Round 5: 8 (3.5), 1 (3), 2 4 5 7 9 16 17 (2.5), 3 6 11 13 15 (2), 10 20 (1.5), 12 18 19 (1), 14 (0), Next, Bracket 1: 8 C1, Bracket 1. Floating 8 Down, [1] & [2] 1 8 Next, Bracket 2: 1 8 C1, NOK. 1 8 Bracket 2. Floating 1 Down, 8 Down, [2] & [3] 2 4 5 7 9 16 17 1 8 Next, Bracket 3: 2 4 5 7 9 16 17 1 8 C1, B1,2 test: OK, no unpairables C2, x=0 C3, p=2 Heterogeneous. C4, S1 & S2: 8 1 & 2 4 5 7 9 16 17 C5, ordered: 8 1 & 2 4 5 7 9 16 17 C6, B4: x=0, table 1 NOK C7, 4 2 5 7 9 16 17 C6, B4: x=0, table 1 NOK C7, 5 2 4 7 9 16 17 C6, B1a: table 1 NOK C7, 7 2 4 5 9 16 17 C6, B5Down, table 1: 8 NOK. Floated Down 1 rounds ago C7, 9 2 4 5 7 16 17 C6, B4: x=0, table 1 NOK C7, 16 2 4 5 7 9 17 C6, B5Down, table 1: 8 NOK. Floated Down 1 rounds ago C7, 17 2 4 5 7 9 16 C6, B5Down, table 1: 8 NOK. Floated Down 1 rounds ago C7, last transposition C9, Dropping B6 for Downfloats C4, S1 & S2: 8 1 & 17 2 4 5 7 9 16 C5, ordered: 8 1 & 2 4 5 7 9 16 17 C6, B4: x=0, table 1 NOK C7, 4 2 5 7 9 16 17 C6, B4: x=0, table 1 NOK C7, 5 2 4 7 9 16 17 C6, B1a: table 1 NOK C7, 7 2 4 5 9 16 17 C6, B5Down, table 1: 8 NOK. Floated Down 1 rounds ago C7, 9 2 4 5 7 16 17 C6, B4: x=0, table 1 NOK C7, 16 2 4 5 7 9 17 C6, B5Down, table 1: 8 NOK. Floated Down 1 rounds ago C7, 17 2 4 5 7 9 16 C6, B5Down, table 1: 8 NOK. Floated Down 1 rounds ago C7, last transposition C9, Dropping B5 for Downfloats C4, S1 & S2: 8 1 & 17 2 4 5 7 9 16 C5, ordered: 8 1 & 2 4 5 7 9 16 17 C6, B4: x=0, table 1 NOK C7, 4 2 5 7 9 16 17 C6, B4: x=0, table 1 NOK C7, 5 2 4 7 9 16 17 C6, B1a: table 1 NOK C7, 7 2 4 5 9 16 17 C6, 2 paired. OK E1 7&8 E1 1&2 C6others: Bracket 3's Remainder Group: 4 5 9 16 17 Remaindering 4 5 9 16 17. [3] 8 1 7 2 & [3's Remainder Group] 4 5 9 16 17 Next, Bracket 3's Remainder Group: 4 5 9 16 17 C1, B1,2 test: OK, no unpairables C2, x=0 C3, p=2 Homogeneous. C4, S1 & S2: 4 5 & 9 16 17 C5, ordered: 4 5 & 9 16 17 C6, B1a: table 1 NOK C7, 16 9 17 C6, 2 paired. OK E1 16&4 E1 5&9 C6others: Floating remaining 17 Down. [3's Remainder Group] 4 5 16 9 & [4] 3 6 11 13 15 17 Next, Bracket 4: 3 6 11 13 15 17 C1, B1,2 test: OK, no unpairables C2, x=0 C3, p=1 Heterogeneous. C4, S1 & S2: 17 & 3 6 11 13 15 C5, ordered: 17 & 3 6 11 13 15 C6, B4: x=0, table 1 NOK C7, 6 3 11 13 15 C6, 1 paired. OK E1 17&6 C6others: Bracket 4's Remainder Group: 3 11 13 15 Remaindering 3 11 13 15. [4] 17 6 & [4's Remainder Group] 3 11 13 15 Next, Bracket 4's Remainder Group: 3 11 13 15 C1, B1,2 test: OK, no unpairables C2, x=0 C3, p=2 Homogeneous. C4, S1 & S2: 3 11 & 13 15 C5, ordered: 3 11 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, exchange a: 3 13, 11 15 C5, ordered: 3 13 & 11 15 C6, B1a: table 1 NOK C7, 15 11 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, Dropping B6 for Downfloats C4, S1 & S2: 3 11 & 13 15 C5, ordered: 3 11 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, Dropping B5 for Downfloats C4, S1 & S2: 3 11 & 13 15 C5, ordered: 3 11 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, B5,6 already dropped for Downfloats in Bracket 4's Remainder Group. C10, Unpairing Player 17 and 6 in Bracket 4. Bracket 4's C10Repair Group: 17 6 3 11 15 13 C7, 11 3 6 13 15 C6, 1 paired. OK E1 17&11 C6others: Bracket 4's C10 Repair Group's Remainder Group: 3 6 13 15 Remaindering 3 6 13 15. [4's C10 Repair Group] 17 11 & [4's C10 Repair Group's Remainder Group] 3 6 13 15 Next, Bracket 4's C10 Repair Group's Remainder Group: 3 6 13 15 C1, B1,2 test: OK, no unpairables C2, x=0 C3, p=2 Homogeneous. C4, S1 & S2: 3 6 & 13 15 C5, ordered: 3 6 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, exchange a: 3 13, 6 15 C5, ordered: 3 13 & 6 15 C6, B1a: table 1 NOK C7, 15 6 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, Dropping B6 for Downfloats C4, S1 & S2: 3 6 & 13 15 C5, ordered: 3 6 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, Dropping B5 for Downfloats C4, S1 & S2: 3 6 & 13 15 C5, ordered: 3 6 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, B5,6 already dropped for Downfloats in Bracket 4's C10 Repair Group's Remainder Group. C10, Dropping B6 for Upfloats in Bracket/Group 4's C10 Repair Group's Remainder Group C2, x=0 C3, p=2 Homogeneous. C4, S1 & S2: 3 6 & 13 15 C5, ordered: 3 6 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, B5,6 already dropped for Downfloats in Bracket 4's C10 Repair Group's Remainder Group. C10, Dropping All Upfloat checks in Bracket/Group 4's C10 Repair Group's Remainder Group C2, x=0 C3, p=2 Homogeneous. C4, S1 & S2: 3 6 & 13 15 C5, ordered: 3 6 & 13 15 C6, B1a: table 1 NOK C7, 15 13 C6, B4: x=0, table 1 NOK C7, last transposition C8, last S1,S2 exchange: C9, B5,6 already dropped for Downfloats in Bracket 4's C10 Repair Group's Remainder Group. C10, No more opponents for Player 17. Re-banding Bracket 4 C11, x=1, C3, p=1 Heterogeneous. C4, S1 & S2: 17 & 3 6 15 13 11 C5, ordered: 17 & 3 6 11 13 15 C6, 1 paired. OK E2 17&3 C6others: Bracket 4's Remainder Group: 6 11 13 15 Remaindering 6 11 13 15. [4] 3 17 & [4's Remainder Group] 6 11 13 15 Next, Bracket 4's Remainder Group: 6 11 13 15 C1, B1,2 test: OK, no unpairables C2, x=1 C3, p=2 Homogeneous. C4, S1 & S2: 6 11 & 13 15 C5, ordered: 6 11 & 13 15 C6, 2 paired. OK E4 13&6 E1 15&11 Next, Bracket 5: 10 20 C1, NOK. 10 20 Bracket 5. Floating 10 Down, 20 Down, [5] & [6] 12 18 19 10 20 Next, Bracket 6: 12 18 19 10 20 C1, B1,2 test: OK, no unpairables C2, x=0 C3, p=2 Heterogeneous. C4, S1 & S2: 10 20 & 12 18 19 C5, ordered: 10 20 & 12 18 19 C6, B1a: table 2 NOK C7, 12 19 18 C6, B5Down, table 2: 20 NOK. Floated Down 1 rounds ago C7, 18 12 19 C6, B1a: table 2 NOK C7, 18 19 12 C6, B4: x=0, table 1 NOK C7, 19 12 18 C6, B1a: table 2 NOK C7, 19 18 12 C6, B1a: table 2 NOK C7, last transposition C9, Dropping B6 for Downfloats C4, S1 & S2: 10 20 & 19 18 12 C5, ordered: 10 20 & 12 18 19 C6, B1a: table 2 NOK C7, 12 19 18 C6, B5Down, table 2: 20 NOK. Floated Down 1 rounds ago C7, 18 12 19 C6, B1a: table 2 NOK C7, 18 19 12 C6, B4: x=0, table 1 NOK C7, 19 12 18 C6, B1a: table 2 NOK C7, 19 18 12 C6, B1a: table 2 NOK C7, last transposition C9, Dropping B5 for Downfloats C4, S1 & S2: 10 20 & 19 18 12 C5, ordered: 10 20 & 12 18 19 C6, B1a: table 2 NOK C7, 12 19 18 C6, B5Up, table 1: 12 NOK. Floated Up 1 rounds ago C7, 18 12 19 C6, B1a: table 2 NOK C7, 18 19 12 C6, B4: x=0, table 1 NOK C7, 19 12 18 C6, B1a: table 2 NOK C7, 19 18 12 C6, B1a: table 2 NOK C7, last transposition C9, B5,6 already dropped for Downfloats in Bracket 6. C10, Dropping B6 for Upfloats in Bracket/Group 6 C2, x=0 C3, p=2 Heterogeneous. C4, S1 & S2: 10 20 & 19 18 12 C5, ordered: 10 20 & 12 18 19 C6, B1a: table 2 NOK C7, 12 19 18 C6, B5Up, table 1: 12 NOK. Floated Up 1 rounds ago C7, 18 12 19 C6, B1a: table 2 NOK C7, 18 19 12 C6, B4: x=0, table 1 NOK C7, 19 12 18 C6, B1a: table 2 NOK C7, 19 18 12 C6, B1a: table 2 NOK C7, last transposition C9, B5,6 already dropped for Downfloats in Bracket 6. C10, Dropping All Upfloat checks in Bracket/Group 6 C2, x=0 C3, p=2 Heterogeneous. C4, S1 & S2: 10 20 & 19 18 12 C5, ordered: 10 20 & 12 18 19 C6, B1a: table 2 NOK C7, 12 19 18 C6, 2 paired. OK E1 12&10 E1 19&20 C6others: Floating remaining 18 Down. [6] 10 20 12 19 & [7] 14 18 Next, Bracket 7: 14 18 C1, NOK. 14 18 C13, p=2. Undoing Bracket 6 matches. Unfloating 18 back. Re-pairing Bracket 6. Bracket 6: 10 20 12 19 18 & Bracket 7: 14 C7, 18 12 19 C6, B1a: table 2 NOK C7, 18 19 12 C6, B4: x=0, table 1 NOK C7, 19 12 18 C6, B1a: table 2 NOK C7, 19 18 12 C6, B1a: table 2 NOK C7, last transposition C9, B5,6 already dropped for Downfloats in Bracket 6. C10, Bracket 6 not remainder or C10repair group. Passing to C11 C11, x=1, C3, p=2 Heterogeneous. C4, S1 & S2: 10 20 & 19 18 12 C5, ordered: 10 20 & 12 18 19 C6, B1a: table 2 NOK C7, 12 19 18 C6, 2 paired. OK E1 12&10 E1 19&20 C6others: Floating remaining 18 Down. [6] 10 20 12 19 & [7] 14 18 Next, Bracket 7: 14 18 C1, NOK. 14 18 C13, p=2. Undoing Bracket 6 matches. Unfloating 18 back. Re-pairing Bracket 6. Bracket 6: 10 20 12 19 18 & Bracket 7: 14 C7, 18 12 19 C6, B1a: table 2 NOK C7, 18 19 12 C6, 2 paired. OK E2 10&18 E1 19&20 C6others: Floating remaining 12 Down. [6] 10 20 18 19 & [7] 14 12 Next, Bracket 7: 14 12 C1, B1,2 test: OK, no unpairables C2, x=1 C3, p=1 Homogeneous. C4, S1 & S2: 12 & 14 C5, ordered: 12 & 14 C6, 1 paired. OK E4 12&14 Pairing complete