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