]P7d7afff[47m ]PFaf87af[1;37mβ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]PFaf87af[1;37mβββ]P7d7afaf[47m ]P7e4e4e4[47m ]PFd7afaf[1;37mββββ ]PBd7af5f[1;33mβ]P7ffd7af[47mβ ]PFe4e4e4[1;37mβ]P7e4e4e4[47m ]P7ffd7af[47m ]P7d7afff[47m ]PFaf87af[1;37mββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]PBd7af5f[1;33mβ]P7ffd7af[47mββ]P7e4e4e4[47mβ β]P7ffd7af[47mβ ]PDaf5fd7[1;35mβ ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFaf87af[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]PBd7af5f[1;33mβ]P7ffd7af[47mββ]P7e4e4e4[47mβ ]P3d7af5f[43m ]P7ffd7af[47m ]P5af5fd7[45m ]P7ffd7af[47m ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m]PFaf87af[1;37mβββ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]PFe4e4e4[1;37mβββ]P7e4e4e4[47m ]P3d7af5f[43m ]P7ffd7af[47m ]PDaf5fd7[1;35mβ]PFd7afff[1;37mβ]P7d7afff[47m ]P7e4e4e4[47mβ]P7d7afff[47m ]P7af87af[47mβ]P0000000[49m]PFaf87af[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m ]PFd7afaf[1;37mβ]P7e4e4e4[47mβ β]P7bcbcbc[47mβ ]P79e9e9e[47m ]P0000000[49mβββ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]P79e9e9e[47m ]P7d7afff[47m]PFaf87af[1;37mβ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mβ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]PF9e9e9e[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]P79e9e9e[47m ]P0000000[49m ]PFaf87af[1;37mβ]P7d7afff[47mββ ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mββ]P7d7afff[47mβββ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]PFd7afaf[1;37mββ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]PF9e9e9e[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]P79e9e9e[47m ]P0000000[49m ]PFaf87af[1;37mβ]P7d7afff[47mββ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mβ ]P7af87af[47m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]PF9e9e9e[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]PF9e9e9e[1;37mβ]P0000000[49mβ ]PFaf87af[1;37mβββ]P7d7afff[47mβββ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m +]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]P79e9e9e[47m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]PFd7afaf[1;37mβ]P7bcbcbc[47mβ ]P79e9e9e[47m ]P0000000[49m ]PFaf87af[1;37mβ]P7d7afff[47mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m +]PFaf87af[1;37mβ]P7d7afff[47mβ β]P0000000[49mβ ]PFd7afaf[1;37mβ]P7e4e4e4[47mβ β]P7bcbcbc[47mβ]P79e9e9e[47m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m ]P7bcbcbc[47m ]PF9e9e9e[1;37mβ]P0000000[49m]PBd7af5f[1;33mβ ]PFaf87af[1;37mβ]P7d7afff[47mβ ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mββ β]P0000000[49mβββ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7d7afaf[47m]PFffd7af[1;37mβ]P7bcbcbc[47m ]P3d7af5f[43m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7ffd7af[47m ]P7bcbcbc[47m ]PBd7af5f[1;33mβ]P3d7af5f[43m ]P0000000[49m ]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mβ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]PFffd7af[1;37mβ]P7ffd7af[47m ]P3d7af5f[43m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7ffd7af[47m ]P7bcbcbc[47m ]PBd7af5f[1;33mβ]P3d7af5f[43m ]P0000000[49m ]PFaf87af[1;37mβ]P7d7afff[47mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFaf87af[1;37mββββββββ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]PFffd7af[1;37mβ]P7ffd7af[47m ]P3d7af5f[43m ]P0000000[49m]PBd7af5f[1;33mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]P7ffd7af[47m ]P7bcbcbc[47m ]P3d7af5f[43m ]P0000000[49m ]PFaf87af[1;37mβ]P7d7afff[47mβ ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m ]P7d7afaf[47m ]P7e4e4e4[47m ]P7ffd7af[47m ]PBd7af5f[1;33mβ]P3d7af5f[43m ]P0000000[49mβ ]P7d7afaf[47m ]P7e4e4e4[47m ]PFffd7af[1;37mβ]P7ffd7af[47m ]PFbcbcbc[1;37mβ]P3d7af5f[43mβ ]P0000000[49m ]PFaf87af[1;37mβ]P7d7afff[47mβ ]P7af87af[47m ]P0000000[49mββ]P7e4e4e4[47mβ]P7af87af[47m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mβ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7d7afaf[47m]PFffd7af[1;37mβ]P7e4e4e4[47mββ]P7ffd7af[47m ]P0000000[49m]PBd7af5f[1;33mβββ ]PFaf87af[1;37mβ]P7d7afff[47mβββ]P0000000[49mβ]PFffd7af[1;37mβ]P7ffd7af[47m ]P0000000[49m]PBd7af5f[1;33mββββ ]PFaf87af[1;37mβ]P7d7afff[47mββ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFaf87af[1;37mβ]P0000000[49mβ ]PFaf87af[1;37mββββ ]PFaf87af[1;37mβ]P7d7afff[47mβ ββ ]P7af87af[47m ]P0000000[49m ]PFaf87af[1;37mβββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mββββ]P7d7afff[47mβββββ β]P0000000[49mβββ]P7d7afff[47mβ β]P0000000[49mβ ]P7af87af[47m ]P7d7afff[47m ]P7af87af[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P7af87af[47m ]P7d7afff[47m ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7af87af[47m ]PFd7afff[1;37mβ]P0000000[49m]PFaf87af[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβ]P7d7afff[47mβ ββββββββββββ ]PFe4e4e4[1;37mβ ]PFaf87af[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mβββββββββ ]PFaf87af[1;37mββ]P7d7afff[47mββ ββββ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PFaf87af[1;37mββββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/extrattyponies/rainbowblitz.pony b/extrattyponies/rainbowblitz.pony new file mode 100644 index 0000000..ee02eac --- /dev/null +++ b/extrattyponies/rainbowblitz.pony @@ -0,0 +1,26 @@ +$balloon10$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]P65f87af[46m ]PFffffaf[1;37mββ]P0000000[49m]P85f87af[1;30mβ ]P85f87af[1;30mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f87af[1;30mββ]P3ff875f[43mββββββ]P0000000[49mβ]P65f87af[46m ]P7ffffaf[47m β]P0000000[49mβ]P65f87af[46m ]P287d75f[42m β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f87af[1;30mβ]P3ff875f[43mββββ]P9ff5f5f[1;31mββββ ]P85f87af[1;30mβ]P7ffffaf[47mβ]P787afd7[47m ]PF87d7ff[1;37mββ]PA87d75f[1;32mβ]P287d75f[42m ]P85f87af[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f87af[1;30mβββ]P1ff5f5f[41mβ ]P9ff875f[1;31mβ]P3ff875f[43m ]P787afd7[47m ]P787d7ff[47m ]PF87afd7[1;37mβ]P287d75f[42mβ ]P65f87af[46m ]P0000000[49m]P85f87af[1;30mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65f87af[46m ]P9ff5f5f[1;31mβ]P0000000[49m]P85f87af[1;30mββ]P787afd7[47mβ]P787d7ff[47mβββ]P0000000[40mβββ]P3ff875f[43mβ ]P787d7ff[47m ]P787afd7[47m ]P787d7ff[47m ]P787afd7[47m ]P65f87af[46m ]P787afd7[47m]PF87d7ff[1;37mββ]P0000000[49m]PF87afd7[1;37mβ ]PF87afd7[1;37mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P787afd7[47m ]P787d7ff[47m ]P8000000[1;30mββββ ]P65f87af[46m ]P3ff875f[43m ]P787d7ff[47m ]P65f87af[46m ]P787afd7[47m]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47mβ β]P787d7ff[47m ]P787afd7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P787afd7[47m ]P787d7ff[47m ]P8000000[1;30mβ]P7ffffff[47mββ]P187005f[41mβ]P7ffffff[47mββ]P65f87af[46mβ]P9ff875f[1;31mβ]P787d7ff[47m ]P787afd7[47m ]P65f87af[46m ]P787afd7[47m ]P787d7ff[47m ]P787afd7[47m ]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47mβ]P0000000[49m]PF87afd7[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P787afd7[47m ]P787d7ff[47m ]P8000000[1;30mβ]P7ffffff[47mβ]P0000000[40m ]P5d75f87[45m]P9ff0087[1;31mβ]P7ffffff[47m ]P0000000[40m ]P65f87af[46m]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47m ]P65f87af[46m ]P85f5f87[1;30mββ ]P787d7ff[47m ]P787afd7[47m ]P787d7ff[47m ]PF87afd7[1;37mβ]P787afd7[47m ]P787d7ff[47mβ]P787afd7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P787afd7[47m ]P787d7ff[47m ]P9ff0087[1;31mβ]PFffffff[1;37mββ]P8000000[1;30mβ ]P787afd7[47m ]P45f5f87[44m ]P85f87af[1;30mβ]P65f87af[46m ]P787afd7[47m]PF87d7ff[1;37mββ βββ]P787d7ff[47m ]P787afd7[47mβ]P0000000[49m]PF87afd7[1;37mβ]P85f87af[1;30mβββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mβ]P787d7ff[47mβββ β ]P787afd7[47m ]P45f5f87[44m ]P85f87af[1;30mβ]P787afd7[47mβ]P787d7ff[47m ]PF87afd7[1;37mβ ]P787afd7[47m ]PF87d7ff[1;37mβ ]P65f87af[46m]P85f5f87[1;30mβββββ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mββββββ]P787afd7[47m ]P787d7ff[47mβ β]P65f87af[46mββββ]P787d7ff[47m β]P787afd7[47m ]P787d7ff[47m β]P787afd7[47m ]P287d75f[42m]PFffffaf[1;37mβ]P85f87af[1;30mββββ]P65f87af[46m ]P0000000[49mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P787afd7[47m ]P787d7ff[47m ]P787afd7[47m ]P787d7ff[47m ]P787afd7[47m ]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47m ]P0000000[49m]P85f87af[1;30mβ]P7ffffaf[47mββ]PA87d75f[1;32mβ]P287d75f[42m ]P65f87af[46mβ]P0000000[49m]P85f87af[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mβ]P787d7ff[47mβ ββββ]P7ffffff[47mβ]PF87d7ff[1;37mβ β]P787d7ff[47m ]P787afd7[47m ]P0000000[49m ]P85f87af[1;30mβ]P7ffffaf[47mβ]PA87d75f[1;32mβ]P65f87af[46mβ]P0000000[49m]P85f87af[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mβ]P787d7ff[47mβ ]P7ffffff[47m]P85f87af[1;30mβ]P7ffffaf[47m ]P1ff5f5f[41m ]P787d7ff[47m ]P787afd7[47m ]P0000000[49mβ]P7ffffaf[47mβ ]PA87d75f[1;32mββ]P65f87af[46mββ]P0000000[49m]P85f87af[1;30mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f87af[1;30mββ]P65f87af[46m ]P787afd7[47mβββ ]PF87d7ff[1;37mββ]P787d7ff[47m ]PFffffaf[1;37mβ]P1ff5f5f[41m ]P787d7ff[47m ]P787afd7[47m ]P0000000[49m ]P85f87af[1;30mβ]P1ff5f5f[41mβ]PFffffaf[1;37mβ]P7ffffaf[47m ]P65f87af[46mβ ]P0000000[49m]P85f87af[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65f87af[46m ]P787afd7[47m ]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47m ]P0000000[49m]PF87afd7[1;37mβββ]P65f87af[46mβ]P787afd7[47m ]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47m ]P0000000[49m ]P65f87af[46m ]P1ff5f5f[41m ]P3ff875f[43m ]P7ffffaf[47m ]P85f87af[1;30mβ]P287d75f[42mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65f87af[46m ]P787afd7[47m ]P787d7ff[47m ]PF87afd7[1;37mβ]P787afd7[47m ]P0000000[49mβββ ]P65f87af[46m ]P787afd7[47m ]PF87d7ff[1;37mβ]P787d7ff[47m ]PF87afd7[1;37mββ]P787afd7[47m ]P1ff5f5f[41m ]P3ff875f[43m ]P7ffffaf[47m ]P65f87af[46m ]P287d75f[42m ]P85f87af[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65f87af[46m ]PF87afd7[1;37mβ]P787afd7[47m ]P787d7ff[47m β]P0000000[49mβ ]P85f87af[1;30mβ]P787afd7[47mβ ]PF87d7ff[1;37mβ]P787d7ff[47m ]PF87afd7[1;37mβ]P1ff5f5f[41mβ]P3ff875f[43m ]P7ffffaf[47m ]P65f87af[46m ]P287d75f[42m ]P85f87af[1;30mβ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P85f87af[1;30mβ]P787afd7[47m ]P787d7ff[47m ]P787afd7[47m ]P0000000[49m ]P65f87af[46m ]P787afd7[47m ]P787d7ff[47m ]PF87afd7[1;37mβ]P65f87af[46mβ]PFffffaf[1;37mβ]P0000000[49m]P85f87af[1;30mβ]P7ffffaf[47mββ]P65f87af[46m ]PA87d75f[1;32mβ]P0000000[49m]P85f87af[1;30mββ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mβ]P787d7ff[47mβ ]P787afd7[47m ]P0000000[49m ]P85f87af[1;30mβ]P787afd7[47m ββ]PF87d7ff[1;37mβ]P787d7ff[47m ]P787afd7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mββ ]PF87afd7[1;37mβ]P787d7ff[47mβ β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afd7[1;37mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/manuals/manpage.0 b/manuals/manpage.0 index 229ad10..9627f62 100644 --- a/manuals/manpage.0 +++ b/manuals/manpage.0 @@ -82,13 +82,22 @@ the pony will be selected randomly from that set of ponies. .B \-W, \-\-wrap \fIcolumn\fP The screen column where the message should be wrapped. .TP -.B \-A, \-\-all \fIcolumn\fP -Show all ponies, MLP-FiM and non-MLP-FiM, in this case the first list are MLP:FiM +.B \-A, \-\-all +List all pony files, MLP-FiM and non-MLP-FiM, in this case the first list are MLP:FiM and the second are non-MLP-FiM. .TP -.B \+A, \+\+all \fIcolumn\fP -Show both ponies names, including alternatives, these from MLP:FiM and non-MLP:FiM +.B \+A, \+\+all, \-\-symall, \-\-altall +List all pony files, including alternatives names inside brackets, these from MLP:FiM and non-MLP:FiM the first list are the MLP:FiM and the second one are non-MLP:FiM. +.TP +.B \-o, \-\-pony\-only, \-\-ponyonly +Just print the pony, nothing else like the speech balloon. +.TP +.B \+c, \-\-colour [\fIansi-colour\fP] +Colour the balloon, including link and message. For more colouring features, se the \fIinfo\fP +manual. The argument, \fIansi-colour\fP, should be a ANSI colour sequence without leading CSI +and without a tailing \fIm\fP, for example \fI1;31\fP will make it in red and bold (or bright +depending on the terminal.) .SH ENVIRONMENT .TP .B PONYSAY_BOTTOM diff --git a/manuals/manpage.es.0 b/manuals/manpage.es.0 index f4156ee..4dda148 100644 --- a/manuals/manpage.es.0 +++ b/manuals/manpage.es.0 @@ -84,14 +84,23 @@ aleatoriamente uno de este conjunto. .B \-W, \-\-wrap \fIcolumna\fP El numero de columnas en el que serΓ‘ impreso el mensaje. .TP -.B \-A. \-\-all \fIcolumn\fP -Muestra todos los ponis, tanto pertenecientes a MLP:FiM cono no pertenecientes a esta +.B \-A. \-\-all +Lista todos los ponis, tanto pertenecientes a MLP:FiM cono no pertenecientes a esta la primera lista son los pertenecientes a esta y la subsiguente los no pertenecientes. .TP -.B \+A, \+\+all \fIcolumn\fP -Muestra todos los ponies incluyendo sus nombres alternativos, estos pertenecientes a +.B \+A, \+\+all, \-\-symall, \-\-altall +Lista todos los ponis incluyendo sus nombres alternativos, estos pertenecientes a MLP:FiM cono no pertenecientes, la primera lista seran los pertenecientes y la subsiguente los no pertenecientes. +.TP +.B \-o, \-\-pony\-only, \-\-ponyonly +Solo muestra al poni, No asi con los demΓ‘s elementos. +.TP +.B \+c, \-\-colour [\fIansi-colour\fP] +Colorea el globo, Incluyendo mensajes y enlaces. Para mΓ‘s informaciΓ³n acerca del coloreo vea las pΓ‘ginas +\fIinfo\fP. El argumento o \fIansi-colour\fP, Puede ser una secuencia de colores ANSI sin precedir de CSI +y sin la cola \fIm\fP, por ejemplo \fI1;31\fP puede referirse al color rojo y en negrita (o claro +dependiendo de la terminal.) .SH ENTORNO .TP .B PONYSAY_BOTTOM diff --git a/manuals/ponysay.texinfo b/manuals/ponysay.texinfo index 59e5357..c65b2b5 100644 --- a/manuals/ponysay.texinfo +++ b/manuals/ponysay.texinfo @@ -8,7 +8,7 @@ @documentlanguage en @finalout @c %**end of header -@set VERSION 2.8 +@set VERSION 2.9 @defindex op @synindex op vr @@ -266,20 +266,101 @@ Just as @option{-L}, except it lists extra (non-MLP:FiM) ponies instead of stand Prints a list of all balloon styles. @item -A -@itemx --balloonlist +@itemx --all @opindex @option{-A} @opindex @option{--all} -@opindex @option{--all} -Show all ponies, MLP-FiM and non-MLP-FiM, in this case the first list are MLP:FiM -and the second are non-MLP-FiM. +List all ponies, MLP:FiM and non-MLP:FiM, in this case the first list are MLP:FiM +and the second are non-MLP:FiM. @item +A -@itemx --balloonlist +@itemx ++all +@itemx --symall +@itemx --altall @opindex @option{+A} @opindex @option{++all} -@opindex @option{++all} -Show both ponies names, including alternatives, these from MLP:FiM and non-MLP:FiM -the first list are the MLP:FiM and the second one are non-MLP:FiM. +@opindex @option{--symall} +@opindex @option{--altall} +List all ponies names, including alternatives, these from MLP:FiM and non-MLP:FiM. +The first list are the MLP:FiM and the second one are non-MLP:FiM. + +@item -o +@itemx --pony-only +@itemx --ponyonly +@opindex @option{-o} +@opindex @option{--pony-only} +@opindex @option{--ponyonly} +Print just the pony, nothing else like the speech balloon. + +@item -X +@itemx --256-colours +@itemx --256colours +@itemx --x-colours +@opindex @option{-X} +@opindex @option{--256-colours} +@opindex @option{--256colours} +@opindex @option{--x-colours} +Use @command{xterm}'s 256-colour support (supported by most X11 terminals), despite +your terminal's actual compatibilies. + +@item -V +@itemx --tty-colours +@itemx --ttycolours +@itemx --vt-colours +@opindex @option{-V} +@opindex @option{--tty-colours} +@opindex @option{--ttycolours} +@opindex @option{--vt-colours} +Use Linux VT's compatbilies without KMS utilisation, despite your terminal's actual +compatibilies. + +@item -K +@itemx --kms-colours +@itemx --kmscolours +@opindex @option{-K} +@opindex @option{--kms-colours} +@opindex @option{--kmscolours} +Use Linux VT's compatbilies with KMS utilisation, despite your terminal's actual +compatibilies. + +@item +c +@itemx --colour ANSI-COLOUR +@opindex @option{+c} +@opindex @option{--colour} +Colour the balloon, including link and message (the parts that are not individually +specified.) The argument, should be a ANSI colour sequence without leading CSI and +without a tailing βmβ, for example @code{1;31} will make it in red and bold (or bright +depending on the terminal.) + +@item --colour-bubble +@itemx --colour-balloon ANSI-COLOUR +@opindex @option{--colour-bubble} +@opindex @option{--colour-balloon} +Just like @option{--colour}, but it only colours the balloon, without the message +or link. + +@item --colour-link ANSI-COLOUR +@opindex @option{--colour-link} +Just like @option{--colour}, but it only colours the balloon link. + +@item --colour-msg +@itemx --colour-message ANSI-COLOUR +@opindex @option{--colour-msg} +@opindex @option{--colour-message} +Just like @option{--colour}, but it only colours the message. + +@item --colour-pony ANSI-COLOUR +@opindex @option{--colour-pony} +Just like @option{--colour}, but it colours the pony. This colouring has no +effect ony regular pony files, as it has its own colouring. + +@item --colour-wrap +@itemx --colour-hyphen ANSI-COLOUR +@opindex @option{--colour-wrap} +@opindex @option{--colour-hyphen} +Just like @option{--colour}, but it colours hyphen added by the word wrapping. +By default this is red (@code{31}), if you want uncoloured use @code{0}, +without @code{0} or @code{39}, the default @code{31} is presistent. + @end table @opindex @var{message} @@ -673,12 +754,14 @@ We have provided a script that should run one most, if not all shells, named @table @command @item util-say>=2 -@cindex @command{util-say} +@pindex @command{util-say} @cindex kms @cindex tty @pindex linux vt For improved TTY support for user with custom colour palette and KMS support. -It can be downloaded at @url{https://github.com/maandree/util-say}. +It can be downloaded at @url{https://github.com/maandree/util-say}. If this is +used @command{chmod} from @command{coreutils} is also required. + @cindex .png @cindex png images @@ -1864,24 +1947,44 @@ sequences. @cindex versions @cindex previous releases +@heading Version 2.9 +@itemize @bullet +@item +New extraponies: @file{molestia} (Tumblr) +@item +@end itemize + @heading Version 2.8 @itemize @bullet @item -New ponies: @file{airheart}, @file{bastionyorsets}, @file{gustavelegrand}, @file{peppermoon}, -@file{pinkacopter}, @file{pinkiefly}, @file{pinkieparade}, @file{pinkieumbrellahat}, -@file{shiningarmorwedding}, @file{starlight}, @file{sunnyrays}, @file{sweatiesing}, -@file{tenderheart}, @file{tom}, @file{twilightspike} +New ponies: @file{airheart}, @file{bastionyorsets}, @file{gustavelegrand}, @file{milkyway}, +@file{peppermoon}, @file{pinkacopter}, @file{pinkiefly}, @file{pinkieparade}, +@file{pinkieumbrellahat}, @file{shiningarmorwedding}, @file{soaringofficer}, +@file{starlight}, @file{sunnyrays}, @file{sweatiesing}, @file{tenderheart}, @file{tom}, +@file{twilightspike}, @file{zecorabalance} +@item +New extraponies: @file{applejack} (Tumblr), @file{applejack-63}, @file{artemis}, @file{blueberry}, +@file{butterscotch}, @file{drhoovesdiscorded} (Tumblr), @file{duskshine}, @file{elusive}, +@file{rainbowblitz} @item Pony symlink added: @itemize @bullet @item @file{georgewashingtony} @arrow{} @file{bastionyorsets} @end itemize @item -Support for explicit hypthenation using soft hyphens had been added to the word wrapper. +Support for explicit hyphenation using soft hyphens had been added to the word wrapper. @item Support for explicit non-word wrapping using non-breaking space had been added to the word wrapper. @item The word wrapper colours the inserted hyphens in red. +@item +Support for terminal capabilities emulation with the flags @option{-X}, @option{-V} and @option{-K}. +@item +Support for printing just the pony, using the flag @option{-o}. +@item +Colouring option flags are added. +@item +Automatic correction of incorrectly spelled pony names and balloon style names added. @end itemize diff --git a/ponies/milkyway.pony b/ponies/milkyway.pony new file mode 100644 index 0000000..3b6c96c --- /dev/null +++ b/ponies/milkyway.pony @@ -0,0 +1,26 @@ +$balloon36$[0m + $\$ + $\$ + $\$ + [38;5;233mβββ[39m [38;5;233mβββ[39m [38;5;109mβ[48;5;255mβ[48;5;109m [39m[49m [0m + [38;5;233mβ[48;5;236mβ β[49mββ[48;5;238mβ [48;5;109mβ[38;5;255mβ[48;5;252mβ[48;5;109m [39m[49m [38;5;233mβββ[39m [0m + [48;5;233m [48;5;236m [38;5;109mβββ [48;5;238m β[48;5;252mβ[48;5;255m [38;5;252mβ[48;5;109m [49m[38;5;233mβ[48;5;238mβ[48;5;236m β[49mβ[0m + [38;5;233mβ[48;5;236mβ [48;5;109m [48;5;255m [48;5;109m [48;5;236m [38;5;238mβ[48;5;238m [38;5;109mβ[38;5;255mβ[48;5;255m [38;5;252mβ[48;5;109m [48;5;238m [38;5;236mβ[48;5;236m [48;5;233m [0m + [38;5;233mβ[48;5;236mβ [48;5;109m [48;5;255m [48;5;252m[38;5;109mβ[48;5;255m β[38;5;110mβ[48;5;236m[38;5;233mβ[38;5;238mβ[48;5;238m [48;5;233mββ[48;5;109mβ[48;5;238m [48;5;233mβ[48;5;238m [48;5;236mβ [48;5;233m [39m[49m [0m + [48;5;233m [48;5;236m [38;5;238mβ [48;5;109m [48;5;255m [38;5;109mβ [38;5;233mββ β[48;5;233m [38;5;238mβ[49m[38;5;233mβ[39m [48;5;233m [48;5;236m[38;5;238mβ[38;5;233mβ[49mβ[39m [0m + [38;5;233mβ[48;5;238mβ [48;5;109m[38;5;236mβ[38;5;255mβ[48;5;255m [48;5;16mββ[38;5;137mβ[38;5;231mβ[38;5;255mβ[48;5;255m [38;5;109mβ[49mβ[39m [38;5;233mβ[48;5;238mβ [48;5;233m [39m[49m [0m + [38;5;233mβ[48;5;238mβ [48;5;109mβ[48;5;255m [48;5;16m [48;5;255m [48;5;137m[38;5;179mβ[48;5;231m[38;5;16mββ[48;5;255mβ [38;5;109mβ[49mβ[48;5;233m [49m[38;5;233mββ[39m [0m + [38;5;233mβββββ[39m [48;5;233m [48;5;236m [38;5;238mβ[48;5;238m [48;5;233m [48;5;255m [38;5;16mβ [38;5;178mβ[48;5;16mβ[48;5;255m [38;5;109mβ[49mβ[39m [0m + [38;5;233mβ[48;5;238mβ [38;5;236mβ[48;5;236m [38;5;233mββ[49mβ[39m [38;5;233mβ[48;5;236mββ [38;5;238mβ[48;5;238m [38;5;233mβ[48;5;255mβ [38;5;109mβ [48;5;109m [39m[49m [0m + [48;5;233m [48;5;238m [48;5;236m [38;5;233mββ 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b/ponies/soarinofficer.pony @@ -0,0 +1,25 @@ +$balloon29$[0m + $\$ + $\$ + $\$ + [38;5;74mβββββ[39m [38;5;74mβ[48;5;74m [48;5;60mββ[49mβ[39m [38;5;74mβ[39m [0m + [48;5;74m [48;5;60m [48;5;74m[38;5;38mβββ[38;5;60mβ[48;5;60m [38;5;74mβ[49mβ[48;5;74m [48;5;60mβ[48;5;74m [39m[49m [0m + [38;5;74mβ[48;5;60mβ [48;5;38m [48;5;255m [48;5;38m [48;5;16m [38;5;231mβ[38;5;45mβ[38;5;60mβ[48;5;60m [38;5;74mβ[49mβ[39m [0m + [38;5;74mββ[48;5;60mβ [48;5;38m [48;5;255m [38;5;38mβ [48;5;38m [48;5;16m [38;5;45mβ[48;5;231mββ[48;5;16mβ[38;5;60mβ[48;5;60m [38;5;74mβ[49mβ[0m + [38;5;74mβ[48;5;60mβ [48;5;38m [48;5;255m [38;5;38mβ[38;5;228mββ[48;5;16mβ [38;5;45mβ[48;5;231mββ[48;5;16m [48;5;74m[38;5;255mβ[38;5;60mββ[48;5;60m [48;5;74m [0m + [38;5;74mβ[48;5;60mβ [48;5;228m[38;5;38mβ[38;5;255mβββ[48;5;255m [38;5;16mβββ [38;5;38mβ[48;5;74mβ[49m[38;5;74mβ[39m [0m + [48;5;74m [48;5;60m [48;5;38m [48;5;255m [38;5;16mβββββ [38;5;38mβ[49mβ[39m [0m + [38;5;74mββββ[48;5;60mββββββ[49mβ[39m [48;5;74m [38;5;60mβββ[48;5;60m 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[39m[49m [48;5;61m [48;5;68m [38;5;60mβββ[48;5;61m [48;5;68m[38;5;253mβ [39m[49m [0m + [48;5;38m [48;5;255m [48;5;38m [49m[38;5;68mβββ[39m [38;5;61mβ[48;5;60m[38;5;38mβ[38;5;255mβ[48;5;255m [38;5;38mβ[48;5;68mβ[49m[38;5;68mβ[39m [0m + [38;5;38mβββββββ[39m [38;5;38mβββββββ[39m [0m diff --git a/ponies/zecorabalance.pony b/ponies/zecorabalance.pony new file mode 100644 index 0000000..6fd2b4a --- /dev/null +++ b/ponies/zecorabalance.pony @@ -0,0 +1,45 @@ +$balloon14$[0m + $\$ + $\$ + $\$ + [48;5;237m [38;5;235mββββ[49m[38;5;237mβ[39m [0m + [38;5;237mβ[48;5;235mβ [38;5;252mβ[48;5;252m [38;5;237mβ[49mβ[39m [0m + [48;5;237m [48;5;252m[38;5;60mβββ[48;5;237m [39m[49m [0m + [38;5;237mβ[48;5;237m [48;5;252m [48;5;237m [39m[49m [0m + [48;5;237m [38;5;60mβ[48;5;252mβ[48;5;60m [38;5;237mβ[49mβ[39m [38;5;237mββ[39m [0m + [48;5;237m [48;5;252m [38;5;237mβ[48;5;237m [39m[49m [38;5;237mββ[48;5;252mβ [48;5;235m ββ[49mβ[39m [0m + [48;5;237m [48;5;252m[38;5;60mβββ[48;5;237m [39m[49m 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b/ponyquotes/ponies @@ -100,6 +100,7 @@ mayor meadowsong meliot minuette+colgate +milkyway mjolna mrsparkle+nightlight mrssparkle+twilightvelvet @@ -160,7 +161,7 @@ skyra snails snips snowflake+horsepower -soarin +soarin+soarinofficer soigne sparkler+amethyststar spike+spikefloat+spikelove+spikemustache @@ -192,4 +193,4 @@ waltercoltchak wildfire winona woona -zecora +zecora+zecorabalance @@ -20,7 +20,6 @@ Authors of ponysay.py: Sven-Hendrik "svenstaro" Haase: Major contributor of the first implementation Jan Alexander "heftig" Steffens: Major contributor of the first implementation Kyah "L-four" Rindlisbacher: Patched the first implementation - ''' import os @@ -39,7 +38,11 @@ VERSION = 'dev' # this line should not be edited, it is fixed by the build syst ''' -Hack to enforce UTF-8 in output (in the future, if you see anypony not using utf-8 in programs by default, report them to Princess Celestia so she can banish them to the moon) +Hack to enforce UTF-8 in output (in the future, if you see anypony not using utf-8 in +programs by default, report them to Princess Celestia so she can banish them to the moon) + +@param text:str The text to print (empty string is default) +@param end:str The appendix to the text to print (line breaking is default) ''' def print(text = '', end = '\n'): sys.stdout.buffer.write((str(text) + end).encode('utf-8')) @@ -47,6 +50,10 @@ def print(text = '', end = '\n'): ''' Checks whether a text ends with a specific text, but has more + +@param text The text to test +@param ending The desired end of the text +@return :bool The result of the test ''' def endswith(text, ending): return text.endswith(ending) and not (text == ending); @@ -59,12 +66,35 @@ This is the mane class of ponysay class Ponysay(): ''' Starts the part of the program the arguments indicate + + @param args:ArgParser Parsed command line arguments ''' def __init__(self, args): if (args.argcount == 0) and not pipelinein: args.help() return + ## Modifyable global variables + global linuxvt + global usekms + global mode + global ponydirs + global extraponydirs + + ## Emulate termial capabilities + if args.opts['-X'] is not None: + linuxvt = False + usekms = False + elif args.opts['-V'] is not None: + linuxvt = True + usekms = False + elif args.opts['-K'] is not None: + linuxvt = True + usekms = True + ponydirs = vtponydirs if linuxvt and not usekms else xponydirs + extraponydirs = extravtponydirs if linuxvt and not usekms else extraxponydirs + + ## Run modes if args.opts['-h'] is not None: args.help() elif args.opts['--quoters'] is not None: self.quoters() elif args.opts['--onelist'] is not None: self.onelist() @@ -78,19 +108,36 @@ class Ponysay(): elif args.opts['-A'] is not None: self.list(); self.__extraponies(); self.list() elif args.opts['+A'] is not None: self.linklist(); self.__extraponies(); self.linklist() else: + ## Colouring features + if args.opts['--colour-pony'] is not None: + mode += '\033[' + ';'.join(args.opts['--colour-pony']) + 'm' + else: + mode += '\033[0m' + if args.opts['+c'] is not None: + if args.opts['--colour-msg'] is None: args.opts['--colour-msg'] = args.opts['+c'] + if args.opts['--colour-link'] is None: args.opts['--colour-link'] = args.opts['+c'] + if args.opts['--colour-bubble'] is None: args.opts['--colour-bubble'] = args.opts['+c'] + + ## Other extra features self.__extraponies(args) self.__bestpony(args) self.__ucsremap(args) + if args.opts['-o'] is not None: + mode += '$/= $$\\= $' + + ## The stuff if args.opts['-q'] is not None: self.quote(args) else: self.print_pony(args) - ## - ## Methods that run before the mane methods - ## + ############################################## + ## Methods that run before the mane methods ## + ############################################## ''' Use extra ponies + + @param args:ArgParser Parsed command line arguments, may be `None` ''' def __extraponies(self, args = None): ## If extraponies are used, change ponydir to extraponydir @@ -103,6 +150,8 @@ class Ponysay(): ''' Use best.pony if nothing else is set + + @param args:ArgParser Parsed command line arguments ''' def __bestpony(self, args): ## Set best.pony as the pony to display if none is selected @@ -116,6 +165,8 @@ class Ponysay(): ''' Apply pony name remapping to args according to UCS settings + + @param args:ArgParser Parsed command line arguments ''' def __ucsremap(self, args): ## Read UCS configurations @@ -124,7 +175,7 @@ class Ponysay(): if env_ucs in ('yes', 'y', '1'): ucs_conf = 1 elif env_ucs in ('harder', 'h', '2'): ucs_conf = 2 - ## Stop USC is not used + ## Stop UCS is not used if ucs_conf == 0: return @@ -135,7 +186,7 @@ class Ponysay(): with open(ucsmap, 'rb') as mapfile: maplines += [line.replace('\n', '') for line in mapfile.read().decode('utf8', 'replace').split('\n')] - ## Create USC β ASCII mapping from read lines + ## Create UCS β ASCII mapping from read lines map = {} stripset = ' \t' # must be string, wtf! and way doesn't python's doc say so for line in maplines: @@ -145,7 +196,7 @@ class Ponysay(): ascii = line[s + 1:].strip(stripset) map[ucs] = ascii - ## Apply USC β ASCII mapping to -f and -q arguments + ## Apply UCS β ASCII mapping to -f and -q arguments for flag in ('-f', '-q'): if args.opts[flag] is not None: for i in range(0, len(args.opts[flag])): @@ -153,12 +204,15 @@ class Ponysay(): args.opts[flag][i] = map[args.opts[flag][i]] - ## - ## Auxiliary methods - ## + ####################### + ## Auxiliary methods ## + ####################### ''' - Apply USC:ise pony names according to UCS settings + Apply UCS:ise pony names according to UCS settings + + @param ponies:list<str> List of all ponies (of interrest) + @param links:map<str> Map to fill with simulated symlink ponies, may be `None` ''' def __ucsise(self, ponies, links = None): ## Read UCS configurations @@ -167,7 +221,7 @@ class Ponysay(): if env_ucs in ('yes', 'y', '1'): ucs_conf = 1 elif env_ucs in ('harder', 'h', '2'): ucs_conf = 2 - ## Stop USC is not used + ## Stop UCS is not used if ucs_conf == 0: return @@ -178,7 +232,7 @@ class Ponysay(): with open(ucsmap, 'rb') as mapfile: maplines += [line.replace('\n', '') for line in mapfile.read().decode('utf8', 'replace').split('\n')] - ## Create USC β ASCII mapping from read lines + ## Create UCS β ASCII mapping from read lines map = {} stripset = ' \t' # must be string, wtf! and way doesn't python's doc say so for line in maplines: @@ -188,7 +242,7 @@ class Ponysay(): ascii = line[s + 1:].strip(stripset) map[ascii] = ucs - ## Apply USC β ACII mapping to ponies, by alias if weak settings + ## Apply UCS β ACII mapping to ponies, by alias if weak settings if ucs_conf == 1: for pony in ponies: if pony in map: @@ -203,16 +257,21 @@ class Ponysay(): ''' Returns one file with full path, names is filter for names, also accepts filepaths + + @param names:list<str> Ponies to choose from, may be `None` + @param alt:bool For method internal use... + @return :str The file name of a pony ''' - def __getponypath(self, names = None): + def __getponypath(self, names = None, alt = False): ponies = {} ## List all pony files, without the .pony ending for ponydir in ponydirs: for ponyfile in os.listdir(ponydir): - pony = ponyfile[:-5] - if pony not in ponies: - ponies[pony] = ponydir + ponyfile + if endswith(ponyfile, ".pony"): + pony = ponyfile[:-5] + if pony not in ponies: + ponies[pony] = ponydir + ponyfile ## Support for explicit pony file names if not names == None: @@ -227,6 +286,11 @@ class Ponysay(): ## Select a random pony of the choosen onles pony = names[random.randrange(0, len(names))] if pony not in ponies: + if not alt: + autocorrect = SpelloCorrecter(ponydirs, '.pony') + (alternatives, dist) = autocorrect.correct(pony) + if len(alternatives) > 0: + return self.__getponypath(alternatives, True) sys.stderr.write('I have never heard of anypony named %s\n' % (pony)); exit(1) else: @@ -235,6 +299,8 @@ class Ponysay(): ''' Returns a set with all ponies that have quotes and are displayable + + @return :set<str> All ponies that have quotes and are displayable ''' def __quoters(self): ## List all unique quote files @@ -265,6 +331,8 @@ class Ponysay(): ''' Returns a list with all (pony, quote file) pairs + + @return (pony, quote):(str, str) All poniesβquote file-pairs ''' def __quotes(self): ## Get all ponyquote files @@ -289,6 +357,8 @@ class Ponysay(): ''' Gets the size of the terminal in (rows, columns) + + @return (rows, columns):(int, int) The number or lines and the number of columns in the terminal's display area ''' def __gettermsize(self): ## Call `stty` to determine the size of the terminal, this way is better then using python's ncurses @@ -299,12 +369,14 @@ class Ponysay(): - ## - ## Listing methods - ## + ##################### + ## Listing methods ## + ##################### ''' Columnise a list and prints it + + @param ponies:list<(str, str)> All items to list, each item should have to elements: unformated name, formated name ''' def __columnise(self, ponies): ## Get terminal width, and a 2 which is the space between columns @@ -340,7 +412,6 @@ class Ponysay(): c -= 1 columns[c] = columns[c][:-diff] diff -= 1 - pass ## Create rows from columns lines = [] @@ -462,7 +533,7 @@ class Ponysay(): ## Get all quoters ponies = self.__quoters() - ## USC:ise and sort + ## UCS:ise and sort self.__ucsise(ponies) ponies.sort() @@ -489,7 +560,7 @@ class Ponysay(): if endswith(pony, '.pony'): ponies.append(pony[:-5]) - ## USC:ise and sort + ## UCS:ise and sort self.__ucsise(ponies) ponies.sort() @@ -501,10 +572,9 @@ class Ponysay(): print(pony) - - ## - ## Balloon methods - ## + ##################### + ## Balloon methods ## + ##################### ''' Prints a list of all balloons @@ -535,8 +605,12 @@ class Ponysay(): ''' Returns one file with full path, names is filter for style names, also accepts filepaths + + @param names:list<str> Balloons to choose from, may be `None` + @param alt:bool For method internal use + @param :str The file name of the balloon, will be `None` iff `names` is `None` ''' - def __getballoonpath(self, names): + def __getballoonpath(self, names, alt = False): ## Stop if their is no choosen balloon if names is None: return None @@ -566,6 +640,11 @@ class Ponysay(): ## Select a random balloon of the choosen ones balloon = names[random.randrange(0, len(names))] if balloon not in balloons: + if not alt: + autocorrect = SpelloCorrecter(balloondirs, '.think' if isthink else '.say') + alternatives = autocorrect.correct(balloon)[0] + if len(alternatives) > 0: + return self.__getponypath(alternatives, True) sys.stderr.write('That balloon style %s does not exist\n' % (balloon)); exit(1) else: @@ -574,6 +653,9 @@ class Ponysay(): ''' Creates the balloon style object + + @param balloonfile:str The file with the balloon style, may be `None` + @return :Balloon Instance describing the balloon's style ''' def __getballoon(self, balloonfile): ## Use default balloon if none is specified @@ -609,9 +691,9 @@ class Ponysay(): - ## - ## Displaying methods - ## + ######################## + ## Displaying methods ## + ######################## ''' Prints the name of the program and the version of the program @@ -623,6 +705,8 @@ class Ponysay(): ''' Print the pony with a speech or though bubble. message, pony and wrap from args are used. + + @param args:ArgParser Parsed command line arguments ''' def print_pony(self, args): ## Get message and remove tailing whitespace from stdin (but not for each line) @@ -630,6 +714,8 @@ class Ponysay(): msg = ''.join(sys.stdin.readlines()).rstrip() else: msg = args.message + if args.opts['--colour-msg'] is not None: + msg = '\033[' + ';'.join(args.opts['--colour-msg']) + 'm' + msg ## This algorithm should give some result as cowsay's (according to tests) if args.opts['-c'] is not None: @@ -677,10 +763,26 @@ class Ponysay(): messagewrap = int(args.opts['-W'][0]) if args.opts['-W'] is not None else None ## Get balloon object - balloon = self.__getballoon(self.__getballoonpath(args.opts['-b'])) + balloon = self.__getballoon(self.__getballoonpath(args.opts['-b'])) if args.opts['-o'] is None else None + + ## Get hyphen style + hyphencolour = '' + if args.opts['--colour-wrap'] is not None: + hyphencolour = '\033[' + ';'.join(args.opts['--colour-wrap']) + 'm' + hyphen = '\033[31m' + hyphencolour + '-' # TODO make configurable + + ## Link and balloon colouring + linkcolour = '' + if args.opts['--colour-link'] is not None: + linkcolour = '\033[' + ';'.join(args.opts['--colour-link']) + 'm' + ballooncolour = '' + if args.opts['--colour-bubble'] is not None: + ballooncolour = '\033[' + ';'.join(args.opts['--colour-bubble']) + 'm' + ## Run cowsay replacement - backend = Backend(message = msg, ponyfile = pony, wrapcolumn = messagewrap if messagewrap is not None else 40, width = widthtruncation, balloon = balloon) + backend = Backend(message = msg, ponyfile = pony, wrapcolumn = messagewrap if messagewrap is not None else 40, + width = widthtruncation, balloon = balloon, hyphen = hyphen, linkcolour = linkcolour, ballooncolour = ballooncolour) backend.parse() output = backend.output if output.endswith('\n'): @@ -712,6 +814,8 @@ class Ponysay(): ''' Print the pony with a speech or though bubble and a self quote + + @param args:ArgParser Parsed command line arguments ''' def quote(self, args): ## Get all quotes, and if any pony is choosen just keep them @@ -774,6 +878,9 @@ class Ponysay(): ''' Returns the file name of the input pony converted to a KMS pony, or if KMS is not used, the input pony itself + + @param pony:str Choosen pony file + @return :str Pony file to display ''' def __kms(self, pony): ## If not in Linux VT, return the pony as is @@ -876,9 +983,21 @@ class Ponysay(): +''' +Option takes no arguments +''' ARGUMENTLESS = 0 + +''' +Option takes one argument per instance +''' ARGUMENTED = 1 + +''' +Option consumes all following arguments +''' VARIADIC = 2 + ''' Simple argument parser ''' @@ -886,6 +1005,11 @@ class ArgParser(): ''' Constructor. The short description is printed on same line as the program name + + @param program:str The name of the program + @param description:str Short, single-line, description of the program + @param usage:str Formated, multi-line, usage text + @param longdescription:str Long, multi-line, description of the program, may be `None` ''' def __init__(self, program, description, usage, longdescription = None): self.__program = program @@ -899,6 +1023,9 @@ class ArgParser(): ''' Add option that takes no arguments + + @param alternatives:list<str> Option names + @param help:str Short description, use `None` to hide the option ''' def add_argumentless(self, alternatives, help = None): ARGUMENTLESS @@ -910,6 +1037,10 @@ class ArgParser(): ''' Add option that takes one argument + + @param alternatives:list<str> Option names + @param arg:str The name of the takes argument, one word + @param help:str Short description, use `None` to hide the option ''' def add_argumented(self, alternatives, arg, help = None): self.__arguments.append((ARGUMENTED, alternatives, arg, help)) @@ -920,6 +1051,10 @@ class ArgParser(): ''' Add option that takes all following argument + + @param alternatives:list<str> Option names + @param arg:str The name of the takes arguments, one word + @param help:str Short description, use `None` to hide the option ''' def add_variadic(self, alternatives, arg, help = None): self.__arguments.append((VARIADIC, alternatives, arg, help)) @@ -931,6 +1066,8 @@ class ArgParser(): ''' Parse arguments + + @param args:list<str> The command line arguments, should include the execute file at index 0, `sys.argv` is default ''' def parse(self, argv = sys.argv): self.argcount = len(argv) - 1 @@ -1116,6 +1253,27 @@ Balloon format class class Balloon(): ''' Constructor + + @param link:str The \-directional balloon line character + @param linkmirror:str The /-directional balloon line character + @param ww:str See the info manual + @param ee:str See the info manual + @param nw:list<str> See the info manual + @param nnw:list<str> See the info manual + @param n:list<str> See the info manual + @param nne:list<str> See the info manual + @param ne:list<str> See the info manual + @param nee:str See the info manual + @param e:str See the info manual + @param see:str See the info manual + @param se:list<str> See the info manual + @param sse:list<str> See the info manual + @param s:list<str> See the info manual + @param ssw:list<str> See the info manual + @param sw:list<str> See the info manual + @param sww:str See the info manual + @param w:str See the info manual + @param nww:str See the info manual ''' def __init__(self, link, linkmirror, ww, ee, nw, nnw, n, nne, ne, nee, e, see, se, sse, s, ssw, sw, sww, w, nww): (self.link, self.linkmirror) = (link, linkmirror) @@ -1142,6 +1300,12 @@ class Balloon(): ''' Generates a balloon with a message + + @param minw:int The minimum number of columns of the balloon + @param minh:int The minimum number of lines of the balloon + @param lines:list<str> The text lines to display + @param lencalc:int(str) Function used to compute the length of a text line + @return :str The balloon as a formated string ''' def get(self, minw, minh, lines, lencalc): h = self.minheight + len(lines) @@ -1183,21 +1347,35 @@ class Balloon(): ''' -Replacement for cowsay +Super-ultra-extreme-awesomazing replacement for cowsay ''' class Backend(): ''' Constructor - Takes message [string], ponyfile [filename string], wrapcolumn [None or an int], width [None or an int] and balloon [Balloon object] + + @param message:str The message spoken by the pony + @param ponyfile:str The pony file + @param wrapcolumn:int The column at where to wrap the message, `None` for no wrapping + @param width:int The width of the screen, `None` if truncation should not be applied + @param balloon:Balloon The balloon style object, `None` if only the pony should be printed + @param hyphen:str How hyphens added by the wordwrapper should be printed + @param linkcolour:str How to colour the link character, empty string if none + @param ballooncolour:str How to colour the balloon, empty string if none ''' - def __init__(self, message, ponyfile, wrapcolumn, width, balloon): + def __init__(self, message, ponyfile, wrapcolumn, width, balloon, hyphen, linkcolour, ballooncolour): self.message = message self.ponyfile = ponyfile self.wrapcolumn = wrapcolumn self.width = width self.balloon = balloon + self.hyphen = hyphen + self.ballooncolour = ballooncolour - self.link = {'\\' : self.balloon.link, '/' : self.balloon.linkmirror} + if self.balloon is not None: + self.link = {'\\' : linkcolour + self.balloon.link, + '/' : linkcolour + self.balloon.linkmirror} + else: + self.link = {} self.output = '' self.pony = None @@ -1209,6 +1387,7 @@ class Backend(): def parse(self): self.__expandMessage() self.__loadFile() + self.pony = mode + self.pony self.__processPony() self.__truncate() @@ -1320,7 +1499,7 @@ class Backend(): else: n += len(data) self.pony = self.pony[:i] + data + self.pony[i:] - else: + elif self.balloon is not None: (w, h) = (0, 0) props = dollar[7:] if len(props) > 0: @@ -1332,6 +1511,7 @@ class Backend(): w = int(props) balloon = self.__getballoon(w, h, indent) balloon = balloon.split('\n') + balloon = [AUTO_PUSH + self.ballooncolour + item + AUTO_POP for item in balloon] for b in balloon[0]: self.output += b + colourstack.feed(b) if lineindex == 0: @@ -1401,6 +1581,10 @@ class Backend(): ''' Gets colour code att the currect offset in a buffer + + @param input:str The input buffer + @param offset:int The offset at where to start reading, a escape must begin here + @return :str The escape sequence ''' def __getcolour(self, input, offset): (i, n) = (offset, len(input)) @@ -1436,6 +1620,9 @@ class Backend(): ''' Calculates the number of visible characters in a text + + @param input:str The input buffer + @return :int The number of visible characters ''' def __len(self, input): (rc, i, n) = (0, 0, len(input)) @@ -1452,6 +1639,11 @@ class Backend(): ''' Generates a balloon with the message + + @param width:int The minimum width of the balloon + @param height:int The minimum height of the balloon + @param left:int The column where the balloon starts + @return :str The balloon the the message as a string ''' def __getballoon(self, width, height, left): wrap = None @@ -1464,31 +1656,27 @@ class Backend(): if wrap is not None: msg = self.__wrapMessage(msg, wrap) - if '\033' in msg: - AUTO_PUSH = '\033[01010~' - AUTO_POP = '\033[10101~' - cstack = ColourStack(AUTO_PUSH, AUTO_POP) - buf = '' - for c in msg: - if c == '\n': - for cc in ('%s\n%s' % (AUTO_PUSH, AUTO_POP)): - buf += cc - buf += cstack.feed(cc) - else: - buf += c - buf += cstack.feed(c) - msg = buf + msg = msg.replace('\n', '\033[0m%s\n' % (self.ballooncolour)) + '\033[0m' + self.ballooncolour - return self.balloon.get(width, height, msg.split('\n'), self.__len) + return self.balloon.get(width, height, msg.split('\n'), self.__len); ''' Wraps the message + + @param message:str The message to wrap + @param wrap:int The width at where to force wrapping + @return :str The message wrapped ''' def __wrapMessage(self, message, wrap): - AUTO_PUSH = '\033[01010~' + AUTO_PUSH = '\033[0101y0~' AUTO_POP = '\033[10101~' - lines = message.split('\n') + msg = message.replace('\n', AUTO_PUSH + '\n' + AUTO_POP); + cstack = ColourStack(AUTO_PUSH, AUTO_POP) + buf = '' + for c in msg: + buf += c + cstack.feed(c) + lines = buf.replace(AUTO_PUSH, '').replace(AUTO_POP, '').split('\n') buf = '' for line in lines: b = [None] * len(line) @@ -1556,7 +1744,7 @@ class Backend(): hyphen = m - 1 while b[hyphen] != 'Β': hyphen -= 1 - while map[mm + x] > hyphen: ## Only looking backward, if foreward is required the word is probabily not hythenated correctly + while map[mm + x] > hyphen: ## Only looking backward, if foreward is required the word is probabily not hyphenated correctly x -= 1 x += 1 m = map[mm + x] @@ -1604,16 +1792,21 @@ class Backend(): rc = '\n'.join(line.rstrip() for line in buf[:-1].split('\n')); rc = rc.replace('Β', ''); # remove soft hyphens - rc = rc.replace('\0', '%s%s%s' % (AUTO_PUSH, '\033[31m-', AUTO_POP)) # TODO make configurable + rc = rc.replace('\0', '%s%s%s' % (AUTO_PUSH, self.hyphen, AUTO_POP)) return rc ''' ANSI colour stack + +This is used to make layers with independent coloursations ''' class ColourStack(): ''' Constructor + + @param autopush:str String that, when used, will create a new independently colourised layer + @param autopop:str String that, when used, will end the current layer and continue of the previous layer ''' def __init__(self, autopush, autopop): self.autopush = autopush @@ -1626,6 +1819,11 @@ class ColourStack(): self.seq = None + ''' + Create a new independently colourised layer + + @return :str String that should be inserted into your buffer + ''' def push(self): self.stack = [[self.bufproto, None, None, [False] * 9]] + self.stack if len(self.stack) == 1: @@ -1633,6 +1831,11 @@ class ColourStack(): return '\033[0m' + ''' + End the current layer and continue of the previous layer + + @return :str String that should be inserted into your buffer + ''' def pop(self): old = self.stack[0] self.stack = self.stack[1:] @@ -1646,6 +1849,13 @@ class ColourStack(): return rc[:-1] + 'm' + ''' + Use this, in sequence, for which character in your buffer that contains yor autopush and autopop + string, the automatically get push and pop string to insert after each character + + @param :chr One character in your buffer + @return :str The text to insert after the input character + ''' def feed(self, char): if self.seq is not None: self.seq += char @@ -1691,6 +1901,9 @@ UCS utility class class UCS(): ''' Checks whether a character is a combining character + + @param char:chr The character to test + @return :bool Whether the character is a combining character ''' @staticmethod def isCombining(char): @@ -1704,6 +1917,9 @@ class UCS(): ''' Gets the number of combining characters in a string + + @param string:str A text to count combining characters in + @return :int The number of combining characters in the string ''' @staticmethod def countCombining(string): @@ -1716,6 +1932,9 @@ class UCS(): ''' Gets length of a string not counting combining characters + + @param string:str The text of which to determine the monospaced width + @return The determine the monospaced width of the text, provided it does not have escape sequnces ''' @staticmethod def dispLen(string): @@ -1729,7 +1948,13 @@ Class used for correcting spellos and typos, Note that this implementation will not find that correctly spelled word are correct faster than it corrects words. It is also limited to words of size 0 to 127 (inclusive) ''' -class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised Java, may not be the nicest, or even fast, Python code +class SpelloCorrecter(): # NaΓ―vely and quickly proted and adapted from optimised Java, may not be the nicest, or even fast, Python code + ''' + Constructor + + @param directories:list<str> List of directories that contains the file names with the correct spelling + @param ending:str The file name ending of the correctly spelled file names, this is removed for the name + ''' def __init__(self, directories, ending): self.weights = {'k' : {'c' : 0.25, 'g' : 0.75, 'q' : 0.125}, 'c' : {'k' : 0.25, 'g' : 0.75, 's' : 0.5, 'z' : 0.5, 'q' : 0.125}, @@ -1768,35 +1993,57 @@ class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised continue proper = filename[:-len(ending)] - if dictionaryEnd == 0: - dictionaryEnd = len(self.dictionary) - self.reusable = [0] * dictionaryEnd + self.reusable - self.dictionary = [None] * dictionaryEnd + self.dictionary + if self.dictionaryEnd == 0: + self.dictionaryEnd = len(self.dictionary) + self.reusable = [0] * self.dictionaryEnd + self.reusable + self.dictionary = [None] * self.dictionaryEnd + self.dictionary + + self.dictionaryEnd -= 1 + self.dictionary[self.dictionaryEnd] = proper - dictionaryEnd -= 1 - dictionary[dictionaryEnd] = proper prevCommon = min(len(previous), len(proper)) for i in range(0, prevCommon): if previous[i] != proper[i]: prevCommon = i break - previous = dictionary[dictionaryEnd] - reusable[dictionaryEnd] = prevCommon - - - ''' - Finds the closests correct spelled word. - The input is just one word, and the output is tuple - with a list of the closest spellings, and the weigthed distance. + previous = proper + self.reusable[self.dictionaryEnd] = prevCommon + #part = self.dictionary[self.dictionaryEnd : len(self.dictionary) - 1] + #part.sort() + #self.dictionary[self.dictionaryEnd : len(self.dictionary) - 1] = part + # + #index = len(self.dictionary) - 1 + #while index >= self.dictionaryEnd: + # proper = self.dictionary[index] + # prevCommon = min(len(previous), len(proper)) + # for i in range(0, prevCommon): + # if previous[i] != proper[i]: + # prevCommon = i + # break + # previous = proper + # self.reusable[self.dictionaryEnd] = prevCommon + # index -= 1; + + + ''' + Finds the closests correct spelled word + + @param used:str The word to correct + @return (words, distance):(list<string>, int) A list the closest spellings and the weighted distance ''' def correct(self, used): - if len(used) < 127: + if len(used) > 127: return ([used], 0) - __correct(used) - return (seld.corrections, self.closestDistance) + self.__correct(used) + return (self.corrections, self.closestDistance) + + ''' + Finds the closests correct spelled word + @param used:str The word to correct, it must satisfy all restrictions + ''' def __correct(self, used): self.closestDistance = 0x7FFFFFFF previous = self.dictionary[-1] @@ -1806,7 +2053,7 @@ class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised proper = None prevCommon = 0 - d = len(self.dictionary) + d = len(self.dictionary) - 1 while d > self.dictionaryEnd: d -= 1 proper = self.dictionary[d] @@ -1822,7 +2069,7 @@ class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised skip = min(prevLen, len(proper)) i = prevCommon - while i < skip: + while i < skip: for u in range(0, usedLen): if (used[u] == previous[i]) or (used[u] == proper[i]): skip = i @@ -1835,13 +2082,13 @@ class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised common = i break - distance = self.__distance(proper, skip, proper.length, used, common, usedLen) + distance = self.__distance(proper, skip, len(proper), used, common, usedLen) if self.closestDistance > distance: self.closestDistance = distance - corrections = [proper] + self.corrections = [proper] elif self.closestDistance == distance: - corrections.append(proper) + self.corrections.append(proper) previous = proper; if distance >= 0x7FFFFF00: @@ -1850,6 +2097,17 @@ class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised prevLen = len(proper) + ''' + Calculate the distance between a correct word and a incorrect word + + @param proper:str The correct word + @param y0:int The offset for `proper` + @param yn:int The length, before applying `y0`, of `proper` + @param used:str The incorrect word + @param x0:int The offset for `used` + @param xn:int The length, before applying `x0`, of `used` + @return :float The distance between the words + ''' def __distance(self, proper, y0, yn, used, x0, xn): my = self.M[y0] for y in range(y0, yn): @@ -1872,13 +2130,14 @@ class SpelloCorrecter: # NaΓ―vely and quickly proted and adapted from optimised if my[x] in self.weights: if p in self.weights[u]: cw = self.weights[u][p] + x += 1 myy[x] = min(cw + change, 1 + min(remove, add)) if best > myy[x]: best = myy[x] if best > self.closestDistance: - return 0x7FFFFFFF | y + return 0x7FFFFF00 | y my = myy return my[xn] @@ -1900,8 +2159,8 @@ linuxvt = ('TERM' in os.environ) and (os.environ['TERM'] == 'linux') ''' Whether the script is executed as ponythink ''' -isthink = (len(__file__) >= 5) and (__file__[-5:] == 'think') -isthink = ((len(__file__) >= 8) and (__file__[-8:] == 'think.py')) or isthink +isthink = (len(__file__) >= len('think')) and (__file__.endswith('think')) +isthink = ((len(__file__) >= len('think.py')) and (__file__.endswith('think.py'))) or isthink ''' @@ -1927,28 +2186,46 @@ usekms = Ponysay.isUsingKMS() ''' +Mode string that modifies or adds $ variables in the pony image +''' +mode = '' + + +''' The directories where pony files are stored, ttyponies/ are used if the terminal is Linux VT (also known as TTY) and not with KMS ''' appendset = set() -ponydirs = [] -if linuxvt and not usekms: _ponydirs = [HOME + '/.local/share/ponysay/ttyponies/', '/usr/share/ponysay/ttyponies/'] -else: _ponydirs = [HOME + '/.local/share/ponysay/ponies/', '/usr/share/ponysay/ponies/'] +xponydirs = [] +_ponydirs = [HOME + '/.local/share/ponysay/ponies/', '/usr/share/ponysay/ponies/'] +for ponydir in _ponydirs: + if os.path.isdir(ponydir) and (ponydir not in appendset): + xponydirs.append(ponydir) + appendset.add(ponydir) +appendset = set() +vtponydirs = [] +_ponydirs = [HOME + '/.local/share/ponysay/ttyponies/', '/usr/share/ponysay/ttyponies/'] for ponydir in _ponydirs: if os.path.isdir(ponydir) and (ponydir not in appendset): - ponydirs.append(ponydir) + vtponydirs.append(ponydir) appendset.add(ponydir) ''' The directories where pony files are stored, extrattyponies/ are used if the terminal is Linux VT (also known as TTY) and not with KMS ''' -appendsetset = set() -extraponydirs = [] -if linuxvt and not usekms: _extraponydirs = [HOME + '/.local/share/ponysay/extrattyponies/', '/usr/share/ponysay/extrattyponies/'] -else: _extraponydirs = [HOME + '/.local/share/ponysay/extraponies/', '/usr/share/ponysay/extraponies/'] +appendset = set() +extraxponydirs = [] +_extraponydirs = [HOME + '/.local/share/ponysay/extraponies/', '/usr/share/ponysay/extraponies/'] for extraponydir in _extraponydirs: if os.path.isdir(extraponydir) and (extraponydir not in appendset): - extraponydirs.append(extraponydir) + extraxponydirs.append(extraponydir) + appendset.add(extraponydir) +appendset = set() +extravtponydirs = [] +_extraponydirs = [HOME + '/.local/share/ponysay/extrattyponies/', '/usr/share/ponysay/extrattyponies/'] +for extraponydir in _extraponydirs: + if os.path.isdir(extraponydir) and (extraponydir not in appendset): + extravtponydirs.append(extraponydir) appendset.add(extraponydir) @@ -2022,6 +2299,17 @@ opts.add_argumentless(['--quoters']) opts.add_argumentless(['--onelist']) opts.add_argumentless(['++onelist']) +opts.add_argumentless(['-X', '--256-colours', '--256colours', '--x-colours']) +opts.add_argumentless(['-V', '--tty-colours', '--ttycolours', '--vt-colours']) +opts.add_argumentless(['-K', '--kms-colours', '--kmscolours']) + +opts.add_argumented(['+c', '--colour'], arg = 'COLOUR') +opts.add_argumented(['--colour-bubble', '--colour-balloon'], arg = 'COLOUR') +opts.add_argumented(['--colour-link'], arg = 'COLOUR') +opts.add_argumented(['--colour-msg', '--colour-message'], arg = 'COLOUR') +opts.add_argumented(['--colour-pony'], arg = 'COLOUR') +opts.add_argumented(['--colour-wrap', '--colour-hyphen'], arg = 'COLOUR') + opts.add_argumentless(['-h', '--help'], help = 'Print this help message.') opts.add_argumentless(['-v', '--version'], help = 'Print the version of the program.') opts.add_argumentless(['-l', '--list'], help = 'List pony names.') @@ -2029,9 +2317,10 @@ opts.add_argumentless(['-L', '--symlist', '--altlist'], help = opts.add_argumentless(['+l', '++list'], help = 'List non-MLP:FiM pony names.') opts.add_argumentless(['+L', '++symlist', '++altlist'], help = 'List non-MLP:FiM pony names with alternatives.') opts.add_argumentless(['-A', '--all'], help = 'List all pony names.') -opts.add_argumentless(['+A', '++all'], help = 'List all pony names with alternatives.') +opts.add_argumentless(['+A', '++all', '--symall', '--altall'], help = 'List all pony names with alternatives.') opts.add_argumentless(['-B', '--bubblelist', '--balloonlist'], help = 'List balloon styles.') opts.add_argumentless(['-c', '--compact'], help = 'Compress messages.') +opts.add_argumentless(['-o', '--pony-only', '--ponyonly'], help = 'Print only the pony.') opts.add_argumented( ['-W', '--wrap'], arg = 'COLUMN', help = 'Specify column where the message should be wrapped.') opts.add_argumented( ['-b', '--bubble', '--balloon'], arg = 'STYLE', help = 'Select a balloon style.') opts.add_argumented( ['-f', '--file', '--pony'], arg = 'PONY', help = 'Select a pony.\nEither a file name or a pony name.') diff --git a/ttyponies/georgewachingtony.pony b/ttyponies/georgewashingtony.pony index 4622fea..4622fea 120000 --- a/ttyponies/georgewachingtony.pony +++ b/ttyponies/georgewashingtony.pony diff --git a/ttyponies/milkyway.pony b/ttyponies/milkyway.pony new file mode 100644 index 0000000..d0f6849 --- /dev/null +++ b/ttyponies/milkyway.pony @@ -0,0 +1,26 @@ +$balloon36$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]P8121212[1;30mβββ ]P8121212[1;30mβββ ]PF87afaf[1;37mβ]P7eeeeee[47mβ]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0303030[40mβ β]P0000000[49mββ]P0444444[40mβ ]P787afaf[47mβ]PFeeeeee[1;37mβ]P7d0d0d0[47mβ]P787afaf[47m ]P0000000[49m ]P8121212[1;30mβββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0121212[40m ]P0303030[40m ]PF87afaf[1;37mβββ ]P0444444[40m β]P7d0d0d0[47mβ]P7eeeeee[47m ]PFd0d0d0[1;37mβ]P787afaf[47m ]P0000000[49m]P8121212[1;30mβ]P0444444[40mβ]P0303030[40m β]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0303030[40mβ ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]P0303030[40m ]P8444444[1;30mβ]P0444444[40m ]PF87afaf[1;37mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]PFd0d0d0[1;37mβ]P787afaf[47m ]P0444444[40m ]P8303030[1;30mβ]P0303030[40m ]P0121212[40m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0303030[40mβ ]P787afaf[47m ]P7eeeeee[47m ]P7d0d0d0[47m]PF87afaf[1;37mβ]P7eeeeee[47m β]PF87afd7[1;37mβ]P0303030[40m]P8121212[1;30mβ]P8444444[1;30mβ]P0444444[40m ]P0121212[40mββ]P787afaf[47mβ]P0444444[40m ]P0121212[40mβ]P0444444[40m ]P0303030[40mβ ]P0121212[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0121212[40m ]P0303030[40m ]P8444444[1;30mβ ]P787afaf[47m ]P7eeeeee[47m ]PF87afaf[1;37mβ ]P8121212[1;30mββ β]P0121212[40m ]P8444444[1;30mβ]P0000000[49m]P8121212[1;30mβ ]P0121212[40m ]P0303030[40m]P8444444[1;30mβ]P8121212[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ ]P787afaf[47m]P8303030[1;30mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]P0000000[40mββ]PBaf875f[1;33mβ]PFffffff[1;37mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]PF87afaf[1;37mβ]P0000000[49mβ ]P8121212[1;30mβ]P0444444[40mβ ]P0121212[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ ]P787afaf[47mβ]P7eeeeee[47m ]P0000000[40m ]P7eeeeee[47m ]P3af875f[43m]PBd7af5f[1;33mβ]P7ffffff[47m]P8000000[1;30mββ]P7eeeeee[47mβ ]PF87afaf[1;37mβ]P0000000[49mβ]P0121212[40m ]P0000000[49m]P8121212[1;30mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβββββ ]P0121212[40m ]P0303030[40m ]P8444444[1;30mβ]P0444444[40m ]P0121212[40m ]P7eeeeee[47m ]P8000000[1;30mβ ]PBd7af00[1;33mβ]P0000000[40mβ]P7eeeeee[47m ]PF87afaf[1;37mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ ]P8303030[1;30mβ]P0303030[40m ]P8121212[1;30mββ]P0000000[49mβ ]P8121212[1;30mβ]P0303030[40mββ ]P8444444[1;30mβ]P0444444[40m ]P8121212[1;30mβ]P7eeeeee[47mβ ]PF87afaf[1;37mβ ]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0121212[40m ]P0444444[40m ]P0303030[40m ]P8121212[1;30mββ β]P0000000[49mβ]PF87afaf[1;37mβββββββ]P0121212[40mβ]P8303030[1;30mββ]P0303030[40m ]P0121212[40m ]P7eeeeee[47m ]PF87afaf[1;37mββββββββ]P787afaf[47m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0121212[40m ]P0444444[40m ]P8303030[1;30mβ]P0303030[40m ]P0121212[40m ]P0000000[49m ]P8121212[1;30mβ]P787afaf[47m ]P7eeeeee[47m ]PFafd7d7[1;37mβ ]PF87afaf[1;37mβββ ]P0121212[40m ]P8303030[1;30mββ]PFeeeeee[1;37mβ]P7eeeeee[47m ]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ ]P0303030[40m β]P0000000[49mβ ]P787afaf[47m ]P7eeeeee[47m ]P45f5f87[44m]PF87afd7[1;37mβ]P7eeeeee[47mβ ]P787afaf[47m ]P7eeeeee[47m]PFd0d0d0[1;37mβββββ]P0121212[40m]PF87afaf[1;37mβ]P7eeeeee[47m β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβββ]P0444444[40mβ ]P8303030[1;30mβ]P0303030[40m ]P8121212[1;30mβ]P0000000[49mβ]P787afaf[47m ]P7eeeeee[47m ]PFc6c6c6[1;37mβββ]PF87afaf[1;37mββ]P7d0d0d0[47mβ]P7eeeeee[47mβ]P7d0d0d0[47mβ]P7eeeeee[47mβ]P787afaf[47m ]P7eeeeee[47m β]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ ]P8303030[1;30mββ]P0303030[40m ]P0121212[40m ]P0000000[49m ]P787afaf[47m ]P7eeeeee[47m ]PF87afaf[1;37mββ β]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ ]P8303030[1;30mβ]P0303030[40m ]P0121212[40mβ]P0000000[49m]P8121212[1;30mβββ]PF87afaf[1;37mβ]P7eeeeee[47mβ β]P787afaf[47m ]P7d0d0d0[47mβ]P787afaf[47m ]P0000000[49mββ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβββ]P0444444[40mβ ]P0303030[40m β]P0000000[49mβ ]P787afaf[47m ]P7eeeeee[47m ]PF87afaf[1;37mβ]P7d0d0d0[47mβ ]P787afaf[47m ]P0000000[49m ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0121212[40m ]P8444444[1;30mβ]P0000000[49m]P8121212[1;30mββ]P0121212[40m ]P0444444[40m ]P0303030[40m ]P0121212[40m ]P0000000[49m ]PF87afaf[1;37mβ]P7eeeeee[47mβ ]P787afaf[47m ]P7d0d0d0[47m ]P787afaf[47m ]P0000000[49m ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβ]P0444444[40mβ]P8303030[1;30mββ]P0303030[40m ]P0121212[40mβ]P0000000[49m]P8121212[1;30mβ ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]P7d0d0d0[47m ]P787afaf[47m ]P0000000[49m ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]PFd0d0d0[1;37mβ]P0000000[49m]PF87afaf[1;37mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P8121212[1;30mβββ ]PF87afaf[1;37mβ]P7eeeeee[47mβ ]P787afaf[47m ]P7d0d0d0[47m β]P0000000[49mβ ]P787afaf[47m ]P7eeeeee[47m ]P787afaf[47m ]PFd0d0d0[1;37mβ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P787afaf[47m ]P7eeeeee[47m ]PF87afaf[1;37mβ]P787afaf[47m ]P0000000[49mβββ ]PF87afaf[1;37mβ]P7eeeeee[47mβ β]P787afaf[47m ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PF87afaf[1;37mββββββββ ]PF87afaf[1;37mβββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/ttyponies/soarinofficer.pony b/ttyponies/soarinofficer.pony new file mode 100644 index 0000000..55e2ff9 --- /dev/null +++ b/ttyponies/soarinofficer.pony @@ -0,0 +1,25 @@ +$balloon29$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]PE5fafd7[1;36mβββββ ]PE5fafd7[1;36mβ]P65fafd7[46m ]P45f5f87[44mββ]P0000000[49mβ ]PE5fafd7[1;36mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P45f5f87[44m ]P65fafd7[46m]PE00afd7[1;36mβββ]P85f5f87[1;30mβ]P45f5f87[44m ]PE5fafd7[1;36mβ]P0000000[49mβ]P65fafd7[46m ]P45f5f87[44mβ]P65fafd7[46m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P600afd7[46m ]P7eeeeee[47m ]P600afd7[46m ]P0000000[40m ]PFffffff[1;37mβ]PE00d7ff[1;36mβ]P85f5f87[1;30mβ]P45f5f87[44m ]PE5fafd7[1;36mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mββ]P45f5f87[44mβ ]P600afd7[46m ]P7eeeeee[47m ]PE00afd7[1;36mβ ]P600afd7[46m ]P0000000[40m ]PE00d7ff[1;36mβ]P7ffffff[47mββ]P0000000[40mβ]P85f5f87[1;30mβ]P45f5f87[44m ]PE5fafd7[1;36mβ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P600afd7[46m ]P7eeeeee[47m ]PE00afd7[1;36mβ]PBffff87[1;33mββ]P0000000[40mβ ]PE00d7ff[1;36mβ]P7ffffff[47mββ]P0000000[40m ]P65fafd7[46m]PFeeeeee[1;37mβ]P85f5f87[1;30mββ]P45f5f87[44m ]P65fafd7[46m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P2ffff87[42m]PE00afd7[1;36mβ]PFeeeeee[1;37mβββ]P7eeeeee[47m ]P8000000[1;30mβββ ]PE00afd7[1;36mβ]P65fafd7[46mβ]P0000000[49m]PE5fafd7[1;36mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P45f5f87[44m ]P600afd7[46m ]P7eeeeee[47m ]P8000000[1;30mβββββ ]PE00afd7[1;36mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mββββ]P45f5f87[44mββββββ]P0000000[49mβ ]P65fafd7[46m ]P85f5f87[1;30mβββ]P45f5f87[44m ]P7eeeeee[47m]PE00afd7[1;36mβ ]P8000000[1;30mβ]P7ffffff[47m ]PA5fd75f[1;32mβ]P0000000[40mβ]P7ffffff[47m]PFeeeeee[1;37mβ]P7eeeeee[47m ]PE00afd7[1;36mβ]P0000000[49mβ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P65fafd7[46m ]P0000000[49m ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P600afd7[46m ]P7eeeeee[47m ]PE00afd7[1;36mβ ]P600afd7[46m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P85f5f87[1;30mβ]P45f5f87[44m ]P65fafd7[46mβββ]P45f5f87[44m ]P65fafd7[46m]PE00afd7[1;36mβ]P0000000[49mββ]PC5f5faf[1;34mββ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P600afd7[46m]PFd7d7d7[1;37mβ]P7eeeeee[47mβββ]P600afd7[46mβ]PFeeeeee[1;37mβββββββ ]P0000000[49m]PE00afd7[1;36mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P45f5f87[44m ]PE5fafd7[1;36mβ]P0000000[49mβ ]P600afd7[46m ]P7eeeeee[47m ]P45f5faf[44m ]P75f87d7[47m ]PC5f5faf[1;34mβ]P45f5faf[44m ]PE5fafd7[1;36mβ]P75f87d7[47mβ]PFd7d7d7[1;37mβ]P7ffffff[47mββββ]P85f5f87[1;30mβ]P65f8787[46mβ]P7d7d7d7[47mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P65fafd7[46m ]P45f5f87[44m ]P65fafd7[46m ]P0000000[49mβ ]P600afd7[46m ]P7ffffff[47m ]P7eeeeee[47m]PBffff87[1;33mβ]P7ffffff[47mβ]PFeeeeee[1;37mβ]P600afd7[46m β]PFdadada[1;37mβ]PFeeeeee[1;37mβ]P7dadada[47mββ]PE00afd7[1;36mβ]P75f87d7[47mβ ]PFd7d7d7[1;37mβ]P7ffffff[47mβ ]P85f5f87[1;30mβ]P65f8787[46mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P65fafd7[46m ]P0000000[49m ]PE5fafd7[1;36mβ ]P600afd7[46m ]P7eeeeee[47m ]PBffff87[1;33mββ ]PE00afd7[1;36mβ]P7dadada[47mβ]PFeeeeee[1;37mβββββ]P600afd7[46m ]P75f87d7[47m]PBffff87[1;33mββ ]P45f5f87[44m ]P85f8787[1;30mβ]P0000000[49m]P85f5f87[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P45f5f87[44m ]PE5fafd7[1;36mββ]P65fafd7[46m ]P0000000[49m ]P600afd7[46m ]P7eeeeee[47m ]P600afd7[46m ]PC5f5faf[1;34mβ]P85f87d7[1;30mββββ]P75f87d7[47m ]PBffff87[1;33mβ]P45f5faf[44mβ]P85f87d7[1;30mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ ]P65fafd7[46m ]P0000000[49m ]PE5fafd7[1;36mβ ]PE00afd7[1;36mβ]P7eeeeee[47mβ β]P600afd7[46m ]P7dadada[47mβ]P45f5faf[44m]P85f87d7[1;30mβ]P0000000[49m]PC5f5faf[1;34mββ]P45f5faf[44m ]P75f87d7[47m ]P45f5faf[44m ]P75f87d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P45f5f87[44m ]PE5fafd7[1;36mβ ]P65fafd7[46m ]P0000000[49m ]P600afd7[46m ]P7eeeeee[47m ]PE00afd7[1;36mβ]P7dadada[47mβ ]P75f87d7[47m ]P0000000[49m ]P45f5faf[44m ]P75f87d7[47m ]P45f5faf[44m ]P75f87d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβ]P45f5f87[44mβ]P0000000[49mβ]P65fafd7[46m ]P45f5f87[44m ]P65fafd7[46m ]P0000000[49m ]PE00afd7[1;36mβ]P7eeeeee[47mβ ]P600afd7[46m ]P7dadada[47m ]P75f87d7[47m ]P0000000[49m ]P45f5faf[44m ]P75f87d7[47m ]P45f5faf[44m ]P75f87d7[47m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P65fafd7[46m ]P45f5f87[44m ]PE5fafd7[1;36mββ]P0000000[49mβ ]P600afd7[46m ]P7eeeeee[47m ]P600afd7[46m ]P7dadada[47m ]P75f87d7[47m ]P0000000[49m ]P45f5faf[44m ]P75f87d7[47m ]P45f5faf[44m ]P75f87d7[47m]P85f5f87[1;30mβ]P0000000[49m]P85f87d7[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE5fafd7[1;36mβββ ]PE00afd7[1;36mβ]P7eeeeee[47mβ ]P600afd7[46m ]P7dadada[47m ]P75f87d7[47m ]P0000000[49m ]P45f5faf[44m ]P75f87d7[47m ]P85f5f87[1;30mβββ]P45f5faf[44m ]P75f87d7[47m]PFdadada[1;37mβ ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P600afd7[46m ]P7eeeeee[47m ]P600afd7[46m ]P0000000[49m]P85f87d7[1;30mβββ ]PC5f5faf[1;34mβ]P45f5f87[44m]PE00afd7[1;36mβ]PFeeeeee[1;37mβ]P7eeeeee[47m ]PE00afd7[1;36mβ]P75f87d7[47mβ]P0000000[49m]P85f87d7[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PE00afd7[1;36mβββββββ ]PE00afd7[1;36mβββββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m diff --git a/ttyponies/zecorabalance.pony b/ttyponies/zecorabalance.pony new file mode 100644 index 0000000..f9eecae --- /dev/null +++ b/ttyponies/zecorabalance.pony @@ -0,0 +1,45 @@ +$balloon14$]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + $\$ + $\$ + $\$ + ]P03a3a3a[40m ]P8262626[1;30mββββ]P0000000[49m]P83a3a3a[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P0262626[40mβ ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P83a3a3a[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P7d0d0d0[47m]P85f5f87[1;30mβββ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P03a3a3a[40m ]P7d0d0d0[47m ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P85f5f87[1;30mβ]P7d0d0d0[47mβ]P45f5f87[44m ]P83a3a3a[1;30mβ]P0000000[49mβ ]P83a3a3a[1;30mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P7d0d0d0[47m ]P83a3a3a[1;30mβ]P03a3a3a[40m ]P0000000[49m ]P83a3a3a[1;30mββ]P7d0d0d0[47mβ ]P0262626[40m ββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P7d0d0d0[47m]P85f5f87[1;30mβββ]P03a3a3a[40m ]P0000000[49m ]P83a3a3a[1;30mββββ]P45f5f87[44mβ]P7d0d0d0[47mβ ]P45f5f87[44m ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P8262626[1;30mβ]P0262626[40m ]P03a3a3a[40m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m]PFd0d0d0[1;37mββ]P83a3a3a[1;30mβ]P03a3a3a[40m ]P0000000[49mββ]P03a3a3a[40m ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P03a3a3a[40mβ]P85f5f87[1;30mβ]PFd0d0d0[1;37mββ]P85f5f87[1;30mβ]PFd0d0d0[1;37mβ]P0000000[49m]P83a3a3a[1;30mββββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mββ]P45f5f87[44mββββ]P0000000[49mβ ]P03a3a3a[40m ]P7d0d0d0[47m ]P83a3a3a[1;30mββ ββββ]P45f5f87[44m ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P45f5f87[44mβ ]PFd0d0d0[1;37mβββββ]P7d0d0d0[47m ]P83a3a3a[1;30mβ]P0000000[49mββ ]P03a3a3a[40m ]P7d0d0d0[47m ]P83a3a3a[1;30mββββ]P45f5f87[44mββ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m ]P7d0d0d0[47m ]P45f5f87[44m ]P83a3a3a[1;30mβ]P03a3a3a[40m ]P0000000[49mβ]P45f5f87[44mβ ]PFd0d0d0[1;37mββ]P03a3a3a[40mββ]P85f5f87[1;30mβ ]P7d0d0d0[47m ]P83a3a3a[1;30mβββββββ]P03a3a3a[40m ]P0000000[49m]PBd7af00[1;33mβ]PBaf875f[1;33mβ]PBd7af00[1;33mβ]PBaf875f[1;33mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P45f5f87[44mβ ]P7d0d0d0[47m ]P85f5f87[1;30mβ]P45f5f87[44m ]P83a3a3a[1;30mβββ]P03a3a3a[40m ]P85f5f87[1;30mβ]PFd0d0d0[1;37mβββββ]P0262626[40mβ ]P03a3a3a[40m ]P0262626[40m β]P7d0d0d0[47m ]PBffff87[1;33mβ]P3af875f[43m ]P3d7af00[43mβ]P3af875f[43m ]P03a3a3a[40mβ]P0000000[49m]P83a3a3a[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m ]PFd0d0d0[1;37mβ]P03a3a3a[40m β]P7d0d0d0[47m ]P85f5f87[1;30mβ]P45f5f87[44m ]P03a3a3a[40mβ]PFd0d0d0[1;37mβ]P45f5f87[44m ]P7d0d0d0[47m ]P45f5f87[44mβ ]P7d0d0d0[47m ]P0262626[40m ]P83a3a3a[1;30mβ]P03a3a3a[40m ]P0262626[40m ]P7d0d0d0[47m ]P3af875f[43m ]P3d7af00[43m ]P3af875f[43m ]P3d7af00[43m ]P7d0d0d0[47m ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m ]P03a3a3a[40m ]P0000000[49m ]P03a3a3a[40m ]P7d0d0d0[47m ]P85f5f87[1;30mβ]P03a3a3a[40m ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P03a3a3a[40m]P85f5f87[1;30mββ]PFd0d0d0[1;37mββββ]P8262626[1;30mβ ]P7d0d0d0[47m ]P03a3a3a[40m ]P0262626[40m ]P7d0d0d0[47mβ]P83a3a3a[1;30mββ]PBaf875f[1;33mβ]P3d7af00[43m]P85f5f87[1;30mβ]P3af875f[43mβ]P3d7af00[43m]PFd0d0d0[1;37mβ]P03a3a3a[40mβ]P0000000[49m]P83a3a3a[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m ]P03a3a3a[40m ]P0000000[49m ]P03a3a3a[40m ]P7d0d0d0[47m ]P85f5f87[1;30mβ]P03a3a3a[40mβ ]P0000000[49m]P83a3a3a[1;30mβ]P03a3a3a[40m ]P85f5f87[1;30mβ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P45f5f87[44mβ]P7d0d0d0[47m ]P83a3a3a[1;30mβββ]P45f5f87[44m ]PFd0d0d0[1;37mβ]P03a3a3a[40mβ]P85f5f87[1;30mβ]P0000000[49m]P83a3a3a[1;30mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mββ ]P83a3a3a[1;30mββ ]P83a3a3a[1;30mβ]P3af875f[43mβ]PBd7af00[1;33mββββββ]P2ffff87[42mβ]P03a3a3a[40mβ]P0000000[49m]P83a3a3a[1;30mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m]PBaf875f[1;33mβ]P03a3a3a[40m ]P85f5f87[1;30mβββββ ]P2ffff87[42m]PBd7af00[1;33mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]PFd0d0d0[1;37mβ]P45f5f87[44m ]P83a3a3a[1;30mβ β ]P7d0d0d0[47mβ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P7d0d0d0[47mβ ]P8262626[1;30mββ]P45f5f87[44mβ β]P7d0d0d0[47mββ ]P83a3a3a[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P7d0d0d0[47m ]P0262626[40m ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P45f5f87[44m ]P7d0d0d0[47m ]P8262626[1;30mβ]P0262626[40m ]P7d0d0d0[47m ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P0262626[40m]P83a3a3a[1;30mβ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P85f5f87[1;30mβββ ]P8262626[1;30mβ]P03a3a3a[40mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m]PBffff87[1;33mβ]P78a8a8a[47m]PBd7af00[1;33mβ]P7d0d0d0[47m ]P45f5f87[44m ]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P45f5f87[44mβ ]P7d0d0d0[47m ]P45f5f87[44mβ]P7d0d0d0[47m ]P78a8a8a[47m]PBd7af00[1;33mβ]P03a3a3a[40m]PBffff87[1;33mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBffff87[1;33mβ]P3d7af00[43mβ]P83a3a3a[1;30mβ]P7d0d0d0[47m ]P03a3a3a[40m ]P7d0d0d0[47m ]P45f5f87[44mβ β]PFd0d0d0[1;37mβ]P78a8a8a[47mβ]P45f5f87[44m ]P03a3a3a[40mβ]P85f5f87[1;30mβ]P7d0d0d0[47m ]P03a3a3a[40m ]P7d0d0d0[47m ]P3d7af00[43m]P83a3a3a[1;30mβ]PBffff87[1;33mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P2ffff87[42m ]P3d7af00[43m ]P0000000[49m]PBaf875f[1;33mβ]P03a3a3a[40m ]P78a8a8a[47m]PFd0d0d0[1;37mβ]P7d0d0d0[47m ]P03a3a3a[40m ]P0000000[49m]P83a3a3a[1;30mβ]P03a3a3a[40m ]P45f5f87[44m β]P7ffffff[47mβ ]P45f5f87[44m ]P7d0d0d0[47m ]P88a8a8a[1;30mβ]P03a3a3a[40m ]P0000000[49m]PBaf875f[1;33mβ]P3d7af00[43m ]P2ffff87[42m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBffff87[1;33mβ]P3d7af00[43mβ]PBaf875f[1;33mββ]P0000000[49m]P83a3a3a[1;30mβββ]P03a3a3a[40m ]P45f5f87[44m β]P7ffffff[47m ]P45f5f87[44m ]P03a3a3a[40m ]P0000000[49mβ]P3d7af00[43m]PBaf875f[1;33mββ]PBffff87[1;33mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m ]P03a3a3a[40m ]P7ffffff[47m ]P03a3a3a[40m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P45f5f87[44m ]P03a3a3a[40m ]P7ffffff[47m]PBd7af00[1;33mβ ]P83a3a3a[1;30mβ]P0000000[49mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P45f5f87[44mβ ]P03a3a3a[40m ]P3d7af00[43m]PBaf875f[1;33mββ]P03a3a3a[40mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P83a3a3a[1;30mβ]P45f5f87[44mββ]P3af875f[43mβ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P03a3a3a[40m]PBd7af00[1;33mβ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]PBaf875f[1;33mβ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3af875f[43m ]PBd7af00[1;33mββ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P0000000[49m]PBaf875f[1;33mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3af875f[43m ]PBd7af00[1;33mβ]P0000000[49m]PBaf875f[1;33mβ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]P3d7af00[43m ]P0000000[49m ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m + ]PBd7af00[1;33mββ ]P7aaaaaa[47m]PFffffff[1;37m]P0000000]P1AA0000]P200AA00]P3AA5500]P40000AA]P5AA00AA]P600AAAA]P7AAAAAA]P8555555]P9FF5555]PA55FF55]PBFFFF55]PC5555FF]PDFF55FF]PE55FFFF]PFFFFFFF[0m |