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SECCON 2019 Online CTF Writeup

SECCON 2019 Online CTF について

SECCON 2019 Online CTFが開催されました。
2019年10月19日午後15時~2019年10月20日午後15時(24時間)

https://www.seccon.jp/2019/seccon2019/seccon_ctf_2019_quals.html

毎年恒例のSECCON CTFの予選です。 私は、今回初参加となります。ただ、当日試験と被っており、ほとんど参加することができませんでした。 問題内容も結構難しく、ちゃんと参加していてもほぼ解けていなかったと思います。 今回は、11人のチームで参加しました。結果は、128/799位で545点でした。 私も、一応1問だけ解くことができたので、そのWriteupを紹介します。

f:id:tsalvia:20191022185341p:plain

SECCON 2019 Online CTF Writeup(1問)

Beeeeeeeeeer(misc)

問題

Let's decode!
・Beeeeeeeeeer

解答例

Beeeeeeeeeer_ec349d2c91cb37b7657bc3d684d0b5c4c8cb06a2 を開いてみると、以下のようなスクリプトとなっていました。 ワンラインでいろいろと処理が実行されるようです。

echo -e "\033#8";sleep 1;C=$(tput cols);L=$(tput lines);for ID in $(seq $(($L*$C*6)));do x=$(($RANDOM%$C));y=$(($RANDOM%$L));printf "\033[${y};${x}f ";done;for ID in $(seq $(($L*$C*6)));do x=$(($RANDOM%$C));y=$(($RANDOM%$L));printf "\033[${y};${x}fF";done;clear;echo TGV0J3MgZGVjb3JkaW5nISjiiafiiIDiiaYqKQo=|base64 -d;read;$'\164\162\141\160' '' $'\61' $'\62' $'\63' $'\x31\x35' $'\x31\x38' $'\u0031\u0039' $(echo MjAK |base64 -d);echo $-|grep x && exit;$(echo =btB |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d)|$(echo =bNpyW3M |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo XRKY |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo =ogO |rev|base64 -d)&&exit;if [ -z "$1" ];then  ID=$'\x6e\x61\x6e\x64\x6f\x6b\x75';else  ID="$1";fi;if whoami | grep -e root -e user -e adm -e nobody -e test -e "$ID" >/dev/null;then :;else exit; fi;for i in $($'\x73\x65\x71' $((RANDOM % 10)));do  $($'\x65\x63\x68\x6f' c2xlZXAK | $'\x62\x61\x73\x65\x36\x34' -d) $((RANDOM % 300));done;$'\145\143\150\157' $-|$(echo =oAclJ3Z |rev|base64 -d) $(echo =oAe |rev|base64 -d) && $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );$(echo =btB |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d)|$(echo M3WypNb= |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo YKRX |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo Btb= |tr A-Za-z N-ZA-Mn-za-m|base64 -d)&&exit;$'\145\170\160\157\162\164' $'\u0053\u0031'=$(echo aG9nZWZ1Z2EK |base64 -d);echo -n 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|base64 -d|gunzip|bash;$'\72' killall sh;: $($'\u0065\u0063\u0068\u006f' c2h1dGRvd24K | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );$(: pkill sh);$'\u003A' $(ls --help|grep ^G|cut -c13)$(ls --help|grep ^G|cut -c22)$(ls --help|grep ^G|cut -c9)$(ls --help|grep ^G|cut -c10)$(echo -n|md5sum|cut -c1)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c16);$'\u003A' $(echo p2u1qTEiq24X |tr A-Za-z N-ZA-Mn-za-m|base64 -d);$'\x3A' $($'\u0065\u0063\u0068\u006f' cG93ZXJvZmYK | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );$'\u003A' $'\u0070\u006f\u0077\u0065\u0072\u006f\u0066\u0066';$'\x3A' exit;: $(echo XLzMiWKM39Tp |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);$'\x3A' $(echo c2h1dGRvd24K |base64 -d);: $'\x73\x68\x75\x74\x64\x6f\x77\x6e';: $($'\145\143\150\157' c2h1dGRvd24K | $'\142\141\163\145\66\64' $'\55\144' );: pkill sh;$'\x3A' $'\x73\x68\x75\x74\x64\x6f\x77\x6e';$(: poweroff);$'\72' $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' -d);$'\72' poweroff;$'\u003A' $($'\145\143\150\157' cG93ZXJvZmYK | $'\142\141\163\145\66\64' $'\55\144' );$'\x3A' killall sh;$'\x3A' $($'\x65\x63\x68\x6f' c2h1dGRvd24K | $'\x62\x61\x73\x65\x36\x34' -d);$'\u003A' $(echo =bNqcuKM |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);$'\x3A' $($'\145\143\150\157' c2h1dGRvd24K | $'\142\141\163\145\66\64' $'\55\144' );: $($'\145\143\150\157' cG93ZXJvZmYK | $'\142\141\163\145\66\64' $'\55\144' );$'\x3A';: $'\u0070\u006f\u0077\u0065\u0072\u006f\u0066\u0066';$'\x3A' $($'\u0065\u0063\u0068\u006f' ZXhpdAo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );$(: killall sh);: $(echo p2u1qTEiq24X |tr A-Za-z N-ZA-Mn-za-m|base64 -d);$'\x3A' $(echo KYmZvJXZ39Gc |rev|base64 -d);: $(echo =bNqcuKM |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);$'\x3A' $'\u0070\u006f\u0077\u0065\u0072\u006f\u0066\u0066';$'\72' $(echo XLzMiWKM39Tp |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);: $'\x65\x78\x69\x74';: $(echo K42dvRGd1h2c |rev|base64 -d);$'\u003A' $'\u0073\u0068\u0075\u0074\u0064\u006f\u0077\u006e';: $(ls --help|grep ^G|cut -c13)$(ls --help|grep ^G|cut -c22)$(ls --help|grep ^G|cut -c9)$(ls --help|grep ^G|cut -c10)$(echo -n|md5sum|cut -c1)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c16);$'\72' $($'\x65\x63\x68\x6f' c2h1dGRvd24K | $'\x62\x61\x73\x65\x36\x34' -d);$'\x3A' $(echo p2u1qTEiq24X |tr A-Za-z N-ZA-Mn-za-m|base64 -d);$'\u003A' $(ls --help|grep ^G|cut -c32)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c8)$(ls --help|grep ^G|cut -c7)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c50)$(ls --help|grep ^G|cut -c50);: $($'\145\143\150\157' ZXhpdAo= | $'\142\141\163\145\66\64' $'\55\144' );: $'\u0065\u0078\u0069\u0074';: :;: $(echo =oAdphXZ |rev|base64 -d);$'\u003A' $'\u0065\u0078\u0069\u0074';$'\x3A' $($'\u0065\u0063\u0068\u006f' c2h1dGRvd24K | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );: ::;$'\u003A' $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );$'\72' $(echo K42dvRGd1h2c |rev|base64 -d);$(: rm /tmp);: $'\u0073\u0068\u0075\u0074\u0064\u006f\u0077\u006e';:;$'\u003A' $($'\x65\x63\x68\x6f' cG93ZXJvZmYK | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );: $(ls --help|grep ^G|cut -c32)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c8)$(ls --help|grep ^G|cut -c7)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c50)$(ls --help|grep ^G|cut -c50);$'\72' $($'\145\143\150\157' c2h1dGRvd24K | $'\142\141\163\145\66\64' $'\55\144' );$'\x3A' poweroff;$'\72' $(echo =oAdphXZ |rev|base64 -d);$'\72' $($'\u0065\u0063\u0068\u006f' cG93ZXJvZmYK | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );: $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' -d);$'\u003A' $(echo X42qiETq1u2p |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);: $($'\u0065\u0063\u0068\u006f' ZXhpdAo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );$'\72' exit;$'\x3A' $(ls --help|grep ^G|cut -c32)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c8)$(ls --help|grep ^G|cut -c7)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c50)$(ls --help|grep ^G|cut -c50);$'\72' $(ls --help|grep ^G|cut -c8)$(printf "%b" $(printf '%s%x' '\x' $((0x77 ^ 0x2f)))|tr A-Z a-z)$(ls --help|grep ^G|cut -c11)$(ls --help|grep ^G|cut -c10);: $(echo pT93MKWiMzLX |tr A-Za-z N-ZA-Mn-za-m|base64 -d);

実行すると、以下のようなアニメーションが出てきました(すごい)。 f:id:tsalvia:20191022160826g:plain

このままだと処理がよく分からないので、デバッグモードで実行してみます。

$ bash -x Beeeeeeeeeer_ec349d2c91cb37b7657bc3d684d0b5c4c8cb06a2

# 省略

+ base64 -d
+ echo TGV0J3MgZGVjb3JkaW5nISjiiafiiIDiiaYqKQo=
Let's decording!(≧∀≦*)
+ read
hoge
++ base64 -d
++ echo MjAK
+ trap '' 1 2 3 15 18 19 20
+ echo hxB
+ grep x
hxB
+ exit

Let's decording!(≧∀≦*) と表示した後、標準入力待ちとなっていました。 適当にhogeと入力してみると、そのままexitで終了してしまいました。

セミコロン;の後に改行を入れて、どこで止まっているのかを確認してみます。

$ sed -e "s/;/;\n/g" Beeeeeeeeeer_ec349d2c91cb37b7657bc3d684d0b5c4c8cb06a2 > Beeeeeeeeeer_2.sh

改行を挿入すると、以下のようになります。

echo -e "\033#8";
sleep 1;
C=$(tput cols);
L=$(tput lines);
for ID in $(seq $(($L*$C*6)));
do x=$(($RANDOM%$C));
y=$(($RANDOM%$L));
printf "\033[${y};
${x}f ";
done;
for ID in $(seq $(($L*$C*6)));
do x=$(($RANDOM%$C));
y=$(($RANDOM%$L));
printf "\033[${y};
${x}fF";
done;
clear;
echo TGV0J3MgZGVjb3JkaW5nISjiiafiiIDiiaYqKQo=|base64 -d;
read;
$'\164\162\141\160' '' $'\61' $'\62' $'\63' $'\x31\x35' $'\x31\x38' $'\u0031\u0039' $(echo MjAK |base64 -d);
echo $-|grep x && exit;
$(echo =btB |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d)|$(echo =bNpyW3M |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo XRKY |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo =ogO |rev|base64 -d)&&exit;
if [ -z "$1" ];
then  ID=$'\x6e\x61\x6e\x64\x6f\x6b\x75';
else  ID="$1";
fi;
if whoami | grep -e root -e user -e adm -e nobody -e test -e "$ID" >/dev/null;
then :;
else exit;
 fi;
for i in $($'\x73\x65\x71' $((RANDOM % 10)));
do  $($'\x65\x63\x68\x6f' c2xlZXAK | $'\x62\x61\x73\x65\x36\x34' -d) $((RANDOM % 300));
done;
$'\145\143\150\157' $-|$(echo =oAclJ3Z |rev|base64 -d) $(echo =oAe |rev|base64 -d) && $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );
$(echo =btB |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d)|$(echo M3WypNb= |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo YKRX |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $(echo Btb= |tr A-Za-z N-ZA-Mn-za-m|base64 -d)&&exit;
$'\145\170\160\157\162\164' $'\u0053\u0031'=$(echo aG9nZWZ1Z2EK |base64 -d);
echo -n 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|base64 -d|gunzip|bash;
$'\72' killall sh;
: $($'\u0065\u0063\u0068\u006f' c2h1dGRvd24K | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );
$(: pkill sh);
$'\u003A' $(ls --help|grep ^G|cut -c13)$(ls --help|grep ^G|cut -c22)$(ls --help|grep ^G|cut -c9)$(ls --help|grep ^G|cut -c10)$(echo -n|md5sum|cut -c1)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c16);
$'\u003A' $(echo p2u1qTEiq24X |tr A-Za-z N-ZA-Mn-za-m|base64 -d);
$'\x3A' $($'\u0065\u0063\u0068\u006f' cG93ZXJvZmYK | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );
$'\u003A' $'\u0070\u006f\u0077\u0065\u0072\u006f\u0066\u0066';
$'\x3A' exit;
: $(echo XLzMiWKM39Tp |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);
$'\x3A' $(echo c2h1dGRvd24K |base64 -d);
: $'\x73\x68\x75\x74\x64\x6f\x77\x6e';
: $($'\145\143\150\157' c2h1dGRvd24K | $'\142\141\163\145\66\64' $'\55\144' );
: pkill sh;
$'\x3A' $'\x73\x68\x75\x74\x64\x6f\x77\x6e';
$(: poweroff);
$'\72' $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' -d);
$'\72' poweroff;
$'\u003A' $($'\145\143\150\157' cG93ZXJvZmYK | $'\142\141\163\145\66\64' $'\55\144' );
$'\x3A' killall sh;
$'\x3A' $($'\x65\x63\x68\x6f' c2h1dGRvd24K | $'\x62\x61\x73\x65\x36\x34' -d);
$'\u003A' $(echo =bNqcuKM |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);
$'\x3A' $($'\145\143\150\157' c2h1dGRvd24K | $'\142\141\163\145\66\64' $'\55\144' );
: $($'\145\143\150\157' cG93ZXJvZmYK | $'\142\141\163\145\66\64' $'\55\144' );
$'\x3A';
: $'\u0070\u006f\u0077\u0065\u0072\u006f\u0066\u0066';
$'\x3A' $($'\u0065\u0063\u0068\u006f' ZXhpdAo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );
$(: killall sh);
: $(echo p2u1qTEiq24X |tr A-Za-z N-ZA-Mn-za-m|base64 -d);
$'\x3A' $(echo KYmZvJXZ39Gc |rev|base64 -d);
: $(echo =bNqcuKM |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);
$'\x3A' $'\u0070\u006f\u0077\u0065\u0072\u006f\u0066\u0066';
$'\72' $(echo XLzMiWKM39Tp |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);
: $'\x65\x78\x69\x74';
: $(echo K42dvRGd1h2c |rev|base64 -d);
$'\u003A' $'\u0073\u0068\u0075\u0074\u0064\u006f\u0077\u006e';
: $(ls --help|grep ^G|cut -c13)$(ls --help|grep ^G|cut -c22)$(ls --help|grep ^G|cut -c9)$(ls --help|grep ^G|cut -c10)$(echo -n|md5sum|cut -c1)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c16);
$'\72' $($'\x65\x63\x68\x6f' c2h1dGRvd24K | $'\x62\x61\x73\x65\x36\x34' -d);
$'\x3A' $(echo p2u1qTEiq24X |tr A-Za-z N-ZA-Mn-za-m|base64 -d);
$'\u003A' $(ls --help|grep ^G|cut -c32)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c8)$(ls --help|grep ^G|cut -c7)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c50)$(ls --help|grep ^G|cut -c50);
: $($'\145\143\150\157' ZXhpdAo= | $'\142\141\163\145\66\64' $'\55\144' );
: $'\u0065\u0078\u0069\u0074';
: :;
: $(echo =oAdphXZ |rev|base64 -d);
$'\u003A' $'\u0065\u0078\u0069\u0074';
$'\x3A' $($'\u0065\u0063\u0068\u006f' c2h1dGRvd24K | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );
: ::;
$'\u003A' $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );
$'\72' $(echo K42dvRGd1h2c |rev|base64 -d);
$(: rm /tmp);
: $'\u0073\u0068\u0075\u0074\u0064\u006f\u0077\u006e';
:;
$'\u003A' $($'\x65\x63\x68\x6f' cG93ZXJvZmYK | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );
: $(ls --help|grep ^G|cut -c32)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c8)$(ls --help|grep ^G|cut -c7)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c50)$(ls --help|grep ^G|cut -c50);
$'\72' $($'\145\143\150\157' c2h1dGRvd24K | $'\142\141\163\145\66\64' $'\55\144' );
$'\x3A' poweroff;
$'\72' $(echo =oAdphXZ |rev|base64 -d);
$'\72' $($'\u0065\u0063\u0068\u006f' cG93ZXJvZmYK | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );
: $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' -d);
$'\u003A' $(echo X42qiETq1u2p |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);
: $($'\u0065\u0063\u0068\u006f' ZXhpdAo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' );
$'\72' exit;
$'\x3A' $(ls --help|grep ^G|cut -c32)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c36)$(ls --help|grep ^G|cut -c8)$(ls --help|grep ^G|cut -c7)$(ls --help|grep ^G|cut -c6)$(ls --help|grep ^G|cut -c50)$(ls --help|grep ^G|cut -c50);
$'\72' $(ls --help|grep ^G|cut -c8)$(printf "%b" $(printf '%s%x' '\x' $((0x77 ^ 0x2f)))|tr A-Z a-z)$(ls --help|grep ^G|cut -c11)$(ls --help|grep ^G|cut -c10);
: $(echo pT93MKWiMzLX |tr A-Za-z N-ZA-Mn-za-m|base64 -d);

21行目を確認すると、以下のような処理がありデバッグモードを検知して終了するようになっていました。

echo $-|grep x && exit

上記の処理をコメントアウトして、再度実行してみます。

$ bash -x Beeeeeeeeeer_2.sh

# 省略

+ base64 -d
+ echo TGV0J3MgZGVjb3JkaW5nISjiiafiiIDiiaYqKQo=
Let's decording!(≧∀≦*)
+ read
hoge
++ base64 -d
++ echo MjAK
+ trap '' 1 2 3 15 18 19 20
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ echo =btB
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ base64 -d
++ rev
+ :
++ echo =bNpyW3M
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ echo XRKY
++ base64 -d
++ rev
++ echo =ogO
+ grep -q :
+ '[' -z '' ']'
+ ID=nandoku
+ grep -e root -e user -e adm -e nobody -e test -e nandoku
+ whoami
+ :
++ seq 7
+ for i in '$('\''seq'\'' $((RANDOM % 10)))'
++ base64 -d
++ echo c2xlZXAK
+ sleep 251

今回は、2つの解析妨害処理が確認できます。 1つ目は、ユーザの確認処理です。23行目から30行目を確認すると、以下の処理が確認できます。

if [ -z "$1" ];
then  ID=$'\x6e\x61\x6e\x64\x6f\x6b\x75';
else  ID="$1";
fi;
if whoami | grep -e root -e user -e adm -e nobody -e test -e "$ID" >/dev/null;
then :;
else exit;
 fi;

rootuseradmnobodytestnandokuコマンドライン引数に指定したユーザ名 以外の場合、exitで終了するようです。 今回は、もともとrootで実行していたので、この処理は、通過できていました。

2つ目は、sleep処理です。 31行目~33行目を確認すると、以下の処理が確認できます。

for i in $($'\x73\x65\x71' $((RANDOM % 10)));
do  $($'\x65\x63\x68\x6f' c2xlZXAK | $'\x62\x61\x73\x65\x36\x34' -d) $((RANDOM % 300));
done;

0~9回ランダムでsleep処理が呼び出され、sleep時間も0~299秒ランダムで決定するようです。 sleepされると面倒くさいので、この処理もコメントアウトしておきます。

$ bash -x Beeeeeeeeeer_2.sh

# 省略

+ base64 -d
+ echo TGV0J3MgZGVjb3JkaW5nISjiiafiiIDiiaYqKQo=
Let's decording!(≧∀≦*)
+ read
hoge
++ base64 -d
++ echo MjAK
+ trap '' 1 2 3 15 18 19 20
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ echo =btB
++ rev
++ base64 -d
++ echo =bNpyW3M
+ :
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ echo XRKY
++ base64 -d
++ rev
++ echo =ogO
+ grep -q :
+ '[' -z '' ']'
+ ID=nandoku
+ grep -e root -e user -e adm -e nobody -e test -e nandoku
+ whoami
+ :
+ echo hxB
++ base64 -d
++ rev
++ echo =oAclJ3Z
++ base64 -d
++ rev
++ echo =oAe
+ grep x
hxB
++ base64 -d
++ echo ZXhpdAo=
+ exit

また、先ほどと同様にデバッグモードを検知して、終了しているようです。 34行目の以下の処理をコメントアウトして、再度実行します。

$'\145\143\150\157' $-|$(echo =oAclJ3Z |rev|base64 -d) $(echo =oAe |rev|base64 -d) && $($'\x65\x63\x68\x6f' ZXhpdAo= | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' );

実行すると、How many beeps?と表示されました。

$ bash -x Beeeeeeeeeer_2.sh

# 省略

+ base64 -d
+ echo TGV0J3MgZGVjb3JkaW5nISjiiafiiIDiiaYqKQo=
Let's decording!(≧∀≦*)
+ read
hoge
++ base64 -d
++ echo MjAK
+ trap '' 1 2 3 15 18 19 20
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ base64 -d
++ rev
++ tr A-Za-z N-ZA-Mn-za-m
++ echo =btB
++ rev
+ :
++ echo =bNpyW3M
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ echo XRKY
++ base64 -d
++ rev
++ echo =ogO
+ grep -q :
+ '[' -z '' ']'
+ ID=nandoku
+ grep -e root -e user -e adm -e nobody -e test -e nandoku
+ whoami
+ :
++ base64 -d
++ base64 -d
++ rev
++ tr A-Za-z N-ZA-Mn-za-m
++ tr A-Za-z N-ZA-Mn-za-m
++ echo =btB
++ echo M3WypNb=
+ :
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ echo YKRX
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ echo Btb=
+ grep -q :
++ base64 -d
++ echo aG9nZWZ1Z2EK
+ export S1=hogefuga
+ S1=hogefuga
+ bash
+ gunzip
+ base64 -d
+ echo -n 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
How many beeps?

37行目を見てみると、以下のような処理が確認できます。

echo -n H4sIA<長い文字列>AAA==|base64 -d|gunzip|bash;

文字列をbase64デコードして、gunzipで展開し、bashで実行しているようです。 上記の処理のbashを削除して、展開されたスクリプトを確認してみます。

cat Beeeeeeeeeer_2.sh | head -n 37 | tail -n 1 | sed -e "s/|bash;/;/" | bash > Beeeeeeeeeer_3.sh

展開されたスクリプトを確認すると、以下のようになっていました。 また、ワンラインでいろいろ処理を実行しているようです。

for k in $($(echo p2IkPt== |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $((RANDOM % 10 +1)));do l=$((RANDOM % 10 +1)); for m in $($(echo ==gCxV2c |rev|base64 -d) $l); do $($'\u0065\u0063\u0068\u006f' ZWNobwo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' ) -ne '\a'; $'\u0073\u006c\u0065\u0065\u0070' $(echo =oQM |rev|base64 -d); done; $($'\x65\x63\x68\x6f' ZWNobwo= | $'\x62\x61\x73\x65\x36\x34' -d) "How many beeps?"; $'\162\145\141\144' n </dev/tty; export n; if [ "$n" -ne "$l" ];then $'\x65\x78\x69\x74';fi; done;echo ZWNobyAtbmUgJ1xhJztzbGVlcCAxO2VjaG8gLW5lICdcYSc7c2xlZXAgMTtlY2hvIC1uZSAnXGEnO3NsZWVwIDE7ZWNobyAiSG93IG1hbnkgYmVlcHM/IjsK|$($'\x65\x63\x68\x6f' YmFzZTY0Cg== | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' ) $(echo XDJY |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d)|$(echo =bNnmSzL |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d); $'\162\145\141\144'  $'\u006e' </dev/tty; $'\u0065\u0078\u0070\u006f\u0072\u0074'  $'\156';echo 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|base64 -d|openssl aes-256-cbc -d -pass pass:$(echo -n $n|md5sum |cut -c2,3,5,12) -md md5 2>/dev/null |bash;

ワンラインだと読みづらいので、またセミコロン;の後に改行を入れて確認してみます。

$ sed -e "s/;/;\n/g" Beeeeeeeeeer_3.sh > Beeeeeeeeeer_4.sh

改行を挿入すると、以下のようになります。

for k in $($(echo p2IkPt== |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $((RANDOM % 10 +1)));
do l=$((RANDOM % 10 +1));
 for m in $($(echo ==gCxV2c |rev|base64 -d) $l);
 do $($'\u0065\u0063\u0068\u006f' ZWNobwo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' ) -ne '\a';
 $'\u0073\u006c\u0065\u0065\u0070' $(echo =oQM |rev|base64 -d);
 done;
 $($'\x65\x63\x68\x6f' ZWNobwo= | $'\x62\x61\x73\x65\x36\x34' -d) "How many beeps?";
 $'\162\145\141\144' n </dev/tty;
 export n;
 if [ "$n" -ne "$l" ];
then $'\x65\x78\x69\x74';
fi;
 done;
echo ZWNobyAtbmUgJ1xhJztzbGVlcCAxO2VjaG8gLW5lICdcYSc7c2xlZXAgMTtlY2hvIC1uZSAnXGEnO3NsZWVwIDE7ZWNobyAiSG93IG1hbnkgYmVlcHM/IjsK|$($'\x65\x63\x68\x6f' YmFzZTY0Cg== | $'\x62\x61\x73\x65\x36\x34' $'\x2d\x64' ) $(echo XDJY |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d)|$(echo =bNnmSzL |rev|tr A-Za-z N-ZA-Mn-za-m|base64 -d);
 $'\162\145\141\144'  $'\u006e' </dev/tty;
 $'\u0065\u0078\u0070\u006f\u0072\u0074'  $'\156';
echo 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|base64 -d|openssl aes-256-cbc -d -pass pass:$(echo -n $n|md5sum |cut -c2,3,5,12) -md md5 2>/dev/null |bash;

デバッグモードで実行すると、以下のようになりました。

$ bash -x Beeeeeeeeeer_4.sh
+++ base64 -d
+++ tr A-Za-z N-ZA-Mn-za-m
+++ echo p2IkPt==
++ seq 5
+ for k in '$($(echo p2IkPt== |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $((RANDOM % 10 +1)))'
+ l=3
+++ base64 -d
+++ rev
+++ echo ==gCxV2c
++ seq 3
+ for m in '$($(echo ==gCxV2c |rev|base64 -d) $l)'
++ base64 -d
++ echo ZWNobwo=
+ echo -ne '\a'
++ base64 -d
++ rev
++ echo =oQM
+ sleep 1
+ for m in '$($(echo ==gCxV2c |rev|base64 -d) $l)'
++ base64 -d
++ echo ZWNobwo=
+ echo -ne '\a'
++ base64 -d
++ rev
++ echo =oQM
+ sleep 1
+ for m in '$($(echo ==gCxV2c |rev|base64 -d) $l)'
++ base64 -d
++ echo ZWNobwo=
+ echo -ne '\a'
++ base64 -d
++ rev
++ echo =oQM
+ sleep 1
++ base64 -d
++ echo ZWNobwo=
+ echo 'How many beeps?'
How many beeps?
+ read n

ランダムな回数(1~10回)クイズが出題されるようです。 ランダムで、$l の値が決まり、その回数分1秒のsleepが実行されます。 実行されたsleepの回数を答えて、正解すればもう一度クイズが出題されるようになっています。 すべてに正解すれば、先に進めるようです。

for k in $($(echo p2IkPt== |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $((RANDOM % 10 +1)));
do l=$((RANDOM % 10 +1));
 for m in $($(echo ==gCxV2c |rev|base64 -d) $l);
 do $($'\u0065\u0063\u0068\u006f' ZWNobwo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' ) -ne '\a';
 $'\u0073\u006c\u0065\u0065\u0070' $(echo =oQM |rev|base64 -d);
 done;
 $($'\x65\x63\x68\x6f' ZWNobwo= | $'\x62\x61\x73\x65\x36\x34' -d) "How many beeps?";
 $'\162\145\141\144' n </dev/tty;
 export n;
 if [ "$n" -ne "$l" ];
then $'\x65\x78\x69\x74';
fi;
 done;

上記の処理を以下のように変更して、自動で回答するようにしました。

for k in $($(echo p2IkPt== |tr A-Za-z N-ZA-Mn-za-m|base64 -d) $((RANDOM % 10 +1)));
do l=$((RANDOM % 10 +1));
 for m in $($(echo ==gCxV2c |rev|base64 -d) $l);
 do $($'\u0065\u0063\u0068\u006f' ZWNobwo= | $'\u0062\u0061\u0073\u0065\u0036\u0034' $'\u002d\u0064' ) -ne '\a';
 $'\u0073\u006c\u0065\u0065\u0070' $(echo =oQM |rev|base64 -d);
 done;
 $($'\x65\x63\x68\x6f' ZWNobwo= | $'\x62\x61\x73\x65\x36\x34' -d) "How many beeps?";
#  $'\162\145\141\144' n </dev/tty;
#  export n;
n=$l
 if [ "$n" -ne "$l" ];
then $'\x65\x78\x69\x74';
fi;
 done;

再度実行すると、以下のようになりました。

$ bash -x Beeeeeeeeeer_4.sh

# 省略

+ echo ZWNobyAtbmUgJ1xhJztzbGVlcCAxO2VjaG8gLW5lICdcYSc7c2xlZXAgMTtlY2hvIC1uZSAnXGEnO3NsZWVwIDE7ZWNobyAiSG93IG1hbnkgYmVlcHM/IjsK
++ base64 -d
++ echo YmFzZTY0Cg==
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ echo =bNnmSzL
+ bash
++ base64 -d
++ tr A-Za-z N-ZA-Mn-za-m
++ rev
++ echo XDJY
+ base64 -d
How many beeps?
+ read n

また、クイズが出題されています。適当に回答すると、以下のようになり、AESの復号に失敗してしまうようです。

$ bash -x Beeeeeeeeeer_4.sh

# 省略

How many beeps?
+ read n
1
+ export n
+ bash
+ base64 -d
+ echo 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
++ cut -c2,3,5,12
++ md5sum
++ echo -n 1
+ openssl aes-256-cbc -d -pass pass:4c49 -md md5
bash: line 1: syntax error near unexpected token `)'
bash: line 1: `J�e�<�%4�?�q!�l�dN��ƕ�*�[Z��p��u#v��㼗u��y�h���tz&�Jhxˣq�<��I:�n)';�������B<�z�����cy*������ �k@у�%PX~��)SBk�,Wغ%pc��D�E�����:���p��_kp��.l�B2<���ܹ{���ÃB�X��_�x{����~�$�8h���Qѳzұ�S�
                                                                                                                                                                                                   ��*.�S���yaACw�0V�C8ۅ?��t`Ñf�ѓD�����v��@
            C�#+9�0�c�'�}��H�`[�*�%��y����՜����j���]���8��F��1w盾O@)QN�B�!�4>L�vƋ*DCE;׼�OhF��tGgp�%ئ�ό-߼6j�]e'I���n���e�UsF+�'_�Br��ԕ��M���.��JR�ImȾ���oD�3�t���rh���&D�2�v8c���(l�k���b����]��o�
                                                                                                                                                                                                 �e�Pu���T\i���v7�������ݵ��������$C�ل��ׂ��/%�`���Oo�5�c:t�����W���k\�������
                                    X
                                     �*�Re��<���n��q[�Lԯ�����m�����T���Q'9X(���^}��ٍiGd���"p
                                                                                           ��6��(�V�� V��b�E*����c"`� nr��uR\�r����s��Y�#6�o[
                                                                                                                                             �@�^F���]��t��n��Ř��2b�*!��[Ţ�K���/��_5u���D��?��v^�?Y�����*.�WF�(82��|>0����    ck����W�z���·�qKɘ�h�0���-�0);�Ff�l߅l�?   ��%�&0p]
����a��UX#vü'

base64っぽい文字列をechoしている処理があるので、デコードしてみます。 3回sleepが呼ばれているようです。

$ echo ZWNobyAtbmUgJ1xhJztzbGVlcCAxO2VjaG8gLW5lICdcYSc7c2xlZXAgMTtlY2hvIC1uZSAnXGEnO3NsZWVwIDE7ZWNobyAiSG93IG1hbnkgYmVlcHM/IjsK | base64 -d
echo -ne '\a';sleep 1;echo -ne '\a';sleep 1;echo -ne '\a';sleep 1;echo "How many beeps?";

3と回答すると、正しく復号され、新たなスクリプトが実行されたようです。 Enter the password と表示されました。

How many beeps?
+ read n
3
+ export n
+ bash
+ base64 -d
+ echo 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
++ cut -c2,3,5,12
++ md5sum
++ echo -n 3
+ openssl aes-256-cbc -d -pass pass:cccc -md md5
Enter the password

18行目を見てみると、以下のような処理が確認できます。

echo U2Fsd<長い文字列>0rlk=|base64 -d|openssl aes-256-cbc -d -pass pass:$(echo -n $n|md5sum |cut -c2,3,5,12) -md md5 2>/dev/null |bash;

文字列をbase64デコードして、AESで復号し、bashで実行しているようです。AESで復号するキーは、$nを利用して計算しているようです。 上記の処理のbashを削除し、n=3を指定した状態で実行し、スクリプトを展開してみます。

$ export n=3; cat Beeeeeeeeeer_4.sh | head -n 18 | tail -n 1 | sed -e "s/|bash;/;/" | bash > Beeeeeeeeeer_5.sh

展開されたスクリプトを確認すると、以下のようになっていました。さらに難読化がひどくなっています。

__=$(. 2>&1);__=${__##*.};__=$(. 2>&1);__=${__##*.};${__:$(($[($[$$/$$]<<$[$$/$$]<<$[$$/$$]<<$[$$/$$])+$[$$/$$]]+$[($[$$/$$]<<$[$$/$$]<<$[$$/$$]<<$[$$/$$])+$[$$/$$]]+$[$$/$$])):$((___=___^___||++___))}${__:$[$[$$/$$]<<$[$$/$$]<<$[$$/$$]]:$((___=___^___||++___))}${__:$(($[($[$$/$$]<<$[$$/$$]<<$[$$/$$]<<$[$$/$$])+$[$$/$$]]+$[($[$$/$$]<<$[$$/$$]<<$[$$/$$]<<$[$$/$$])+$[$$/$$]])):$((___=___^___||++___))} -- {z..A};${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=____^____||++____))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=____^____||++____))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))} "${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=____^____||++____))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))-$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))} ${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))-$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=____^____||++____))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))} ${@:$((____=____^____||++____))$((____=____^____||++____)):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=____^____||++____))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}";${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))} _____</${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}/${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))-$((____=____^____||++____)))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))-$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))};: ${@:$((____=____^____||++____))$((____=____^____||++____)):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=____^____||++____))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))} 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-${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}" " -${@:$((____=(____^____||++____)+(____^____||++____)))$((____=____^____||++____)):$((____=____^____||++____))}$((____=____^____||++____)))|${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))-$((____=____^____||++____)))):$((____=____^____||++____))}${@:$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$((____=____^____||++____))$((____=____^____||++____)):$((____=____^____||++____))} -${@:$((____=____^____||++____))$(($((____=____^____||++____))-$((____=____^____||++____)))):$((____=____^____||++____))} "${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))-$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))))${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=____^____||++____))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))))${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))))$(($((____=____^____||++____))-$((____=____^____||++____))))${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))))$((____=____^____||++____))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))-$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))$((____=____^____||++____))${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))))${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____))))"&&${@:$((____=(____^____||++____)+(____^____||++____)))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____))))):$((____=____^____||++____))}${@:$((____=____^____||++____))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=____^____||++____))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))} 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${@:$(($((____=(____^____||++____)+(____^____||++____)))+$((____=(____^____||++____)+(____^____||++____)))))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}${@:$((____=____^____||++____))$((____=(____^____||++____)+(____^____||++____))):$((____=____^____||++____))}${@:$((____=(____^____||++____)+(____^____||++____)))$(($((____=(____^____||++____)+(____^____||++____)))*$((____=(____^____||++____)+(____^____||++____)))+$((____=____^____||++____)))):$((____=____^____||++____))}!"&&printf "\n\033[?7l%1024s" " "&&echo SECCON{$S1$n$_____};echo -e '\033[?7h';

最後のほうを確認すると、フラグを表示する処理が確認できます。

<難読化された文字列>&&printf "\n\033[?7l%1024s" " "&&echo SECCON{$S1$n$_____};echo -e '\033[?7h';

$S1$n$_____ に何が格納されているのかが分かれば、フラグが何なのか分かりそうです。 とりあえず、デバッグモードで実行してみます。

bash -x ./Beeeeeeeeeer_5.sh
++ .
+ __='./Beeeeeeeeeer_5.sh: line 1: .: filename argument required
.: usage: . filename [arguments]'
+ __=' filename [arguments]'
++ .
+ __='./Beeeeeeeeeer_5.sh: line 1: .: filename argument required
.: usage: . filename [arguments]'
+ __=' filename [arguments]'
+ set -- z y x w v u t s r q p o n m l k j i h g f e d c b a '`' _ '^' ']' '' '[' Z Y X W V U T S R Q P O N M L K J I H G F E D C B A
+ echo 'Enter the password'
Enter the password
+ read _____
hoge
+ : password is bash
+ grep -q d574d4bb40c84861791a694a999cce69
++ cut '-d ' -f1
++ md5sum
++ echo -n hoge
+ echo ea703e7aa1efda0064eaa507d9e8ab7e
+ echo -e '\033[?7h'

実行すると、Enter the password と表示されます。 適当にhogeと入力してみましたが、フラグ表示処理に遷移しません。 入力値のMD5ハッシュを取って、パスワードが正しいかどうか判定しているようです。

実行結果をよく見てみると、: password is bash と書かれています。 パスワードにbashを指定すると、フラグ表示処理に遷移しました。

$ bash -x Beeeeeeeeeer_5.sh
++ .
+ __='Beeeeeeeeeer_5.sh: line 1: .: filename argument required
.: usage: . filename [arguments]'
+ __=' filename [arguments]'
++ .
+ __='Beeeeeeeeeer_5.sh: line 1: .: filename argument required
.: usage: . filename [arguments]'
+ __=' filename [arguments]'
+ set -- z y x w v u t s r q p o n m l k j i h g f e d c b a '`' _ '^' ']' '' '[' Z Y X W V U T S R Q P O N M L K J I H G F E D C B A
+ echo 'Enter the password'
Enter the password
+ read _____
bash
+ : password is bash
+ grep -q d574d4bb40c84861791a694a999cce69
++ cut '-d ' -f1
++ md5sum
++ echo -n bash
+ echo d574d4bb40c84861791a694a999cce69
+ echo 'Good Job!'
Good Job!
+ printf '\n\033[?7l%1024s' ' '

                                                                                                                                                                                                                              '
SECCON{bash}
+ echo -e '\033[?7h'

$S1$nを指定せずに実行しているので、SECCON{bash} と表示されています。 過去の実行結果を見直してみると、$S1hogefuga$n3となっています。 よって、SECCON{hogefuga3bash} が正しいフラグとなります。

FLAG

SECCON{hogefuga3bash}