Clark

Meterless
Anywhere

cr. B xx cr. B xx cr. B xx [b]~f A = 153/170
cr. B > cl. C (1) xx [b]~f C - dp P = 228/230
CD > hcf P - dd K = 201/100

Corner
cr. B xx cr. B xx cr. A xx Px4 > cr. C = 225/240
CD > [b]~f C - dp P = 224/240



1 Bar
Anywhere

cr. B xx cr. B xx cr. B xx [b]~f A (1) xx hcbx2 P = 323/130
cr. B > cl. C (1) xx [b]~f C (2) xx hcbx2 P = 329/190

Corner
CD xx f. B xx hcbx2 P = 328/140

MAX
cr. B > cl. C (2) xx MAX > cl. C (1) xx hcf BD > hcf AC - dd K = 352/210
3rd
cr. B > cl. C (1) xx MAX > cl. C (1) xx ACx4 > hcf BD > hcf AC - dd K = 398/150



2 Bar
Anywhere

cr. B xx cr. B xx cr. B xx [b]~f A (1) xx hcbx2 AC = 434/130
cr. B > cl. C (1) xx [b]~f C (2) xx hcbx2 AC = 446/190

Corner
CD xx f. B xx hcbx2 AC = 436/140

MAX
cr. B > cl. C (2) xx MAX > cl. C (1) xx ACx4 > hcbx2 AC = 512/210


3 Bar
Anywhere

cr. B xx cr. B xx cr. B xx [b]~f A (1) xx hcfx2 K xx hcbx2 AC = 585/130
cr. B > cl. C (1) xx [b]~f C (2) xx hcfx2 K xx hcbx2 AC = 607/190

CD > hcbx2 BD = 435/100

Corner
CD xx f. B xx hcfx2 K xx hcbx2 AC = 577/140



4 Bar
Anywhere

cr. B xx cr. B xx cr. B xx [b]~f A (1) xx hcfx2 K xx hcbx2 BD = 616/130
cr. B > cl. C (1) xx [b]~f C (2) xx hcfx2 K xx hcbx2 BD = 652/190

Corner
CD xx f. B xx hcfx2 K xx hcbx2 BD = 595/140



5 Bar
Anywhere

cr. B xx cr. B xx cr. B xx [b]~f A (1) xx hcfx2 K xx hcbx2 BD = 671/130
cr. B > cl. C (1) xx [b]~f C (2) xx hcfx2 K xx hcbx2 BD = 714/190

Corner
CD xx f. B xx hcfx2 K xx hcbx2 BD = 642/140

MAX
cr. B > cl. C (1) xx MAX > cr. C xx [b]~f C (2) xx hcfx2 BD xx hcbx2 BD = 651/260