1 |
root |
1.1 |
# From: Thomas Dickey <dickey@clark.net> 04 Oct 1997 |
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root |
1.8 |
# Updated: Özgür Kesim <kesim@math.fu-berlin.de> 02 Nov 1997 |
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# Updated: Marc Lehmann <pcg@goof.com>, 17 Feb 2005 |
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ayin |
1.18 |
rxvt-unicode|rxvt-unicode terminal (X Window System), |
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ayin |
1.19 |
am, |
6 |
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bce, |
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eo, |
8 |
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km, |
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msgr, |
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xenl, |
11 |
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hs, |
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cols#80, |
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it#8, |
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lines#24, |
15 |
root |
1.1 |
acsc=``aaffggjjkkllmmnnooppqqrrssttuuvvwwxxyyzz{{||}}~~-A.B+C\,D0EhFiG, |
16 |
ayin |
1.19 |
bel=^G, |
17 |
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blink=\E[5m, |
18 |
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bold=\E[1m, |
19 |
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civis=\E[?25l, |
20 |
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clear=\E[H\E[2J, |
21 |
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cnorm=\E[?25h, |
22 |
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cr=^M, |
23 |
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csr=\E[%i%p1%d;%p2%dr, |
24 |
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cub=\E[%p1%dD, |
25 |
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cub1=^H, |
26 |
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cud=\E[%p1%dB, |
27 |
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cud1=^J, |
28 |
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cuf=\E[%p1%dC, |
29 |
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cuf1=\E[C, |
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cup=\E[%i%p1%d;%p2%dH, |
31 |
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cuu=\E[%p1%dA, |
32 |
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cuu1=\E[A, |
33 |
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cvvis=\E[?25h, |
34 |
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dch=\E[%p1%dP, |
35 |
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dch1=\E[P, |
36 |
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dl=\E[%p1%dM, |
37 |
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dl1=\E[M, |
38 |
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ed=\E[J, |
39 |
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el=\E[K, |
40 |
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el1=\E[1K, |
41 |
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flash=\E[?5h$<20/>\E[?5l, |
42 |
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home=\E[H, |
43 |
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hpa=\E[%i%p1%dG, |
44 |
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ht=^I, |
45 |
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hts=\EH, |
46 |
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ich=\E[%p1%d@, |
47 |
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ich1=\E[@, |
48 |
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il=\E[%p1%dL, |
49 |
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il1=\E[L, |
50 |
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ind=^J, |
51 |
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is1=\E[?47l\E=\E[?1l, |
52 |
ayin |
1.18 |
is2=\E[r\E[m\E[2J\E[H\E[?7h\E[?1;3;4;6l\E[4l, |
53 |
ayin |
1.19 |
kDC=\E[3$, |
54 |
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kIC=\E2$, |
55 |
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kEND=\E[8$, |
56 |
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kHOM=\E[7$, |
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kLFT=\E[d, |
58 |
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kNXT=\E[6$, |
59 |
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kPRV=\E[5$, |
60 |
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kRIT=\E[c, |
61 |
ayin |
1.18 |
kbs=\177, |
62 |
ayin |
1.19 |
ka1=\EOw, |
63 |
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ka3=\EOy, |
64 |
ayin |
1.18 |
kb2=\EOu, |
65 |
ayin |
1.19 |
kc1=\EOq, |
66 |
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kc3=\EOs, |
67 |
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kcbt=\E[Z, |
68 |
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kcub1=\E[D, |
69 |
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kcud1=\E[B, |
70 |
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kcuf1=\E[C, |
71 |
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kcuu1=\E[A, |
72 |
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kdch1=\E[3~, |
73 |
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kel=\E[8\^, |
74 |
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kend=\E[8~, |
75 |
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kent=\EOM, |
76 |
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kf1=\E[11~, |
77 |
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kf10=\E[21~, |
78 |
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kf11=\E[23~, |
79 |
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kf12=\E[24~, |
80 |
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kf13=\E[25~, |
81 |
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kf14=\E[26~, |
82 |
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kf15=\E[28~, |
83 |
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kf16=\E[29~, |
84 |
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kf17=\E[31~, |
85 |
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kf18=\E[32~, |
86 |
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kf19=\E[33~, |
87 |
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kf2=\E[12~, |
88 |
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kf20=\E[34~, |
89 |
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kf3=\E[13~, |
90 |
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kf4=\E[14~, |
91 |
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kf5=\E[15~, |
92 |
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kf6=\E[17~, |
93 |
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kf7=\E[18~, |
94 |
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kf8=\E[19~, |
95 |
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kf9=\E[20~, |
96 |
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kfnd=\E[1~, |
97 |
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khome=\E[7~, |
98 |
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kich1=\E[2~, |
99 |
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kmous=\E[M, |
100 |
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knp=\E[6~, |
101 |
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kpp=\E[5~, |
102 |
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kslt=\E[4~, |
103 |
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rc=\E8, |
104 |
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rev=\E[7m, |
105 |
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ri=\EM, |
106 |
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rmso=\E[27m, |
107 |
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rmul=\E[24m, |
108 |
root |
1.6 |
rs1=\Ec, |
109 |
ayin |
1.18 |
rs2=\E[r\E[m\E[2J\E[H\E[?7h\E[?1;3;4;6l\E[4l\E>, |
110 |
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sgr0=\E[m\017, |
111 |
ayin |
1.19 |
enacs=, |
112 |
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smacs=\E(0, |
113 |
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rmacs=\E(B, |
114 |
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smso=\E[7m, |
115 |
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smul=\E[4m, |
116 |
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tbc=\E[3g, |
117 |
ayin |
1.18 |
vpa=\E[%i%p1%dd, |
118 |
ayin |
1.19 |
colors#88, |
119 |
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pairs#256, |
120 |
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btns#5, |
121 |
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lm#0, |
122 |
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ccc, |
123 |
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npc, |
124 |
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mc5i, |
125 |
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ncv#0, |
126 |
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mir, |
127 |
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xon, |
128 |
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bw, |
129 |
root |
1.2 |
ech=\E[%p1%dX, |
130 |
ayin |
1.19 |
mc0=\E[i, |
131 |
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mc4=\E[4i, |
132 |
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mc5=\E[5i, |
133 |
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sitm=\E[3m, |
134 |
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ritm=\E[23m, |
135 |
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smam=\E[?7h, |
136 |
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rmam=\E[?7l, |
137 |
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smir=\E[4h, |
138 |
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rmir=\E[4l, |
139 |
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smcup=\E[?1049h, |
140 |
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rmcup=\E[r\E[?1049l, |
141 |
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smkx=\E=, |
142 |
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rmkx=\E>, |
143 |
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indn=\E[%p1%dS, |
144 |
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rin=\E[%p1%dT, |
145 |
ayin |
1.18 |
sgr=\E[0%?%p6%t;1%;%?%p2%t;4%;%?%p1%p3%|%t;7%;%?%p4%t;5%;%?%p7%t;8%;m%?%p9%t\E(0%e\E(B%;, |
146 |
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op=\E[39;49m, |
147 |
ayin |
1.19 |
setaf=\E[38;5;%p1%dm, |
148 |
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setab=\E[48;5;%p1%dm, |
149 |
root |
1.8 |
setf=%?%p1%{7}%>%t\E[38;5;%p1%dm%e\E[3%?%p1%{1}%=%t4%e%p1%{3}%=%t6%e%p1%{4}%=%t1%e%p1%{6}%=%t3%e%p1%d%;m%;, |
150 |
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setb=%?%p1%{7}%>%t\E[48;5;%p1%dm%e\E[4%?%p1%{1}%=%t4%e%p1%{3}%=%t6%e%p1%{4}%=%t1%e%p1%{6}%=%t3%e%p1%d%;m%;, |
151 |
root |
1.5 |
initc=\E]4;%p1%d;rgb\:%p2%{65535}%*%{1000}%/%4.4X/%p3%{65535}%*%{1000}%/%4.4X/%p4%{65535}%*%{1000}%/%4.4X\E\\, |
152 |
ayin |
1.18 |
sc=\E7, |
153 |
ayin |
1.19 |
s0ds=\E(B, |
154 |
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s1ds=\E(0, |
155 |
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s2ds=\E*B, |
156 |
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s3ds=\E+B, |
157 |
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u6=\E[%i%d;%dR, |
158 |
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u7=\E[6n, |
159 |
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u8=\E[?1;2c, |
160 |
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u9=\E[c, |
161 |
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tsl=\E]2;, |
162 |
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fsl=\007, |
163 |
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dsl=\E]2;\007, |