Potential team matches - m= g=

This attempts to identify entrants potentially riding together, whether declared or not, by finding matching strings of ordinary bonuses. A string must contains at least m matching bonuses separated by no more than g unmatched bonuses. It might also highlight where claims have been omitted or not correctly posted. This is not a conclusive set of matches, just something for scorers to check.

9: Carl Melia          R010           B061 B287 B878           B420 B076 W432 B612 W420      W764 W642 W904 W622 R033      R050      R431 R460 R666
16: (1) Julie EvisonR578 R458 R010 W088 W076 B061 B287 B878 B836 B219 B420 B076 W432 B612 W420 W642 W764      W904 W622 R033 R242 R050 R245 R431
9: Carl Melia          R010           B061 B287 B878           B420 B076 W432 B612 W420      W764 W642 W904 W622 R033      R050      R431 R460 R666
33: (1) Ian LanchR578 R458 R010 W088 W076 B061 B287 B878 B836 B219 B420 B076 W432 B612 W420 W642 W764      W904 W622 R033 R242 R050 R245 R431
12: Darren ForsterR017 R578           Y207 W132 W404 W351 B158 B203 B102 B146 B091 W102 W393 R010 R460      R666
27: Darren Penny     R578 R458 W373 Y207 W132 W404 W351 B158 B203 B102 B146 B091 W102 W393 R010 R460 R017 R666 B073
16: (1) Julie EvisonR578 R458 R010 W088 W076 B061 B287 B878 B836 B219 B420 B076 W432 B612 W420 W642 W764 W904 W622 R033 R242 R050 R245 R431
33: (1) Ian LanchR578 R458 R010 W088 W076 B061 B287 B878 B836 B219 B420 B076 W432 B612 W420 W642 W764 W904 W622 R033 R242 R050 R245 R431