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c47d3e3 Mar 13, 2018
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alias col1='awk "{ print \$1 }"'
alias col2='awk "{ print \$2 }"'
alias col3='awk "{ print \$3 }"'
alias col4='awk "{ print \$4 }"'
alias col5='awk "{ print \$5 }"'
alias col6='awk "{ print \$6 }"'
alias col7='awk "{ print \$7 }"'
alias col8='awk "{ print \$8 }"'
alias col9='awk "{ print \$9 }"'
alias col10='awk "{ print \$10 }"'
alias col11='awk "{ print \$11 }"'
alias col12='awk "{ print \$12 }"'
alias col13='awk "{ print \$13 }"'
alias col14='awk "{ print \$14 }"'
alias col15='awk "{ print \$15 }"'
alias col16='awk "{ print \$16 }"'
alias col17='awk "{ print \$17 }"'
alias col18='awk "{ print \$18 }"'
alias col19='awk "{ print \$19 }"'
alias col20='awk "{ print \$20 }"'
alias col1-1='awk "{ print \$1, \$1 }"'
alias col1-2='awk "{ print \$1, \$2 }"'
alias col1-3='awk "{ print \$1, \$3 }"'
alias col1-4='awk "{ print \$1, \$4 }"'
alias col1-5='awk "{ print \$1, \$5 }"'
alias col1-6='awk "{ print \$1, \$6 }"'
alias col1-7='awk "{ print \$1, \$7 }"'
alias col1-8='awk "{ print \$1, \$8 }"'
alias col1-9='awk "{ print \$1, \$9 }"'
alias col1-10='awk "{ print \$1, \$10 }"'
alias meldata='grep -o "\[data [^]]*" | cut -d\" -f2'
alias melfile='grep -o "\[file [^]]*" | cut -d\" -f2'
alias melhostname='grep -o "\[hostname [^]]*" | cut -d\" -f2'
alias melid='grep -o "\[id [^]]*" | cut -d\" -f2'
alias melidmsg='sed -e "s/.*\[id \"//" -e "s/\(......\).*\[msg \"/\1 /" -e "s/\"\].*//" -e "s/(Total .*/(Total ...) .../" -e "s/Incoming and Outgoing Score: [0-9]* [0-9]*/Incoming and Outgoing Score: .../" -e "s/\"//g"'
alias melip='grep -o "\[client [^]]*" | cut -b9-'
alias melline='grep -o "\[line [^]]*" | cut -d\" -f2'
alias melmatch='grep -o " at [^\ ]*\. \[file" | sed -e "s/\. \[file//" | cut -b5-'
alias melmsg='grep -o "\[msg [^]]*" | cut -d\" -f2 | sed -e "s/(Total .*/(Total ...) .../"'
alias melscores='grep "id \"980145\"" | grep -o "\[msg [^]]*" | cut -d\" -f2 | egrep -o "[0-9-]+ [0-9-]+$" | tr " " ";"'
alias melsummary='grep -o -E " (at|against) .*\[file.*\[id \"[0-9]+.*\[msg \"[^\"]+" | tr -d \" | sed -e "s/ at the end of input at/ at/" -e "s/ required. /. /" -e "s/\[rev .*\[msg/[msg/" -e "s/\. / /" -e "s/(Total .*/(Total ...) .../" | tr -d \] | cut -d\ -f3,9,11- | sed -e "s/^\([^ ]*\) \([^ ]*\)/\2 \1/" | awk "{ printf \"%+6s %-35s %s %s %s %s %s %s %s %s %s %s %s %s %s %s %s %s %s %s\n\", \$1, \$2, \$3, \$4, \$5, \$6, \$7, \$8, \$9, \$10, \$11, \$12, \$13, \$14, \$15, \$16, \$17, \$18, \$19, \$20 }" | sed -e "s/\ *$//"'
alias meltags='tr "]" "\n" | tr "[" "\n" | grep "tag \"" | cut -b6- | tr -d "\""'
alias meltimestamp='cut -b2-25'
alias melunique_id='grep -o "\[unique_id [^]]*" | cut -d\" -f2'
alias meluri='grep -o "\[uri [^]]*" | cut -d\" -f2'
alias pathsegs1='cut -d\/ -f1-2'
alias pathsegs2='cut -d\/ -f1-3'
alias pathsegs3='cut -d\/ -f1-4'
alias pathsegs4='cut -d\/ -f1-5'
alias pathsegs5='cut -d\/ -f1-6'
alias sucs='sort | uniq -c | sort -n'
alias sucspercent='sort | uniq -c | sort -n | $HOME/bin/percent.awk'
alias swapcolumns='awk "{ t = \$1; \$1 = \$2; \$2 = t; print; }"'
alias greppl1='egrep "\"(901001|901450|905100|905110|910000|910100|910150|910160|910170|910180|911100|912120|912170|913100|913110|913120|920100|920120|920130|920140|920160|920170|920180|920190|920210|920220|920240|920250|920260|920270|920280|920290|920310|920311|920330|920340|920350|920360|920370|920380|920390|920400|920410|920420|920430|920440|920450|921100|921110|921120|921130|921140|921150|921160|930100|930110|930120|930130|931100|931110|931120|932100|932105|932110|932115|932120|932130|932140|932150|932160|932170|932171|933100|933110|933120|933130|933140|933150|933160|933170|933180|941100|941110|941120|941130|941140|941150|941160|941170|941180|941190|941200|941210|941220|941230|941240|941250|941260|941270|941280|941290|941300|941310|941350|942100|942140|942160|942170|942190|942220|942230|942240|942250|942270|942280|942290|942320|942350|942360|943100|943110|943120|949100|949110|950130|951110|951120|951130|951140|951150|951160|951170|951180|951190|951200|951210|951220|951230|951240|951250|951260|952100|952110|953100|953110|953120|954100|954110|954120|954130|959100|980100|980110|980120|980130|980140|9001000|9001110|9001112|9001114|9001116|9001120|9001122|9001124|9001126|9001128|9001140|9001150|9001170|9001180|9001182|9001184|9001200|9001202|9001204|9001206|9001208|9001210|9001212|9001214|9001216|9002000|9002001|9002100|9002120|9002130|9002150|9002160|9002200|9002400|9002401|9002410|9002420|9002520|9002530|9002540|9002700|9002710|9002720|9002730|9002740|9002750|9002800|9002810|9002820|9002900)\""'
alias greppl2='egrep "\"(912171|913101|913102|920200|920201|920230|920271|920300|920320|921151|931130|933151|941320|941330|941340|942110|942120|942130|942150|942180|942200|942210|942260|942300|942310|942330|942340|942370|942380|942390|942400|942410|942430|942440|942450|950100)\""'
alias greppl3='egrep "\"(920272|921180|933111|933131|933161|942251|942420|942431|942460)\""'
alias greppl4='egrep "\"(920202|920273|920274|920460|942421|942432)\""'
alias greppl1-2='egrep "\"(901001|901450|905100|905110|910000|910100|910150|910160|910170|910180|911100|912120|912170|913100|913110|913120|920100|920120|920130|920140|920160|920170|920180|920190|920210|920220|920240|920250|920260|920270|920280|920290|920310|920311|920330|920340|920350|920360|920370|920380|920390|920400|920410|920420|920430|920440|920450|921100|921110|921120|921130|921140|921150|921160|930100|930110|930120|930130|931100|931110|931120|932100|932105|932110|932115|932120|932130|932140|932150|932160|932170|932171|933100|933110|933120|933130|933140|933150|933160|933170|933180|941100|941110|941120|941130|941140|941150|941160|941170|941180|941190|941200|941210|941220|941230|941240|941250|941260|941270|941280|941290|941300|941310|941350|942100|942140|942160|942170|942190|942220|942230|942240|942250|942270|942280|942290|942320|942350|942360|943100|943110|943120|949100|949110|950130|951110|951120|951130|951140|951150|951160|951170|951180|951190|951200|951210|951220|951230|951240|951250|951260|952100|952110|953100|953110|953120|954100|954110|954120|954130|959100|980100|980110|980120|980130|980140|9001000|9001110|9001112|9001114|9001116|9001120|9001122|9001124|9001126|9001128|9001140|9001150|9001170|9001180|9001182|9001184|9001200|9001202|9001204|9001206|9001208|9001210|9001212|9001214|9001216|9002000|9002001|9002100|9002120|9002130|9002150|9002160|9002200|9002400|9002401|9002410|9002420|9002520|9002530|9002540|9002700|9002710|9002720|9002730|9002740|9002750|9002800|9002810|9002820|9002900|912171|913101|913102|920200|920201|920230|920271|920300|920320|921151|931130|933151|941320|941330|941340|942110|942120|942130|942150|942180|942200|942210|942260|942300|942310|942330|942340|942370|942380|942390|942400|942410|942430|942440|942450|950100)\""'
alias greppl1-3='egrep "\"(901001|901450|905100|905110|910000|910100|910150|910160|910170|910180|911100|912120|912170|913100|913110|913120|920100|920120|920130|920140|920160|920170|920180|920190|920210|920220|920240|920250|920260|920270|920280|920290|920310|920311|920330|920340|920350|920360|920370|920380|920390|920400|920410|920420|920430|920440|920450|921100|921110|921120|921130|921140|921150|921160|930100|930110|930120|930130|931100|931110|931120|932100|932105|932110|932115|932120|932130|932140|932150|932160|932170|932171|933100|933110|933120|933130|933140|933150|933160|933170|933180|941100|941110|941120|941130|941140|941150|941160|941170|941180|941190|941200|941210|941220|941230|941240|941250|941260|941270|941280|941290|941300|941310|941350|942100|942140|942160|942170|942190|942220|942230|942240|942250|942270|942280|942290|942320|942350|942360|943100|943110|943120|949100|949110|950130|951110|951120|951130|951140|951150|951160|951170|951180|951190|951200|951210|951220|951230|951240|951250|951260|952100|952110|953100|953110|953120|954100|954110|954120|954130|959100|980100|980110|980120|980130|980140|9001000|9001110|9001112|9001114|9001116|9001120|9001122|9001124|9001126|9001128|9001140|9001150|9001170|9001180|9001182|9001184|9001200|9001202|9001204|9001206|9001208|9001210|9001212|9001214|9001216|9002000|9002001|9002100|9002120|9002130|9002150|9002160|9002200|9002400|9002401|9002410|9002420|9002520|9002530|9002540|9002700|9002710|9002720|9002730|9002740|9002750|9002800|9002810|9002820|9002900|912171|913101|913102|920200|920201|920230|920271|920300|920320|921151|931130|933151|941320|941330|941340|942110|942120|942130|942150|942180|942200|942210|942260|942300|942310|942330|942340|942370|942380|942390|942400|942410|942430|942440|942450|950100|920272|921180|933111|933131|933161|942251|942420|942431|942460)\""'
alias greppl1-4='egrep "\"(901001|901450|905100|905110|910000|910100|910150|910160|910170|910180|911100|912120|912170|913100|913110|913120|920100|920120|920130|920140|920160|920170|920180|920190|920210|920220|920240|920250|920260|920270|920280|920290|920310|920311|920330|920340|920350|920360|920370|920380|920390|920400|920410|920420|920430|920440|920450|921100|921110|921120|921130|921140|921150|921160|930100|930110|930120|930130|931100|931110|931120|932100|932105|932110|932115|932120|932130|932140|932150|932160|932170|932171|933100|933110|933120|933130|933140|933150|933160|933170|933180|941100|941110|941120|941130|941140|941150|941160|941170|941180|941190|941200|941210|941220|941230|941240|941250|941260|941270|941280|941290|941300|941310|941350|942100|942140|942160|942170|942190|942220|942230|942240|942250|942270|942280|942290|942320|942350|942360|943100|943110|943120|949100|949110|950130|951110|951120|951130|951140|951150|951160|951170|951180|951190|951200|951210|951220|951230|951240|951250|951260|952100|952110|953100|953110|953120|954100|954110|954120|954130|959100|980100|980110|980120|980130|980140|9001000|9001110|9001112|9001114|9001116|9001120|9001122|9001124|9001126|9001128|9001140|9001150|9001170|9001180|9001182|9001184|9001200|9001202|9001204|9001206|9001208|9001210|9001212|9001214|9001216|9002000|9002001|9002100|9002120|9002130|9002150|9002160|9002200|9002400|9002401|9002410|9002420|9002520|9002530|9002540|9002700|9002710|9002720|9002730|9002740|9002750|9002800|9002810|9002820|9002900|912171|913101|913102|920200|920201|920230|920271|920300|920320|921151|931130|933151|941320|941330|941340|942110|942120|942130|942150|942180|942200|942210|942260|942300|942310|942330|942340|942370|942380|942390|942400|942410|942430|942440|942450|950100|920272|921180|933111|933131|933161|942251|942420|942431|942460|920202|920273|920274|920460|942421|942432)\""'
alias mappl='sed -e "s/901001\|901450\|905100\|905110\|910000\|910100\|910150\|910160\|910170\|910180\|911100\|912120\|912170\|913100\|913110\|913120\|920100\|920120\|920130\|920140\|920160\|920170\|920180\|920190\|920210\|920220\|920240\|920250\|920260\|920270\|920280\|920290\|920310\|920311\|920330\|920340\|920350\|920360\|920370\|920380\|920390\|920400\|920410\|920420\|920430\|920440\|920450\|921100\|921110\|921120\|921130\|921140\|921150\|921160\|930100\|930110\|930120\|930130\|931100\|931110\|931120\|932100\|932105\|932110\|932115\|932120\|932130\|932140\|932150\|932160\|932170\|932171\|933100\|933110\|933120\|933130\|933140\|933150\|933160\|933170\|933180\|941100\|941110\|941120\|941130\|941140\|941150\|941160\|941170\|941180\|941190\|941200\|941210\|941220\|941230\|941240\|941250\|941260\|941270\|941280\|941290\|941300\|941310\|941350\|942100\|942140\|942160\|942170\|942190\|942220\|942230\|942240\|942250\|942270\|942280\|942290\|942320\|942350\|942360\|943100\|943110\|943120\|949100\|949110\|950130\|951110\|951120\|951130\|951140\|951150\|951160\|951170\|951180\|951190\|951200\|951210\|951220\|951230\|951240\|951250\|951260\|952100\|952110\|953100\|953110\|953120\|954100\|954110\|954120\|954130\|959100\|980100\|980110\|980120\|980130\|980140\|9001000\|9001110\|9001112\|9001114\|9001116\|9001120\|9001122\|9001124\|9001126\|9001128\|9001140\|9001150\|9001170\|9001180\|9001182\|9001184\|9001200\|9001202\|9001204\|9001206\|9001208\|9001210\|9001212\|9001214\|9001216\|9002000\|9002001\|9002100\|9002120\|9002130\|9002150\|9002160\|9002200\|9002400\|9002401\|9002410\|9002420\|9002520\|9002530\|9002540\|9002700\|9002710\|9002720\|9002730\|9002740\|9002750\|9002800\|9002810\|9002820\|9002900/& PL1/" -e "s/912171\|913101\|913102\|920200\|920201\|920230\|920271\|920300\|920320\|921151\|931130\|933151\|941320\|941330\|941340\|942110\|942120\|942130\|942150\|942180\|942200\|942210\|942260\|942300\|942310\|942330\|942340\|942370\|942380\|942390\|942400\|942410\|942430\|942440\|942450\|950100/& PL2/" -e "s/920272\|921180\|933111\|933131\|933161\|942251\|942420\|942431\|942460/& PL3/" -e "s/920202\|920273\|920274\|920460\|942421\|942432/& PL4/"'