Close your eyes and then point your finger anywhere in the table below. Open your eyes and begin reading the digits beginning where your finger touches the table. For example, suppose that your finger points to the beginning of the line below and you need five random numbers between 0 and 20.
553617280595580771997955130480651347088612
In this example, you will need to read the digits two at a time until you get two that are between 00 and 20. The first two digits are 55. Because this number is greater than 20, it will be discarded. The second two (36) will also be discarded. The next two digits can be used; your first random number is 17 (underlined above).
Continue reading the digits two at a time, discarding all numbers greater than 20. The next two digits (28) are discarded but the 05 (or 5) is used. This is your second random number. The following will be discarded: 95 and 58. The third random number is 07. The next two random numbers that will be used are 13 and 04.
If you needed a random number between 0 and 1000, you would read the digits four at a time until you obtained a number between 0000 and 1000. You would discard the following: 5536 and 1728. Your number is 0595.
0773137438507747205718328480835962711226093562787915351435849662797030
0668374899530550910672951040184222303800536236386975767809161865095583
5241943252709172177912241897259855701752672524318621544507384818342032
2257122055944377750865856074704173408196415608317556498049367554156868
8327451734507593120204735051834890715937898637423904351483590131661737
5035969974516154044280973304571407369234686265175459499509691895998775
9393158338217705557218072959827065427424742349717079782759946696761083
1340799859778098001833105624062508290260343958157890279959791696435644
9127642217502111609370270546559567026402160306940942678318644978725571
3706723479124538503225287296678427099643010705332467281485441679842976
4862806757163812526934777547582723310580473422148247129256543639833767
8757350175414622668141184835708149308668053440280006201267043854956505
7068231939853222119627258280435296861828717131158772321625889899186097
8237914322602076496125103865776772748172693415349260356405332468097451
5688848050703777782933095007058395016304010733006272065928066690862437
1308789652816662533575358164724950648728003569046536817354799452810832
4755150457846299029634729763813119297764372555220428031153868173466168
1464993794783882893645210310742643046292723052160757482120918120866663
8835640431575743926513212807395984270932837342715275018046234443392293
5956605508232651774005431628476096648776353043885082206718248391237482
0955134444078981020805036447395500123392843852435557980928272907887433
1507329736048212750629553353975824977094737458743879534961692070106631
4617561167741102906504118698081417487327782557469948123684515916951454
0200451553849003872198945186972180849205963163089475913063427407245636
9766789673163301257913855593107104760077689434313092600203043805414037
8175889126149585136208183821705799137856411899143269697369000072277704
6539555033930359251189918757324288629714071033215878424464772879855947
6102040732263134877379744467602265129783354113650345371368991426192466
9274218609527187487640310036616817048926348016990217072246573744920827
3233662510908013948737504472163443983152631153312466893051310868239969
8931914368580313248389016049658855407516606231916064858991627368093534
1463312251409328712149470441081083284506852853117557678849825195462688
2322221927750071054580354154790269663706773975541641005780564982249334
7674324082238239382880786493335946434626265975877036299696586531502714