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| Chapter 13 A Miscellany of Scripts |

## 13.8 plpr - lpr Preprocessor

Contributed by Tom Van Raalte

I thought you might want to use the following script around the office. It is a preprocessor for `lpr` that sends output to the "best" printer. [This shell script is written for a BSD or Linux system and you would use this command in place of `lpr`. It reads the output of the `lpq` command to determine if a specific printer is available. If not, it tries a list of printers to see which one is available or which is the least busy. Then it invokes `lpr` to send the job to that printer.]

>     #!/bin/sh
>     #
>     #set up temp file
>     TMP=/tmp/printsum.$$
>     LASERWRITER=${LASERWRITER-ps6}
>     #Check to see if the default printer is free?
>     #
>     #
>     FREE=`lpq -P$LASERWRITER | awk '
>     { if ($0 == "no entries")
>       {
>     	val=1
>     	print val
>     	exit 0
>       }
>       else
>       {
>     	val=0
>     	print val
>     	exit 0
>       }
>     }'`
>     #echo Free is $FREE
>     #
>     #If the default is free then $FREE is set, and we print and exit.
>     #
>     if [ $FREE -eq 1 ]
>     then
>     	SELECT=$LASERWRITER
>     #echo selected $SELECT
>     	lpr -P$SELECT $*
>     	exit 0
>     fi
>     #echo Past the exit
>     #
>     #Now we go on to see if any of the printers in bank are free.
>     #
>     BANK=${BANK-$LASERWRITER}
>     #echo bank is $BANK
>     #
>     #If BANK is the same as LASERWRITER, then we have no choice.
>     #otherwise, we print on the one that is free, if any are free.
>     #
>     if [ "$BANK" =  "$LASERWRITER" ]
>     then
>     	SELECT=$LASERWRITER
>     	lpr -P$SELECT $*
>     	exit 0
>     fi
>     #echo past the check bank=laserprinter
>     #
>     #Now we check for a free printer.
>     #Note that $LASERWRITER is checked again in case it becomes free
>     #during the check.
>     #
>     #echo now we check the other for a free one
>     for i in $BANK $LASERWRITER
>     do
>     FREE=`lpq -P$i | awk '
>     { if ($0 == "no entries")
>       {
>     	val=1
>     	print val
>     	exit 0
>       }
>       else
>       {
>     	val=0
>     	print val
>     	exit 0
>       }
>     }'`
>     if [ $FREE -eq 1 ]
>     then
>     #   echo in loop for $i
>     	SELECT=$i
>     #   echo select is $SELECT
>     #   if [ "$FREE" != "$LASERWRITER" ]
>     #   then
>     #          echo "Output redirected to printer $i"
>     #   fi
>     	lpr -P$SELECT $*
>     	exit 0
>     fi
>     done
>     #echo done checking for a free one
>     #
>     #If we make it here then no printers are free.  So we
>     #print on the printer with the least bytes queued.
>     #
>     #
>     for i in $BANK $LASERWRITER
>     do
>     val=`lpq -P$i | awk ' BEGIN {
>     	start=0;
>     }
>     /^Time/ {
>     	start=1;
>     	next;
>     }
>     (start == 1){
>     	test=substr($0,62,20);
>     	print test;
>     } ' | awk '
>     BEGIN {
>     	summ=0;
>     }
>     {
>     	summ=summ+$1;
>     }
>     END {
>     	print summ;
>     }'`
>     echo "$i $val" >> $TMP
>     done

>     SELECT=`awk '(NR==1) {
>     	select=$1;
>     	best=$2
>     }
>     ($2 < best) {
>     	select=$1;
>     	best=$2}
>     END {
>     	print select
>     }
>     ' $TMP `
>     #echo $SELECT
>     #
>     rm $TMP
>     #Now print on the selected printer
>     #if [ $SELECT != $LASERWRITER ]
>     #then
>     #   echo "Output redirected to printer $i"
>     #fi
>     lpr -P$SELECT $*
>     trap 'rm -f $TMP; exit 99' 2 3 15

### 13.8.1 Program Notes for plpr

For the most part, we've avoided scripts like these in which most of the logic is coded in the shell script. However, such a minimalist approach is representative of a wide variety of uses of awk. Here, awk is called to do only those things that the shell script can't do (or do as easily). Manipulating the output of a command and performing numeric comparisons is an example of such a task.

As a side note, the trap statement at the end should be at the top of the script, not at the bottom.

13.7 gent - Get a termcap Entry |  | 13.9 transpose - Perform a Matrix Transposition