ENIGMA TRANSPORTABLE FILE ^header ^01 "Finale(R) 2004 Copyright (c) 1987-2003 Coda Music Technology" ^02 7 1 0 0 ^03 102 5 7 ^04 "" ^05 100663559 ^06 "FIN" ^07 "MAC" ^08 100926465 ^09 100663559 ^10 0 0 0 0 0 0 0 0 0 0 0 0 ^11 107 2 12 ^12 "" ^13 150995514 ^14 "FIN" ^15 "MAC" ^16 150995971 ^17 150995478 ^18 0 0 0 0 0 0 0 0 0 0 0 0 ^19 0 0 0 ^20 "" ^21 0 ^22 "" ^23 "" ^24 0 ^25 0 ^26 0 0 0 0 0 0 0 0 0 0 0 0 ^27 "" ^28 "" ^29 "" ^30 "" ^others ^&a(48) 10 0 0 0 0 0 ^&a(49) 1 0 0 0 0 0 ^&a(50) 2 0 0 0 0 0 ^&a(51) 3 0 0 0 0 0 ^&a(52) 4 0 0 0 0 0 ^&a(53) 5 0 0 0 0 0 ^&a(54) 6 0 0 0 0 0 ^&a(55) 7 0 0 0 0 0 ^&a(56) 8 0 0 0 0 0 ^&a(57) 9 0 0 0 0 0 ^&a(65) 27 0 0 0 0 0 ^&a(66) 25 0 0 0 0 0 ^&a(67) 20 0 0 0 0 0 ^&a(68) 15 0 0 0 0 0 ^&a(71) 16 0 0 0 0 0 ^&a(72) 23 0 0 0 0 0 ^&a(73) 24 0 0 0 0 0 ^&a(75) 13 0 0 0 0 0 ^&a(76) 18 0 0 0 0 0 ^&a(77) 12 0 0 0 0 0 ^&a(78) 21 0 0 0 0 0 ^&a(79) 22 0 0 0 0 0 ^&a(80) 17 0 0 0 0 0 ^&a(81) 26 0 0 0 0 0 ^&a(82) 19 0 0 0 0 0 ^&a(83) 29 0 0 0 0 0 ^&a(84) 11 0 0 0 0 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78 0 0 0 5 ^96(65534) 373 0 0 0 0 0 ^97(65534) 0 10000 0 10000 0 0 ^97(65534) 1 1 1 1 0 0 ^98(65534) 9 8 0 0 0 40 ^98(65534) 0 0 40 0 0 4 ^98(65534) 0 0 40 0 0 40 ^98(65534) 9 36 40 9 36 40 ^BR(16) 0 2 0 0 0 2048 ^BR(16) 0 0 0 0 0 0 ^DA(0) 84 0 0 0 0 0 ^DA(64) 18 0 0 0 0 0 ^DA(85) 22 0 0 0 0 0 ^DA(96) 24 0 0 0 0 0 ^DA(128) 29 0 0 0 0 0 ^DA(170) 35 0 0 0 0 0 ^DA(192) 38 0 0 0 0 0 ^DA(204) 40 0 0 0 0 0 ^DA(256) 47 0 0 0 0 0 ^DA(341) 57 0 0 0 0 0 ^DA(384) 62 0 0 0 0 0 ^DA(409) 65 0 0 0 0 0 ^DA(512) 76 0 0 0 0 0 ^DA(682) 93 0 0 0 0 0 ^DA(768) 101 0 0 0 0 0 ^DA(1024) 123 0 0 0 0 0 ^DA(1365) 150 0 0 0 0 0 ^DA(1536) 163 0 0 0 0 0 ^DA(2048) 199 0 0 0 0 0 ^DA(3072) 264 0 0 0 0 0 ^DA(4096) 322 0 0 0 0 0 ^DA(6144) 427 0 0 0 0 0 ^DA(8192) 521 0 0 0 0 0 ^DL(1) "Bass Clef En" ^DL(1) "try" ^DL(2) "Bass Clef En" ^DL(2) "try, Gen MID" ^DL(2) "I Playback" ^DL(3) "Treble Clef " ^DL(3) "Entry" ^DL(4) "Treble Clef " ^DL(4) "Entry, Gen M" ^DL(4) "IDI Playback" ^DL(5) "General MIDI" ^DL(5) " Entry & Pla" 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3 0 0 0 ^De(24) 0 0 18 18 147 4097 ^De(25) 0 0 18 18 147 4097 ^De(26) 0 0 18 18 147 4097 ^De(27) 0 0 18 18 147 4097 ^FB(1) 99 0 0 9219 0 0 ^FB(2) 67 0 0 9219 0 0 ^FB(3) 141 0 0 9219 0 0 ^FB(4) 130 0 0 9219 0 0 ^FB(5) 60 0 0 9219 0 0 ^FB(6) 44 0 0 9219 0 0 ^FB(7) 178 0 0 9219 0 0 ^FB(8) 248 0 0 9219 0 0 ^FB(9) 122 0 0 9219 0 0 ^FB(10) 189 0 0 9219 0 0 ^FB(11) 193 0 0 9219 0 0 ^FB(12) 218 0 0 9219 0 0 ^FB(13) 90 0 0 9219 0 0 ^FB(14) 243 0 0 9219 0 0 ^FB(15) 216 0 0 9219 0 0 ^FB(16) 149 0 0 9219 0 0 ^FB(17) 118 0 0 9219 0 0 ^FB(18) 86 0 0 9219 0 0 ^FB(19) 195 0 0 9219 0 0 ^FB(20) 215 0 0 9219 0 0 ^FB(21) 62 0 0 9219 0 0 ^FB(22) 46 0 0 9219 0 0 ^FB(23) 179 0 0 9219 0 0 ^FB(24) 249 0 0 9219 0 0 ^FB(25) 120 0 0 9219 0 0 ^FB(26) 197 0 0 9219 0 0 ^FB(27) 170 0 0 9219 0 0 ^FB(28) 219 0 0 9219 0 0 ^FB(29) 88 0 0 9219 0 0 ^FB(30) 244 0 0 9219 0 0 ^FB(31) 133 0 0 9219 0 0 ^FB(32) 154 0 0 9219 0 0 ^FB(33) 100 0 0 9219 0 0 ^FB(34) 68 0 0 9219 0 0 ^FB(35) 182 0 0 9219 0 0 ^FB(36) 235 0 0 9219 0 0 ^FB(37) 75 0 0 9219 0 0 ^FB(38) 107 0 0 9219 0 0 ^FB(39) 251 0 0 9219 0 0 ^FB(40) 240 0 0 9219 0 0 ^FB(41) 115 0 0 9219 0 0 ^FB(42) 167 0 0 9219 0 0 ^FB(43) 163 0 0 9219 0 0 ^FB(44) 220 0 0 9219 0 0 ^FB(45) 83 0 0 9219 0 0 ^FB(46) 234 0 0 9219 0 0 ^FB(47) 147 0 0 9219 0 0 ^FB(48) 146 0 0 9219 0 0 ^FB(49) 114 0 0 9219 0 0 ^FB(50) 82 0 0 9219 0 0 ^FB(51) 168 0 0 9219 0 0 ^FB(52) 229 0 0 9219 0 0 ^FB(53) 79 0 0 9219 0 0 ^FB(54) 111 0 0 9219 0 0 ^FB(55) 191 0 0 9219 0 0 ^FB(56) 175 0 0 9219 0 0 ^FB(57) 17 0 0 9219 0 0 ^FB(58) 19 0 0 9219 0 0 ^FB(59) 162 0 0 9219 0 0 ^FB(60) 221 0 0 9219 0 0 ^FB(61) 20 0 0 9219 0 0 ^FB(62) 18 0 0 9219 0 0 ^FB(63) 143 0 0 9219 0 0 ^FB(64) 131 0 0 9219 0 0 ^FB(65) 101 0 0 9219 0 0 ^FB(66) 69 0 0 9219 0 0 ^FB(67) 142 0 0 9219 0 0 ^FB(68) 228 0 0 9219 0 0 ^FB(69) 73 0 0 9219 0 0 ^FB(70) 105 0 0 9219 0 0 ^FB(71) 148 0 0 9219 0 0 ^FB(72) 233 0 0 9219 0 0 ^FB(73) 106 0 0 9219 0 0 ^FB(74) 198 0 0 9219 0 0 ^FB(75) 176 0 0 9219 0 0 ^FB(76) 222 0 0 9219 0 0 ^FB(77) 74 0 0 9219 0 0 ^FB(78) 239 0 0 9219 0 0 ^FB(79) 145 0 0 9219 0 0 ^FB(80) 144 0 0 9219 0 0 ^FB(81) 102 0 0 9219 0 0 ^FB(82) 70 0 0 9219 0 0 ^FB(83) 196 0 0 9219 0 0 ^FB(84) 236 0 0 9219 0 0 ^FB(85) 76 0 0 9219 0 0 ^FB(86) 108 0 0 9219 0 0 ^FB(87) 194 0 0 9219 0 0 ^FB(88) 241 0 0 9219 0 0 ^FB(89) 109 0 0 9219 0 0 ^FB(90) 181 0 0 9219 0 0 ^FB(91) 164 0 0 9219 0 0 ^FB(92) 223 0 0 9219 0 0 ^FB(93) 77 0 0 9219 0 0 ^FB(94) 247 0 0 9219 0 0 ^FB(95) 205 0 0 9219 0 0 ^FB(96) 155 0 0 9219 0 0 ^FB(97) 116 0 0 9219 0 0 ^FB(98) 84 0 0 9219 0 0 ^FB(99) 160 0 0 9219 0 0 ^FB(100) 230 0 0 9219 0 0 ^FB(101) 80 0 0 9219 0 0 ^FB(102) 112 0 0 9219 0 0 ^FB(103) 185 0 0 9219 0 0 ^FB(104) 184 0 0 9219 0 0 ^FB(105) 93 0 0 9219 0 0 ^FB(106) 212 0 0 9219 0 0 ^FB(107) 166 0 0 9219 0 0 ^FB(108) 224 0 0 9219 0 0 ^FB(109) 125 0 0 9219 0 0 ^FB(110) 213 0 0 9219 0 0 ^FB(111) 152 0 0 9219 0 0 ^FB(112) 151 0 0 9219 0 0 ^FB(113) 103 0 0 9219 0 0 ^FB(114) 71 0 0 9219 0 0 ^FB(115) 169 0 0 9219 0 0 ^FB(116) 237 0 0 9219 0 0 ^FB(117) 58 0 0 9219 0 0 ^FB(118) 59 0 0 9219 0 0 ^FB(119) 201 0 0 9219 0 0 ^FB(120) 242 0 0 9219 0 0 ^FB(121) 39 0 0 9219 0 0 ^FB(122) 190 0 0 9219 0 0 ^FB(123) 165 0 0 9219 0 0 ^FB(124) 161 0 0 9219 0 0 ^FB(125) 34 0 0 9219 0 0 ^FB(126) 174 0 0 9219 0 0 ^FB(127) 132 0 0 9219 0 0 ^FB(128) 153 0 0 9219 0 0 ^FB(129) 121 0 0 9219 0 0 ^FB(130) 89 0 0 9219 0 0 ^FB(131) 180 0 0 9219 0 0 ^FB(132) 231 0 0 9219 0 0 ^FB(133) 123 0 0 9219 0 0 ^FB(134) 91 0 0 9219 0 0 ^FB(135) 210 0 0 9219 0 0 ^FB(136) 211 0 0 9219 0 0 ^FB(137) 92 0 0 9219 0 0 ^FB(138) 199 0 0 9219 0 0 ^FB(139) 187 0 0 9219 0 0 ^FB(140) 225 0 0 9219 0 0 ^FB(141) 124 0 0 9219 0 0 ^FB(142) 200 0 0 9219 0 0 ^FB(143) 156 0 0 9219 0 0 ^FB(144) 134 0 0 9219 0 0 ^FB(145) 97 0 0 9219 0 0 ^FB(146) 65 0 0 9219 0 0 ^FB(147) 140 0 0 9219 0 0 ^FB(148) 129 0 0 9219 0 0 ^FB(149) 72 0 0 9219 0 0 ^FB(150) 104 0 0 9219 0 0 ^FB(151) 250 0 0 9219 0 0 ^FB(152) 238 0 0 9219 0 0 ^FB(153) 113 0 0 9219 0 0 ^FB(154) 207 0 0 9219 0 0 ^FB(155) 188 0 0 9219 0 0 ^FB(156) 226 0 0 9219 0 0 ^FB(157) 81 0 0 9219 0 0 ^FB(158) 206 0 0 9219 0 0 ^FB(159) 203 0 0 9219 0 0 ^FB(160) 136 0 0 9219 0 0 ^FB(161) 119 0 0 9219 0 0 ^FB(162) 87 0 0 9219 0 0 ^FB(163) 183 0 0 9219 0 0 ^FB(164) 227 0 0 9219 0 0 ^FB(165) 85 0 0 9219 0 0 ^FB(166) 117 0 0 9219 0 0 ^FB(167) 159 0 0 9219 0 0 ^FB(168) 232 0 0 9219 0 0 ^FB(169) 138 0 0 9219 0 0 ^FB(170) 139 0 0 9219 0 0 ^FB(171) 208 0 0 9219 0 0 ^FB(172) 209 0 0 9219 0 0 ^FB(173) 128 0 0 9219 0 0 ^FB(174) 204 0 0 9219 0 0 ^FB(175) 137 0 0 9219 0 0 ^FB(176) 135 0 0 9219 0 0 ^FB(177) 98 0 0 9219 0 0 ^FB(178) 66 0 0 9219 0 0 ^FB(179) 187 0 0 9219 0 0 ^FB(180) 245 0 0 9219 0 0 ^FB(181) 63 0 0 9219 0 0 ^FB(182) 47 0 0 9219 0 0 ^FB(183) 214 0 0 9219 0 0 ^FB(184) 192 0 0 9219 0 0 ^FB(185) 110 0 0 9219 0 0 ^FB(186) 150 0 0 9219 0 0 ^FB(187) 173 0 0 9219 0 0 ^FB(188) 177 0 0 9219 0 0 ^FB(189) 78 0 0 9219 0 0 ^FB(190) 246 0 0 9219 0 0 ^FB(191) 158 0 0 9219 0 0 ^FB(192) 157 0 0 9219 0 0 ^FI(9) 0 0 0 0 0 0 ^FI(9) 0 0 0 0 0 0 ^FI(10) 64 0 -32768 0 0 0 ^FI(11) 36 118 12 1 118 0 ^FI(12) 0 18 0 18 0 0 ^FM(1) 6 1 0 0 0 0 ^FM(6) 9 1 0 0 0 0 ^FM(9) 13 1 0 0 0 0 ^FM(13) 17 1 0 0 0 0 ^FN(0) 8191 0 0 0 0 0 ^FN(0) "Maestro" ^FN(1) 4096 0 0 0 0 0 ^FN(1) "Times" ^FN(2) 4096 0 0 0 0 0 ^FN(2) "Chicago" ^FN(3) 4096 0 0 0 0 0 ^FN(3) "Seville" ^FN(4) 8191 0 0 0 0 0 ^FN(4) "Jazz" ^FN(5) 4096 0 0 0 0 0 ^FN(5) "Helvetica" ^FN(6) 8191 0 0 0 0 0 ^FN(6) "Symbol" ^FN(7) 4096 0 0 0 0 0 ^FN(7) "Times New Ro" ^FN(7) "man" ^FN(8) 4096 0 0 0 0 0 ^FN(8) "Arial" ^FN(9) 8191 0 0 0 0 0 ^FN(9) "Maestro Perc" ^FN(9) "ussion" ^FN(10) 8191 0 0 0 0 0 ^FN(10) "JazzPerc" ^FN(11) 8191 0 0 0 0 0 ^FN(11) "JazzText" ^FN(12) 4096 0 0 0 0 0 ^FN(12) "Papyrus" ^FN(13) 4096 0 0 0 0 0 ^FN(13) "Trajan" ^FN(14) 8191 0 0 0 0 0 ^FN(14) "Symbol" ^FR(1) 1 1 0 0 ^FR(2) 2 5 0 0 ^FR(3) 6 9 0 0 ^FR(4) 10 13 0 0 ^FR(5) 14 15 0 0 ^FR(6) 16 19 0 0 ^FR(7) 20 25 0 0 ^FR(8) 26 27 0 0 ^FR(9) 28 30 0 0 ^FR(10) 31 32 0 0 ^FR(11) 33 36 0 0 ^FR(12) 37 42 0 0 ^FR(13) 43 44 0 0 ^FR(14) 45 48 0 0 ^FR(15) 49 50 0 0 ^FY(11) 5 0 0 -136 3007 0 ^FY(11) 0 0 0 0 0 0 ^FY(12) 5 0 0 -136 3007 0 ^FY(12) 0 0 0 0 0 0 ^IK(1) -12 -8 -5 0 0 0 ^IK(2) -12 -9 -5 0 0 0 ^IK(3) -12 -8 -4 0 0 0 ^IK(4) -12 -9 -6 0 0 0 ^IK(5) -12 -8 -5 -2 0 0 ^IK(6) -12 -9 -5 -2 0 0 ^IK(7) -12 -7 -5 0 0 0 ^IK(8) -12 -5 -3 -8 0 0 ^IK(9) 3 8 10 -2 0 0 ^IK(10) -12 -8 -4 -2 0 0 ^IK(11) -12 -9 -6 0 0 0 ^IK(12) -12 -9 -6 -3 0 0 ^IK(13) -12 -8 -5 -1 0 0 ^IK(14) -12 -8 -2 2 -5 0 ^IK(15) -8 -3 -10 -14 -3 0 ^IK(16) -12 -8 -5 -2 2 6 ^IK(17) -12 -8 -5 -2 1 0 ^IK(18) -4 -8 -12 0 0 0 ^IK(19) -12 -7 -5 0 0 0 ^IK(20) -12 -9 -2 -6 0 0 ^IK(21) -12 -9 -6 -3 0 0 ^IK(22) 3 9 7 0 0 0 ^IK(23) 4 9 7 14 0 0 ^IK(24) 3 9 7 14 0 0 ^IK(25) -12 -9 -5 0 0 0 ^IK(26) -12 -8 -5 -1 0 0 ^IK(27) -12 -9 -5 -2 0 0 ^IK(28) -12 -5 -3 -8 0 0 ^IK(29) 3 9 7 0 0 0 ^IK(30) -12 -8 -5 2 0 0 ^IK(31) -12 -10 -8 -5 0 0 ^IK(32) -12 -8 -6 -2 0 0 ^IK(33) -12 -8 -4 -2 0 0 ^IK(34) -12 -8 -5 -2 6 0 ^IK(35) -12 -8 -6 -2 2 0 ^IK(36) -12 -8 -5 -2 2 6 ^IK(37) -12 -8 -5 -2 9 0 ^IK(38) -12 -8 -6 9 0 0 ^IK(39) -12 -8 -5 -2 6 0 ^IK(40) -12 -10 -9 -5 0 0 ^IK(41) -12 -9 -5 2 0 0 ^IK(42) -12 -9 -5 -2 2 0 ^IK(43) -9 -5 -2 5 0 0 ^IK(44) -9 -5 -2 9 0 0 ^IK(45) -12 -9 -5 -1 0 0 ^IK(46) -12 -9 -5 -1 2 0 ^IK(47) -12 -9 -7 -2 0 0 ^IK(48) -12 -9 -5 -2 5 0 ^IK(49) -12 -7 -5 -2 0 0 ^IK(50) -12 -8 -6 -2 0 0 ^IK(51) -12 -8 -5 -2 3 0 ^IK(52) -12 -8 -5 -2 6 0 ^IK(53) -12 -8 -6 -2 1 0 ^IK(54) -12 -8 -6 -2 3 0 ^IK(55) -12 -7 -5 -2 2 0 ^IK(56) -12 -8 -6 -2 2 0 ^IK(57) -12 -8 -5 -2 2 6 ^IK(58) -12 -7 -5 -2 2 5 ^IK(58) 9 0 0 0 0 0 ^IK(59) -12 -8 -6 -2 2 5 ^IK(59) 9 0 0 0 0 0 ^IK(60) -12 -8 -5 -2 1 5 ^IK(60) 9 0 0 0 0 0 ^IK(61) -12 -8 -5 -2 3 5 ^IK(61) 9 0 0 0 0 0 ^IK(62) -12 -8 -5 -2 2 6 ^IK(62) 9 0 0 0 0 0 ^IK(63) -12 -8 -5 -3 0 0 ^IK(64) -12 -8 -5 -2 2 0 ^IK(66) -2 8 5 2 -8 -5 ^IK(67) 1 -2 -8 -5 0 0 ^IK(68) 1 -2 -6 -8 0 0 ^IK(69) 1 -2 -6 -8 0 0 ^IK(70) -2 5 8 1 -8 -5 ^IK(71) -2 -8 2 5 -5 9 ^IK(72) -2 6 -8 2 -5 0 ^IK(73) -2 -5 -10 0 0 0 ^IK(74) -2 2 5 -7 9 -5 ^IK(75) -4 -2 2 -8 0 0 ^IK(76) 1 -2 -6 -8 0 0 ^IK(77) 1 -5 -2 -7 0 0 ^IK(78) 5 -2 -7 1 9 -5 ^IK(79) 1 -8 -4 -2 0 0 ^IK(80) 6 1 -2 -8 -5 0 ^IK(81) -2 3 -8 6 -5 0 ^IK(82) -4 -2 -8 0 0 0 ^IK(83) -12 -8 -4 0 0 0 ^IS(1) 0 0 26368 0 0 0 ^IS(1) 0 0 5 0 0 0 ^IS(1) -772 -772 -4 0 0 -517 ^IS(1) 1536 0 9247 0 ^IS(1) 0 0 0 ^IS(1) 0 0 0 ^IV(1) 77 0 0 3077 0 0 ^IV(1) 97 40 0 3077 0 0 ^IV(1) 106 68 0 3077 0 0 ^IV(2) 109 0 0 3077 0 0 ^IV(2) 105 40 0 3077 0 0 ^IV(2) 110 52 0 3077 0 0 ^IV(3) 97 0 0 3077 0 0 ^IV(3) 117 28 0 3077 0 0 ^IV(3) 103 56 0 3077 0 0 ^IV(4) 100 0 0 3077 0 0 ^IV(4) 105 28 0 3077 0 0 ^IV(4) 109 40 0 3077 0 0 ^IV(5) 7 0 0 3077 0 2048 ^IV(6) 109 0 0 3077 0 0 ^IV(6) 105 40 0 3077 0 0 ^IV(6) 110 52 0 3077 0 0 ^IV(6) 7 80 0 3077 0 2048 ^IV(7) 115 0 0 3077 0 0 ^IV(7) 117 24 0 3077 0 0 ^IV(7) 115 52 0 3077 0 0 ^IV(7) 4 76 0 3077 0 2048 ^IV(8) 77 0 0 3077 0 0 ^IV(8) 97 40 0 3077 0 0 ^IV(8) 106 68 0 3077 0 0 ^IV(8) 6 80 0 3077 0 2048 ^IV(9) 109 0 0 3077 0 0 ^IV(9) 7 40 0 3077 0 2048 ^IV(9) 40 68 0 3077 0 0 ^IV(9) 5 84 0 3077 0 2112 ^IV(9) 41 136 0 3077 0 0 ^IV(10) 97 0 0 3077 0 0 ^IV(10) 117 28 0 3077 0 0 ^IV(10) 103 56 0 3077 0 0 ^IV(10) 7 84 0 3077 0 2048 ^IV(11) -9 0 27 6144 0 0 ^IV(12) 111 0 27 6144 0 0 ^IV(12) 7 23 0 3077 0 2048 ^IV(13) 77 0 0 3077 0 0 ^IV(13) 97 40 0 3077 0 0 ^IV(13) 106 68 0 3077 0 0 ^IV(13) 7 80 0 3077 0 2048 ^IV(14) 9 0 0 3077 0 2048 ^IV(15) 13 0 0 3077 0 2048 ^IV(16) 55 0 0 3077 0 0 ^IV(16) 40 28 0 3077 0 0 ^IV(16) 11 44 0 3077 0 2112 ^IV(16) 41 124 0 3077 0 0 ^IV(17) 7 -4 0 3077 0 2048 ^IV(17) 40 24 0 3077 0 0 ^IV(17) 9 40 0 3077 0 2176 ^IV(17) 41 92 0 3077 0 0 ^IV(18) 43 0 36 6144 0 0 ^IV(19) 11 0 0 3077 0 2048 ^IV(20) 109 0 0 3077 0 0 ^IV(20) 7 40 0 3077 0 2048 ^IV(20) 40 68 0 3077 0 0 ^IV(20) 5 84 0 3077 0 2176 ^IV(20) 41 136 0 3077 0 0 ^IV(21) 100 0 0 3077 0 0 ^IV(21) 105 28 0 3077 0 0 ^IV(21) 109 40 0 3077 0 0 ^IV(21) 7 80 0 3077 0 2048 ^IV(22) 109 0 0 3077 0 0 ^IV(22) 105 40 0 3077 0 0 ^IV(22) 110 52 0 3077 0 0 ^IV(22) 6 80 0 3077 0 2048 ^IV(23) 6 0 31 2565 0 2048 ^IV(23) 9 0 0 2565 0 2048 ^IV(24) 109 0 0 3077 0 0 ^IV(24) 105 40 0 3077 0 0 ^IV(24) 110 52 0 3077 0 0 ^IV(24) 6 80 31 2565 0 2048 ^IV(24) 9 80 0 2565 0 2048 ^IV(25) 109 0 0 3077 0 0 ^IV(26) 77 0 0 3077 0 0 ^IV(26) 7 40 0 3077 0 2048 ^IV(27) 109 0 0 3077 0 0 ^IV(27) 7 40 0 3077 0 2048 ^IV(28) 77 0 0 3077 0 0 ^IV(28) 6 40 0 3077 0 2048 ^IV(29) 109 0 0 3077 0 0 ^IV(29) 6 40 0 3077 0 2048 ^IV(30) 40 0 0 3077 0 0 ^IV(30) 97 16 0 3077 0 0 ^IV(30) 100 44 0 3077 0 0 ^IV(30) 100 72 0 3077 0 0 ^IV(30) 9 100 0 3077 0 2048 ^IV(30) 41 128 0 3077 0 0 ^IV(31) 40 0 0 3077 0 0 ^IV(31) 97 16 0 3077 0 0 ^IV(31) 100 44 0 3077 0 0 ^IV(31) 100 72 0 3077 0 0 ^IV(31) 2 100 0 3077 0 2048 ^IV(31) 41 128 0 3077 0 0 ^IV(32) 77 0 0 3077 0 0 ^IV(32) 55 40 0 3077 0 0 ^IV(32) 40 68 0 3077 0 0 ^IV(32) 5 84 0 3077 0 2176 ^IV(32) 41 136 0 3077 0 0 ^IV(33) 7 0 0 3077 0 2048 ^IV(33) 40 28 0 3077 0 0 ^IV(33) 5 44 0 3077 0 2112 ^IV(33) 41 96 0 3077 0 0 ^IV(34) 77 0 0 3077 0 0 ^IV(34) 7 40 0 3077 0 2048 ^IV(34) 40 68 0 3077 0 0 ^IV(34) 11 84 0 3077 0 2112 ^IV(34) 41 164 0 3077 0 0 ^IV(35) 77 0 0 3077 0 0 ^IV(35) 9 40 0 3077 0 2048 ^IV(35) 40 68 0 3077 0 0 ^IV(35) 5 84 0 3077 0 2176 ^IV(35) 41 136 0 3077 0 0 ^IV(36) 77 0 0 3077 0 0 ^IV(36) 9 40 0 3077 0 2048 ^IV(36) 40 68 0 3077 0 0 ^IV(36) 11 84 0 3077 0 2112 ^IV(36) 41 164 0 3077 0 0 ^IV(37) 77 0 0 3077 0 0 ^IV(37) 13 40 0 3077 0 2048 ^IV(38) 77 0 0 3077 0 0 ^IV(38) 13 40 0 3077 0 2048 ^IV(38) 40 96 0 3077 0 0 ^IV(38) 5 112 0 3077 0 2176 ^IV(38) 41 164 0 3077 0 0 ^IV(39) 77 0 0 3077 0 0 ^IV(39) 13 40 0 3077 0 2048 ^IV(39) 40 96 0 3077 0 0 ^IV(39) 11 112 0 3077 0 2112 ^IV(39) 41 192 0 3077 0 0 ^IV(40) 109 0 0 3077 0 0 ^IV(40) 40 40 0 3077 0 0 ^IV(40) 97 56 0 3077 0 0 ^IV(40) 100 84 0 3077 0 0 ^IV(40) 100 112 0 3077 0 0 ^IV(40) 2 140 0 3077 0 2048 ^IV(40) 41 168 0 3077 0 0 ^IV(41) 109 0 0 3077 0 0 ^IV(41) 40 40 0 3077 0 0 ^IV(41) 97 56 0 3077 0 0 ^IV(41) 100 84 0 3077 0 0 ^IV(41) 100 112 0 3077 0 0 ^IV(41) 9 140 0 3077 0 2048 ^IV(41) 41 168 0 3077 0 0 ^IV(42) 109 0 0 3077 0 0 ^IV(42) 9 40 0 3077 0 2048 ^IV(43) 109 0 0 3077 0 0 ^IV(43) 11 40 0 3077 0 2048 ^IV(44) 109 0 0 3077 0 0 ^IV(44) 13 40 0 3077 0 2048 ^IV(45) 109 0 0 3077 0 0 ^IV(45) 40 40 0 3077 0 0 ^IV(45) 109 56 0 3077 0 0 ^IV(45) 97 96 0 3077 0 0 ^IV(45) 106 124 0 3077 0 0 ^IV(45) 7 136 0 3077 0 2048 ^IV(45) 41 164 0 3077 0 0 ^IV(46) 109 0 0 3077 0 0 ^IV(46) 9 40 0 3077 0 2048 ^IV(46) 40 68 0 3077 0 0 ^IV(46) 109 84 0 3077 0 0 ^IV(46) 97 124 0 3077 0 0 ^IV(46) 106 152 0 3077 0 0 ^IV(46) 7 164 0 3077 0 2048 ^IV(46) 41 192 0 3077 0 0 ^IV(47) 109 0 0 3077 0 0 ^IV(47) 7 40 0 3077 0 2048 ^IV(47) 40 68 0 3077 0 0 ^IV(47) 97 84 0 3077 0 0 ^IV(47) 100 112 0 3077 0 0 ^IV(47) 100 140 0 3077 0 0 ^IV(47) 4 168 0 3077 0 2048 ^IV(47) 41 196 0 3077 0 0 ^IV(48) 109 0 0 3077 0 0 ^IV(48) 7 40 0 3077 0 2048 ^IV(48) 40 68 0 3077 0 0 ^IV(48) 97 84 0 3077 0 0 ^IV(48) 100 112 0 3077 0 0 ^IV(48) 100 140 0 3077 0 0 ^IV(48) 11 168 0 3077 0 2048 ^IV(48) 41 224 0 3077 0 0 ^IV(49) 7 0 0 3077 0 2048 ^IV(49) 115 28 0 3077 0 0 ^IV(49) 117 52 0 3077 0 0 ^IV(49) 115 80 0 3077 0 0 ^IV(49) 4 104 0 3077 0 2048 ^IV(50) 55 0 0 3077 0 0 ^IV(50) 40 28 0 3077 0 0 ^IV(50) 5 44 0 3077 0 2176 ^IV(50) 41 96 0 3077 0 0 ^IV(51) 7 0 0 3077 0 2048 ^IV(51) 40 28 0 3077 0 0 ^IV(51) 9 44 0 3077 0 2112 ^IV(51) 41 96 0 3077 0 0 ^IV(52) 7 0 0 3077 0 2048 ^IV(52) 40 28 0 3077 0 0 ^IV(52) 11 44 0 3077 0 2112 ^IV(52) 41 124 0 3077 0 0 ^IV(53) 7 0 0 3077 0 2048 ^IV(53) 40 28 0 3077 0 0 ^IV(53) 5 44 0 3077 0 2176 ^IV(53) 32 96 0 3077 0 0 ^IV(53) 9 108 0 3077 0 2176 ^IV(53) 41 160 0 3077 0 0 ^IV(54) 7 0 0 3077 0 2048 ^IV(54) 40 28 0 3077 0 0 ^IV(54) 5 44 0 3077 0 2176 ^IV(54) 32 96 0 3077 0 0 ^IV(54) 9 108 0 3077 0 2112 ^IV(54) 41 160 0 3077 0 0 ^IV(55) 9 0 0 3077 0 2048 ^IV(55) 115 28 0 3077 0 0 ^IV(55) 117 52 0 3077 0 0 ^IV(55) 115 80 0 3077 0 0 ^IV(55) 4 104 0 3077 0 2048 ^IV(56) 57 0 0 3077 0 0 ^IV(56) 40 28 0 3077 0 0 ^IV(56) 5 44 0 3077 0 2176 ^IV(56) 41 96 0 3077 0 0 ^IV(57) 57 0 0 3077 0 0 ^IV(57) 40 28 0 3077 0 0 ^IV(57) 11 44 0 3077 0 2112 ^IV(57) 41 124 0 3077 0 0 ^IV(58) 13 0 0 3077 0 2048 ^IV(58) 115 56 0 3077 0 0 ^IV(58) 117 80 0 3077 0 0 ^IV(58) 115 108 0 3077 0 0 ^IV(58) 4 132 0 3077 0 2048 ^IV(59) 13 0 0 3077 0 2048 ^IV(59) 40 56 0 3077 0 0 ^IV(59) 5 72 0 3077 0 2176 ^IV(59) 41 124 0 3077 0 0 ^IV(60) 13 0 0 3077 0 2048 ^IV(60) 40 56 0 3077 0 0 ^IV(60) 9 72 0 3077 0 2176 ^IV(60) 41 124 0 3077 0 0 ^IV(61) 13 0 0 3077 0 2048 ^IV(61) 40 56 0 3077 0 0 ^IV(61) 9 72 0 3077 0 2112 ^IV(61) 41 124 0 3077 0 0 ^IV(62) 13 0 0 3077 0 2048 ^IV(62) 40 56 0 3077 0 0 ^IV(62) 11 72 0 3077 0 2112 ^IV(62) 41 152 0 3077 0 0 ^IV(63) 6 0 0 3077 0 2048 ^IV(64) 77 0 0 3077 0 0 ^IV(64) 9 40 0 3077 0 2048 ^IV(65) -79 0 16 7680 0 0 ^IV(66) 7 0 0 3077 0 2048 ^IV(66) 13 28 0 3077 0 2176 ^IV(67) 7 0 0 3077 0 2048 ^IV(67) 9 28 0 3077 0 2176 ^IV(68) 7 0 0 3077 0 2048 ^IV(68) 9 28 0 3077 0 2112 ^IV(69) 9 0 0 3077 0 2112 ^IV(69) 13 0 56 3077 0 2176 ^IV(70) 9 0 0 3077 0 2176 ^IV(70) 13 0 56 3077 0 2176 ^IV(71) 13 0 0 3077 0 2048 ^IV(72) 7 0 0 3077 0 2048 ^IV(72) 11 28 0 3077 0 2112 ^IV(73) 7 0 0 3077 0 2048 ^IV(73) 115 28 0 3077 0 0 ^IV(73) 117 52 0 3077 0 0 ^IV(73) 115 80 0 3077 0 0 ^IV(73) 2 104 0 3077 0 2048 ^IV(74) 13 0 0 3077 0 2048 ^IV(74) 115 56 0 3077 0 0 ^IV(74) 117 80 0 3077 0 0 ^IV(74) 115 108 0 3077 0 0 ^IV(75) 9 0 0 3077 0 2048 ^IV(75) 40 28 0 3077 0 0 ^IV(75) 5 44 0 3077 0 2112 ^IV(75) 41 96 0 3077 0 0 ^IV(76) 7 0 0 3077 0 2048 ^IV(76) 9 28 56 3077 0 2112 ^IV(76) 5 28 0 3077 0 2112 ^IV(77) 7 0 0 3077 0 2048 ^IV(77) 115 28 0 3077 0 0 ^IV(77) 117 52 0 3077 0 0 ^IV(77) 115 80 0 3077 0 0 ^IV(77) 40 104 0 3077 0 0 ^IV(77) 9 120 0 3077 0 2176 ^IV(77) 41 172 0 3077 0 0 ^IV(78) 13 0 0 3077 0 2048 ^IV(78) 115 56 0 3077 0 0 ^IV(78) 117 80 0 3077 0 0 ^IV(78) 115 108 0 3077 0 0 ^IV(78) 40 132 0 3077 0 0 ^IV(78) 9 148 0 3077 0 2176 ^IV(78) 41 200 0 3077 0 0 ^IV(79) 7 0 0 3077 0 2048 ^IV(79) 9 28 56 3077 0 2176 ^IV(79) 5 28 0 3077 0 2112 ^IV(80) 7 0 0 3077 0 2048 ^IV(80) 11 28 56 3077 0 2112 ^IV(80) 9 28 0 3077 0 2176 ^IV(81) 7 0 0 3077 0 2048 ^IV(81) 11 28 56 3077 0 2112 ^IV(81) 9 28 0 3077 0 2112 ^IV(82) 13 28 56 3077 0 2176 ^IV(82) 110 28 16 6144 0 0 ^IV(82) 9 56 0 3077 0 2048 ^IV(83) -65 0 27 6144 0 0 ^IV(84) 115 0 0 2568 0 0 ^IV(84) 117 20 0 2568 0 0 ^IV(84) 115 40 0 2568 0 0 ^IX(1) 46 6144 0 0 0 24 ^IX(1) 46 6144 0 -4 16 97 ^IX(1) 0 0 0 0 0 0 ^IX(1) 0 0 40 40 0 0 ^IX(2) 62 6144 0 0 0 20504 ^IX(2) 62 6144 0 -4 14 64 ^IX(2) 0 0 0 -23 0 0 ^IX(2) 0 0 0 0 26 26 ^IX(3) 249 6144 0 0 0 20504 ^IX(3) 223 6144 0 0 19 0 ^IX(3) 0 0 0 -35 0 0 ^IX(3) 0 0 0 0 0 0 ^IX(4) 94 6144 0 0 0 20506 ^IX(4) 118 6144 0 -8 16 0 ^IX(4) 0 0 0 -32 0 0 ^IX(4) 0 0 0 0 0 0 ^IX(5) 172 6144 0 0 0 20506 ^IX(5) 232 6144 0 -8 16 0 ^IX(5) 0 0 0 -34 0 0 ^IX(5) 0 0 0 0 0 0 ^IX(6) 45 6144 0 0 0 24 ^IX(6) 45 6144 0 0 14 1 ^IX(6) 0 0 0 -16 0 0 ^IX(6) 0 0 0 0 0 0 ^IX(7) 248 6144 0 0 0 16408 ^IX(7) 60 6144 0 -2 16 1 ^IX(7) 0 0 0 -21 0 0 ^IX(7) 0 0 0 0 0 0 ^IX(8) 85 6144 0 0 0 20504 ^IX(8) 117 6144 0 0 23 0 ^IX(8) 0 0 0 0 0 0 ^IX(8) 0 0 0 0 0 0 ^IX(9) 126 6144 0 0 0 4208 ^IX(9) 126 6144 0 0 0 0 ^IX(9) 0 0 0 0 0 0 ^IX(9) 0 0 0 0 0 0 ^IX(10) 137 6144 0 0 0 20504 ^IX(10) 138 6144 0 0 0 64 ^IX(10) 0 0 0 -30 0 0 ^IX(10) 0 0 0 0 26 26 ^IX(11) 217 6144 0 0 0 4106 ^IX(11) 217 6144 0 0 36 0 ^IX(11) 0 0 0 0 0 0 ^IX(11) 0 0 0 0 0 0 ^IX(12) 109 6144 0 0 0 4120 ^IX(12) 109 6144 0 -13 36 0 ^IX(12) 0 0 0 -13 0 0 ^IX(12) 0 0 0 0 0 0 ^IX(13) 77 6144 0 0 0 4120 ^IX(13) 77 6144 0 -13 36 0 ^IX(13) 0 0 0 -13 0 0 ^IX(13) 0 0 0 0 0 0 ^IX(14) 178 6144 0 0 0 4122 ^IX(14) 178 6144 0 0 12 0 ^IX(14) 0 0 0 0 0 0 ^IX(14) 0 0 0 0 0 0 ^IX(15) 179 6144 0 0 0 4122 ^IX(15) 179 6144 0 0 12 0 ^IX(15) 0 0 0 0 0 0 ^IX(15) 0 0 0 0 0 0 ^IX(16) 84 6144 0 0 0 4122 ^IX(16) 84 6144 0 10 48 0 ^IX(16) 0 0 0 0 0 0 ^IX(16) 0 0 0 0 0 0 ^IX(17) 161 6144 0 0 0 4123 ^IX(17) 161 6144 0 -48 60 0 ^IX(17) 0 0 0 0 0 0 ^IX(17) 0 0 0 0 0 0 ^IX(18) 42 6144 0 0 0 4123 ^IX(18) 42 6144 0 -48 60 0 ^IX(18) 0 0 0 0 0 0 ^IX(18) 0 0 0 0 0 0 ^IX(19) 103 6144 0 0 0 64 ^IX(19) 103 6144 0 0 0 64 ^IX(19) 0 0 0 0 0 0 ^IX(19) 0 -256 0 0 0 0 ^IX(20) 34 6144 0 0 0 4106 ^IX(20) 34 6144 36 -36 12 0 ^IX(20) 0 0 0 0 0 0 ^IX(20) 0 0 0 0 0 0 ^IX(21) 201 6144 0 0 0 0 ^IX(21) 201 6144 0 0 0 0 ^IX(21) 0 0 0 0 0 0 ^IX(21) 0 0 0 0 0 0 ^IX(22) 111 6144 0 0 0 24 ^IX(22) 111 6144 0 0 14 1 ^IX(22) 0 0 0 0 0 0 ^IX(22) 0 0 0 0 0 0 ^IX(23) 79 6144 0 0 0 24 ^IX(23) 79 6144 0 0 23 1 ^IX(23) 0 0 0 0 0 0 ^IX(23) 0 0 0 0 0 0 ^IX(24) 43 6144 0 0 0 24 ^IX(24) 43 6144 0 0 23 1 ^IX(24) 0 0 0 0 0 0 ^IX(24) 0 0 0 0 0 0 ^IX(25) 44 6144 0 0 0 4106 ^IX(25) 44 6144 24 8 36 96 ^IX(25) 0 0 0 0 0 0 ^IX(25) 0 0 50 50 0 0 ^IX(26) 33 6144 0 0 0 16409 ^IX(26) 33 6144 12 -12 -48 0 ^IX(26) 0 0 -12 -16 0 0 ^IX(26) 0 0 0 0 0 0 ^IX(27) 64 6144 0 0 0 16409 ^IX(27) 64 6144 12 -16 -48 0 ^IX(27) 0 0 -12 -20 0 0 ^IX(27) 0 0 0 0 0 0 ^IX(28) 190 6144 0 0 0 16409 ^IX(28) 190 6144 12 -24 -48 0 ^IX(28) 0 0 -12 -32 0 0 ^IX(28) 0 0 0 0 0 0 ^IX(29) 40 6144 0 0 0 0 ^IX(29) 40 6144 0 0 0 0 ^IX(29) 0 0 0 0 0 0 ^IX(29) 0 0 0 0 0 0 ^IX(30) 41 6144 0 0 0 0 ^IX(30) 41 6144 0 0 0 0 ^IX(30) 0 0 0 0 0 0 ^IX(30) 0 0 0 0 0 0 ^IX(31) 94 6144 0 0 0 20504 ^IX(31) 62 6144 6 4 10 6 ^IX(31) 0 0 6 -4 30 31 ^IX(31) 0 0 0 0 0 0 ^IX(32) 94 6144 0 0 0 20504 ^IX(32) 62 6144 6 4 10 6 ^IX(32) 0 0 6 -4 32 33 ^IX(32) 0 0 0 0 0 0 ^IX(33) 62 6144 0 0 0 20504 ^IX(33) 62 6144 4 4 14 6 ^IX(33) 0 0 4 -4 34 35 ^IX(33) 0 0 0 0 0 0 ^IX(34) 62 6144 0 0 0 20504 ^IX(34) 62 6144 4 4 14 6 ^IX(34) 0 0 4 -4 36 37 ^IX(34) 0 0 0 0 0 0 ^IX(35) 94 6144 0 0 0 20506 ^IX(35) 62 6144 8 0 16 6 ^IX(35) 0 0 8 0 38 39 ^IX(35) 0 0 0 0 0 0 ^IX(36) 94 6144 0 0 0 20506 ^IX(36) 62 6144 8 0 16 6 ^IX(36) 0 0 8 0 40 41 ^IX(36) 0 0 0 0 0 0 ^IX(37) 94 6144 0 0 0 20506 ^IX(37) 62 6144 8 0 16 6 ^IX(37) 0 0 8 0 42 43 ^IX(37) 0 0 0 0 0 0 ^IX(38) 62 6144 0 0 0 20504 ^IX(38) 62 6144 20 10 18 6 ^IX(38) 0 0 20 -10 44 45 ^IX(38) 0 0 0 0 0 0 ^IX(39) 62 6144 0 0 0 20504 ^IX(39) 62 6144 18 0 18 6 ^IX(39) 0 0 10 -18 46 47 ^IX(39) 0 0 0 0 0 0 ^IX(40) 62 6144 0 0 0 20504 ^IX(40) 62 6144 18 0 24 6 ^IX(40) 0 0 10 -24 48 49 ^IX(40) 0 0 0 0 0 0 ^IX(41) 62 6144 0 0 0 20504 ^IX(41) 62 6144 10 0 12 6 ^IX(41) 0 0 10 -2 50 51 ^IX(41) 0 0 0 0 0 0 ^IX(42) 62 6144 0 0 0 20504 ^IX(42) 62 6144 8 4 14 6 ^IX(42) 0 0 8 -4 52 53 ^IX(42) 0 0 0 0 0 0 ^IX(43) 62 6144 0 0 0 20504 ^IX(43) 62 6144 8 4 14 6 ^IX(43) 0 0 8 -4 54 55 ^IX(43) 0 0 0 0 0 0 ^IX(44) 94 6144 0 0 0 20504 ^IX(44) 62 6144 2 0 8 6 ^IX(44) 0 0 2 0 56 57 ^IX(44) 0 0 0 0 0 0 ^IX(45) 94 6144 0 0 0 20504 ^IX(45) 62 6144 6 0 8 6 ^IX(45) 0 0 6 0 58 59 ^IX(45) 0 0 0 0 0 0 ^IX(46) 94 6144 0 0 0 20504 ^IX(46) 62 6144 -15 0 10 6 ^IX(46) 0 0 -15 0 60 61 ^IX(46) 0 0 0 0 0 0 ^IX(47) 94 6144 0 0 0 20504 ^IX(47) 62 6144 4 6 24 6 ^IX(47) 0 0 4 -24 62 63 ^IX(47) 0 0 0 0 0 0 ^IX(48) 94 6144 0 0 0 20504 ^IX(48) 62 6144 4 6 24 6 ^IX(48) 0 0 4 -24 64 65 ^IX(48) 0 0 0 0 0 0 ^IX(49) 94 6144 0 0 0 20504 ^IX(49) 62 6144 4 6 24 6 ^IX(49) 0 0 4 -24 66 67 ^IX(49) 0 0 0 0 0 0 ^IX(50) 94 6144 0 0 0 20504 ^IX(50) 62 6144 4 6 24 6 ^IX(50) 0 0 4 -24 68 69 ^IX(50) 0 0 0 0 0 0 ^Iu(0) 1 0 0 0 0 ^Iu(0) 1 0 32767 2147483647 ^LA(0) 6 0 0 0 0 16256 ^LA(1) -6 0 0 0 0 15232 ^LA(2) 0 0 0 0 0 12288 ^LA(3) 0 0 0 0 0 12288 ^MN(1) 7 10 0 1 1000 0 ^MN(1) 48 10 0 26 44 "" ^MN(1) "" ^MN(1) "fΰ“" ^MN(1) "" ^MN(1) "" 0 ^MN(1) 0 0 0 0 0 -28536 ^MN(1) 0 1 0 0 0 0 ^MP(0) 0 0 32 0 71 0 ^MP(0) 73 0 16 0 26 0 ^MP(0) 66 0 48 0 57 0 ^MP(0) 0 0 70 0 60 0 ^MP(0) 68 0 52 0 40 0 ^MP(0) 56 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MP(0) 0 0 0 0 0 0 ^MS(1) 244 1 1 1024 4 16 ^MS(1) 4 1024 244 0 0 0 ^MS(2) 785 1 4 1024 4 16 ^MS(2) 4 1024 244 0 0 0 ^MS(3) 771 1 4 1024 4 16 ^MS(3) 4 1024 244 0 0 0 ^MS(4) 704 1 4 1024 4 16 ^MS(4) 4 1024 244 0 0 0 ^MS(5) 496 1 4 1024 4 16 ^MS(5) 4 1024 244 0 0 0 ^MS(6) 600 1 4 1024 4 16 ^MS(6) 4 1024 244 0 0 0 ^MS(7) 683 1 4 1024 8196 16 ^MS(7) 4 1024 244 0 0 0 ^MS(8) 517 1 4 1024 4 16 ^MS(8) 4 1024 244 0 0 0 ^MS(9) 600 1 4 1024 8196 16 ^MS(9) 4 1024 244 0 0 0 ^MS(10) 465 1 4 1024 4 16 ^MS(10) 4 1024 244 0 0 0 ^MS(11) 735 1 4 1024 4 16 ^MS(11) 4 1024 244 0 0 0 ^MS(12) 600 1 4 1024 8196 16 ^MS(12) 4 1024 244 0 0 0 ^MS(13) 662 1 4 1024 4 16 ^MS(13) 4 1024 244 0 0 0 ^MS(14) 927 1 4 1024 8196 16 ^MS(14) 4 1024 244 0 0 0 ^MS(15) 466 1 4 1024 4 16 ^MS(15) 4 1024 244 0 0 0 ^MS(16) 345 1 4 1024 -32764 20 ^MS(16) 4 1024 244 0 0 0 ^Mx(7) 1 0 0 0 0 0 ^Mx(7) 2 0 0 0 0 0 ^Mx(9) 3 0 0 0 0 0 ^Mx(12) 4 0 0 0 0 0 ^Mx(12) 5 0 0 0 0 0 ^Mx(14) 6 0 0 0 0 0 ^NY(1) -72 -22 0 0 0 17 ^NY(4) -72 -22 0 0 0 17 ^NY(5) -72 -22 0 0 0 17 ^NY(11) -72 -22 0 0 0 17 ^NY(12) -72 -22 0 0 0 17 ^NY(17) -72 -22 0 0 0 17 ^Ny(1) -72 -22 0 0 0 17 ^Ny(4) -72 -22 0 0 0 17 ^Ny(5) -72 -22 0 0 0 17 ^Ny(11) -72 -22 0 0 0 17 ^Ny(12) -72 -22 0 0 0 17 ^Ny(17) -72 -22 0 0 0 17 ^OC(1) -32768 0 0 0 0 0 ^OC(2) -32767 0 0 0 0 0 ^OC(3) -32766 0 0 0 0 0 ^OC(4) -32765 0 0 0 0 0 ^OC(5) -32763 0 0 0 0 0 ^OC(6) -32764 0 0 0 0 0 ^OC(7) -32762 0 0 0 0 0 ^OC(8) -32761 0 0 0 0 0 ^OC(9) -32760 0 0 0 0 0 ^OC(10) -32753 0 0 0 0 0 ^OC(11) -32758 0 0 0 0 0 ^OC(12) -32757 0 0 0 0 0 ^OC(13) -32756 0 0 0 0 0 ^OC(14) -32755 0 0 0 0 0 ^OC(15) -32759 0 0 0 0 0 ^OC(16) -32754 0 0 0 0 0 ^PD(1) 0 0 0 0 0 0 ^PD(2) 0 0 0 0 0 0 ^PD(3) 0 0 0 0 0 0 ^PD(4) 0 0 0 0 0 0 ^PD(5) 0 0 0 0 0 0 ^PD(6) 0 0 0 0 0 0 ^PD(7) 0 0 0 0 0 0 ^PD(8) 0 0 0 0 0 0 ^PD(9) 0 0 0 0 0 0 ^PD(10) 0 0 0 0 0 0 ^PD(11) 0 0 0 0 0 0 ^PD(12) 0 0 0 0 0 0 ^PD(13) 0 0 0 0 0 0 ^PD(14) 0 0 0 0 0 0 ^PD(15) 0 0 0 0 0 0 ^PD(16) 0 0 0 0 0 0 ^PD(17) 0 0 0 0 0 0 ^PD(18) 0 0 0 0 0 0 ^PD(19) 0 0 0 0 0 0 ^PD(20) 0 0 0 0 0 0 ^PD(21) 0 0 0 0 0 0 ^PD(22) 0 0 0 0 0 0 ^PD(23) 0 0 0 0 0 0 ^PD(24) 0 0 0 0 0 0 ^PD(25) 0 0 0 0 0 0 ^PD(26) 0 0 0 0 0 0 ^PD(27) 0 0 0 0 0 0 ^PL(1) 0 0 0 0 0 0 ^PL(1) 20565 0 0 0 0 0 ^PS(1) 3168 2448 1 2 ^PS(1) -144 216 144 -216 80 0 ^RS(1) 0 0 7 12 2 1 ^RS(2) 0 0 7 12 2 1 ^RS(3) 0 0 7 12 2 1 ^RS(4) 0 0 7 12 2 1 ^RS(5) 0 0 7 12 2 64 ^RS(6) 0 0 7 12 2 65 ^RS(7) 0 0 7 12 2 0 ^RS(8) 0 0 0 24 0 0 ^RS(9) 0 0 0 24 0 0 ^RS(10) 0 0 7 12 2 128 ^RT(1) "D.C. al Fine" ^RT(2) "D.C. al Coda" ^RT(3) "D.S. al Fine" ^RT(4) "D.S. al Coda" ^RT(5) "D.S. al #" ^RT(6) "To Coda #" ^RT(7) "Fine" ^RT(8) "ή" ^RT(9) "%" ^RT(10) "Go To Measur" ^RT(10) "e #" ^SD(1) 1 1 0 0 0 0 ^SD(2) 2 2 91 0 -6 395 ^SD(3) 3 3 -4 -311 -84 4 ^SD(4) 4 4 26 0 -65 435 ^SD(5) 5 5 32 -436 -36 0 ^SD(6) 6 6 -4 0 -444 397 ^SD(7) 7 7 -79 0 0 439 ^SD(8) 8 8 44 0 -44 492 ^SD(9) 9 9 32 0 0 292 ^SD(10) 10 10 44 -496 -44 0 ^SD(11) 11 11 0 0 -288 288 ^SD(12) 12 12 0 0 -108 144 ^SD(13) 13 13 25 5 -30 96 ^SD(14) 14 14 32 -2 0 35 ^SD(15) 15 15 2 0 -16 55 ^SD(16) 16 16 20 0 -4 146 ^SD(17) 17 17 28 0 4 144 ^SD(18) 18 18 8 -136 -23 18 ^SD(19) 19 19 0 -17 -25 132 ^SD(20) 20 20 22 0 -29 63 ^SD(21) 21 21 32 -51 -7 0 ^SD(22) 22 22 19 4 -23 77 ^SD(23) 23 23 33 -4 4 62 ^SD(24) 177 177 32 0 0 288 ^SD(25) 221 221 12 -12 -288 300 ^SD(26) 29 29 28 0 0 144 ^SD(27) 30 30 0 0 -288 144 ^SD(28) 31 31 32 0 0 576 ^SD(29) 32 32 0 0 -288 576 ^SD(30) 35 35 0 0 0 0 ^SD(31) 36 36 0 0 0 0 ^SD(32) 37 37 0 0 0 0 ^SD(33) 38 38 0 0 0 0 ^SD(34) 39 39 0 0 0 0 ^SD(35) 40 40 0 0 0 0 ^SD(36) 41 41 0 0 0 0 ^SD(37) 42 42 0 0 0 0 ^SD(38) 43 43 0 0 0 0 ^SD(39) 44 44 0 0 0 0 ^SD(40) 45 45 0 0 0 0 ^SD(41) 46 46 0 0 0 0 ^SD(42) 47 47 0 0 0 0 ^SD(43) 48 48 0 0 0 0 ^SD(44) 49 49 0 0 0 0 ^SD(45) 50 50 0 0 0 0 ^SD(46) 51 51 0 0 0 0 ^SD(47) 52 52 0 0 0 0 ^SD(48) 53 53 0 0 0 0 ^SD(49) 54 54 0 0 0 0 ^SD(50) 55 55 0 0 0 0 ^SD(51) 56 56 0 0 0 0 ^SD(52) 57 57 0 0 0 0 ^SD(53) 58 58 0 0 0 0 ^SD(54) 59 59 0 0 0 0 ^SD(55) 60 60 0 0 0 0 ^SD(56) 61 61 0 0 0 0 ^SD(57) 62 62 0 0 0 0 ^SD(58) 63 63 0 0 0 0 ^SD(59) 64 64 0 0 0 0 ^SD(60) 65 65 0 0 0 0 ^SD(61) 66 66 0 0 0 0 ^SD(62) 67 67 0 0 0 0 ^SD(63) 68 68 0 0 0 0 ^SD(64) 69 69 0 0 0 0 ^SD(65) 70 70 0 0 0 0 ^SD(66) 71 71 0 0 0 0 ^SD(67) 72 72 0 0 0 0 ^SD(68) 73 73 0 0 0 0 ^SD(69) 74 74 0 0 0 0 ^SD(70) 133 133 0 0 0 0 ^SD(71) 78 78 8 0 0 0 ^SD(72) 79 79 8 0 0 0 ^SD(73) 80 80 8 0 0 0 ^SD(74) 81 81 8 0 0 0 ^SD(75) 222 222 7 0 0 0 ^SD(76) 223 223 7 0 0 0 ^SD(77) 225 225 9 0 0 0 ^SD(78) 226 226 9 0 0 0 ^SS(1) -630 144 0 -353 1 1 ^SS(1) 6 0 7117 100 0 1536 ^SS(2) -140 0 0 -378 6 1 ^SS(2) 9 0 13106 100 0 1536 ^SS(3) -126 0 0 -414 9 1 ^SS(3) 13 0 9821 100 0 1536 ^SS(4) -112 0 0 -380 13 1 ^SS(4) 17 0 9633 100 0 1536 ^SY(1) 0 0 24833 0 0 0 ^SY(1) 0 0 5 0 0 0 ^SY(1) -772 -772 -4 0 0 -517 ^SY(1) 1536 0 9247 0 ^SY(1) 0 0 0 ^SY(1) 0 0 0 ^SY(1) 0 4096 0 0 0 7 ^SY(1) "01. Slash N" ^SY(1) "otation" ^SY(1) "" ^SY(1) "" ^SY(2) 0 0 24834 0 0 0 ^SY(2) 0 0 5 0 0 0 ^SY(2) -772 -772 -4 0 0 -517 ^SY(2) 1536 0 9247 0 ^SY(2) 0 0 0 ^SY(2) 0 0 0 ^SY(2) 0 4096 0 0 0 7 ^SY(2) "02. Rhythmi" ^SY(2) "c Notation" ^SY(2) "" ^SY(2) "" ^SY(3) 0 0 26374 0 0 0 ^SY(3) 0 0 5 0 0 0 ^SY(3) -772 -772 -4 0 0 -517 ^SY(3) 1536 0 9247 0 ^SY(3) 0 0 0 ^SY(3) 0 0 0 ^SY(3) 0 4096 0 0 0 7 ^SY(3) "03. Blank N" ^SY(3) "otation: La" ^SY(3) "yer 1" ^SY(3) "" ^SY(4) 0 0 24582 0 0 0 ^SY(4) 0 0 5 0 0 0 ^SY(4) -772 -772 -4 0 0 -517 ^SY(4) 1536 0 9247 0 ^SY(4) 0 0 0 ^SY(4) 0 0 0 ^SY(4) 0 4096 0 0 0 7 ^SY(4) "04. Blank N" ^SY(4) "otation: Al" ^SY(4) "l Layers" ^SY(4) "" ^SY(5) 0 0 8195 0 0 0 ^SY(5) 0 0 5 0 0 0 ^SY(5) -772 -772 -4 0 0 -517 ^SY(5) 1536 0 9247 0 ^SY(5) 0 0 0 ^SY(5) 0 0 0 ^SY(5) 0 4096 0 0 0 7 ^SY(5) "06. One-Bar" ^SY(5) " Repeat" ^SY(5) "" ^SY(5) "" ^SY(6) 0 0 8196 0 0 0 ^SY(6) 0 0 5 0 0 0 ^SY(6) -772 -772 -4 0 0 -517 ^SY(6) 1536 0 9247 0 ^SY(6) 0 0 0 ^SY(6) 0 0 0 ^SY(6) 0 4096 0 0 0 7 ^SY(6) "07. Two-Bar" ^SY(6) " Repeat" ^SY(6) "" ^SY(6) "" ^SY(7) 0 0 26368 0 0 0 ^SY(7) 0 0 5 0 0 0 ^SY(7) -772 -772 -4 0 0 -517 ^SY(7) 1536 0 9247 0 ^SY(7) 0 0 0 ^SY(7) 0 0 0 ^SY(7) 128 0 0 0 0 5 ^SY(7) "08. Standar" ^SY(7) "d 5-line Sta" ^SY(7) "ff" ^SY(7) "" ^SY(8) -48 0 26368 0 0 0 ^SY(8) 0 1 4 48 0 0 ^SY(8) -1285 -772 -4 0 0 -517 ^SY(8) 1536 0 9247 0 ^SY(8) 0 0 0 ^SY(8) 0 0 0 ^SY(8) 128 0 0 0 0 5 ^SY(8) "09. 1-line " ^SY(8) "Staff: Full" ^SY(8) " Barline" ^SY(8) "" ^SY(9) -24 0 26368 0 0 0 ^SY(9) 0 1 4 24 0 0 ^SY(9) -1285 -772 -4 0 0 -517 ^SY(9) 1536 0 9247 0 ^SY(9) 0 0 0 ^SY(9) 0 0 0 ^SY(9) 128 0 0 0 0 5 ^SY(9) "10. 1-line " ^SY(9) "Staff: Shor" ^SY(9) "t Barline" ^SY(9) "" ^SY(10) 0 0 26368 0 0 0 ^SY(10) 0 0 5 0 0 4 ^SY(10) -772 -772 -4 0 0 -517 ^SY(10) 1536 0 9247 0 ^SY(10) 0 0 0 ^SY(10) 0 0 0 ^SY(10) 0 256 0 0 0 5 ^SY(10) "11. Hide St" ^SY(10) "aff" ^SY(10) "" ^SY(10) "" ^SY(11) -48 0 26368 9 6144 8224 ^SY(11) 4 1 4 48 0 1 ^SY(11) -1285 -772 -4 4 5 -517 ^SY(11) 1536 0 9247 0 ^SY(11) 0 0 0 ^SY(11) 0 0 0 ^SY(11) 197 515 0 0 0 5 ^SY(11) "12. Percuss" ^SY(11) "ion: 1-line" ^SY(11) " Staff" ^SY(11) "" ^SY(12) 0 0 26368 9 6144 8224 ^SY(12) 4 0 5 0 0 1 ^SY(12) -772 -772 -4 6 7 -517 ^SY(12) 1536 0 9247 0 ^SY(12) 0 0 0 ^SY(12) 0 0 0 ^SY(12) 197 515 0 0 0 5 ^SY(12) "13. Percuss" ^SY(12) "ion: 5-line" ^SY(12) " Staff" ^SY(12) "" ^SY(13) 0 0 26368 0 0 0 ^SY(13) 0 0 5 0 0 0 ^SY(13) -772 -772 -4 8 9 -517 ^SY(13) 1536 0 9247 0 ^SY(13) 0 0 0 ^SY(13) 0 0 0 ^SY(13) 256 3 0 0 0 5 ^SY(13) "14. Flute T" ^SY(13) "ransposition" ^SY(13) "" ^SY(13) "" ^SY(14) 0 0 26368 0 0 0 ^SY(14) 0 0 5 0 323 0 ^SY(14) -772 -772 -4 10 11 -517 ^SY(14) 1536 0 9247 0 ^SY(14) 0 0 0 ^SY(14) 0 0 0 ^SY(14) 256 3 0 0 0 5 ^SY(14) "16. Eb Alto" ^SY(14) " Saxophone T" ^SY(14) "ransposition" ^SY(14) "" ^SY(15) 0 0 26368 0 0 0 ^SY(15) 0 0 5 0 66 0 ^SY(15) -772 -772 -4 12 13 -517 ^SY(15) 1536 0 9247 0 ^SY(15) 0 0 0 ^SY(15) 0 0 0 ^SY(15) 256 3 0 0 0 5 ^SY(15) "15. Bb Clar" ^SY(15) "inet Transpo" ^SY(15) "sition" ^SY(15) "" ^SY(16) 0 0 26368 0 0 0 ^SY(16) 0 0 5 0 -32254 0 ^SY(16) -772 -772 -4 14 15 -517 ^SY(16) 1536 0 9247 0 ^SY(16) 0 0 0 ^SY(16) 0 0 0 ^SY(16) 256 3 0 0 0 5 ^SY(16) "17. Bb Teno" ^SY(16) "r Saxophone " ^SY(16) "Transpositio" ^SY(16) "n" ^SY(17) 0 0 26368 0 0 32 ^SY(17) 0 0 5 0 0 1 ^SY(17) -772 -772 -4 0 0 -517 ^SY(17) 1536 0 9247 0 ^SY(17) 0 0 0 ^SY(17) 0 0 0 ^SY(17) 0 4096 0 0 0 7 ^SY(17) "05. Normal " ^SY(17) "Notation" ^SY(17) "" ^SY(17) "" ^Sx(1) 15 -32255 24576 1 7 20 ^Sx(1) 0 0 0 0 341 18 ^Sx(1) -341 18 16896 0 0 0 ^Sx(1) 1 7 21 0 0 0 ^Sx(1) 0 341 18 -341 18 16896 ^Sx(1) 0 0 0 341 18 -341 ^Sx(1) 18 16896 0 0 0 0 ^Sx(1) 0 0 0 0 0 0 ^Sx(2) 15 -32255 24576 1 7 22 ^Sx(2) 0 0 0 0 341 18 ^Sx(2) -341 18 16896 0 0 0 ^Sx(2) 1 7 23 0 0 0 ^Sx(2) 0 341 18 -341 18 16896 ^Sx(2) 0 0 0 341 18 -341 ^Sx(2) 18 16896 0 0 0 0 ^Sx(2) 0 0 0 0 0 0 ^Sx(3) 15 -32255 24576 1 9 29 ^Sx(3) 0 0 0 0 341 26 ^Sx(3) -341 26 16896 0 0 0 ^Sx(3) 1 9 30 0 0 0 ^Sx(3) 0 341 26 -341 26 16896 ^Sx(3) 0 0 0 341 26 -341 ^Sx(3) 26 16896 0 0 0 0 ^Sx(3) 0 0 0 0 0 0 ^Sx(4) 15 -32255 24576 1 12 37 ^Sx(4) 0 0 0 0 341 -18 ^Sx(4) -341 -18 16640 0 0 0 ^Sx(4) 1 12 38 0 0 0 ^Sx(4) 0 341 -18 -341 -18 16640 ^Sx(4) 0 0 0 341 -18 -341 ^Sx(4) -18 16640 0 0 0 0 ^Sx(4) 0 0 0 0 0 0 ^Sx(5) 15 -32255 24576 1 12 39 ^Sx(5) 0 0 0 0 341 -18 ^Sx(5) -341 -18 16640 0 0 0 ^Sx(5) 1 12 40 0 0 0 ^Sx(5) 0 341 -18 -341 -18 16640 ^Sx(5) 0 0 0 341 -18 -341 ^Sx(5) -18 16640 0 0 0 0 ^Sx(5) 0 0 0 0 0 0 ^Sx(6) 15 -32255 24576 1 14 45 ^Sx(6) 0 -8 -108 16901 341 46 ^Sx(6) -341 46 16896 0 0 0 ^Sx(6) 1 14 47 0 -9 -111 ^Sx(6) 16900 341 46 -341 46 16896 ^Sx(6) 0 0 0 341 -49 -341 ^Sx(6) -49 16896 0 0 0 0 ^Sx(6) 0 0 0 0 0 0 ^TX(1) 1 0 0 0 100 0 ^TX(1) 0 6666 0 0 0 0 ^TX(1) 25196 0 0 0 0 0 ^TX(2) 2 0 0 0 100 0 ^TX(2) 0 6664 0 0 0 0 ^TX(2) 25196 0 0 0 0 0 ^TX(3) 3 0 0 0 100 0 ^TX(3) 0 6664 0 0 0 0 ^TX(3) 25196 0 0 0 0 0 ^TX(4) 4 0 0 0 100 0 ^TX(4) 0 6664 0 0 0 0 ^TX(4) 25196 0 0 0 0 0 ^TX(5) 5 0 0 0 100 0 ^TX(5) 0 6664 0 0 0 0 ^TX(5) 25196 0 0 0 0 0 ^TX(6) 6 0 0 0 100 0 ^TX(6) 0 6664 0 0 0 0 ^TX(6) 25196 0 0 0 0 0 ^TX(7) 7 0 0 0 100 0 ^TX(7) 0 6664 0 0 0 0 ^TX(7) 25196 0 0 0 0 0 ^TX(8) 8 0 0 0 100 0 ^TX(8) 0 6664 0 0 0 0 ^TX(8) 25196 0 0 0 0 0 ^TX(9) 9 0 0 0 100 0 ^TX(9) 0 6664 0 0 0 0 ^TX(9) 25196 0 0 0 0 0 ^TX(10) 10 0 0 0 100 0 ^TX(10) 0 6664 0 0 0 0 ^TX(10) 25196 0 0 0 0 0 ^TX(11) 11 0 0 0 100 0 ^TX(11) 0 6664 0 0 0 0 ^TX(11) 25196 0 0 0 0 0 ^TX(12) 12 0 0 0 100 0 ^TX(12) 0 6664 0 0 0 0 ^TX(12) 25196 0 0 0 0 0 ^TX(13) 13 0 0 0 100 0 ^TX(13) 0 6664 0 0 0 0 ^TX(13) 25196 0 0 0 0 0 ^TX(14) 14 0 0 0 100 0 ^TX(14) 0 6664 0 0 0 0 ^TX(14) 25196 0 0 0 0 0 ^TX(15) 15 0 0 0 100 0 ^TX(15) 0 6664 0 0 0 0 ^TX(15) 25196 0 0 0 0 0 ^TX(16) 16 0 0 0 100 0 ^TX(16) 0 6664 0 0 0 0 ^TX(16) 25196 0 0 0 0 0 ^TX(17) 17 0 0 0 100 0 ^TX(17) 0 6664 0 0 0 0 ^TX(17) 25196 0 0 0 0 0 ^TX(18) 18 0 0 0 100 0 ^TX(18) 0 6664 0 0 0 0 ^TX(18) 25196 0 0 0 0 0 ^TX(19) 19 0 0 0 100 0 ^TX(19) 0 6664 0 0 0 0 ^TX(19) 25196 0 0 0 0 0 ^TX(20) 1 0 0 0 100 0 ^TX(20) 0 6664 0 0 0 0 ^TX(20) 30832 0 0 0 0 0 ^TX(21) 2 0 0 0 100 0 ^TX(21) 0 6664 0 0 0 0 ^TX(21) 30832 0 0 0 0 0 ^TX(22) 3 0 0 0 100 0 ^TX(22) 0 6664 0 0 0 0 ^TX(22) 30832 0 0 0 0 0 ^TX(23) 4 0 0 0 100 0 ^TX(23) 0 6664 0 0 0 0 ^TX(23) 30832 0 0 0 0 0 ^TX(24) 5 0 0 0 100 0 ^TX(24) 0 6664 0 0 0 0 ^TX(24) 30832 0 0 0 0 0 ^TX(25) 6 0 0 0 100 0 ^TX(25) 0 6664 0 0 0 0 ^TX(25) 30832 0 0 0 0 0 ^TX(26) 7 0 0 0 100 0 ^TX(26) 0 6664 0 0 0 0 ^TX(26) 30832 0 0 0 0 0 ^TX(27) 8 0 0 0 100 0 ^TX(27) 0 6664 0 0 0 0 ^TX(27) 30832 0 0 0 0 0 ^TX(28) 9 0 0 0 100 0 ^TX(28) 0 6664 0 0 0 0 ^TX(28) 30832 0 0 0 0 0 ^TX(29) 10 0 0 0 100 0 ^TX(29) 0 6664 0 0 0 0 ^TX(29) 30832 0 0 0 0 0 ^TX(30) 11 0 0 0 100 0 ^TX(30) 0 6664 0 0 0 0 ^TX(30) 30832 0 0 0 0 0 ^TX(31) 12 0 0 0 100 0 ^TX(31) 0 6664 0 0 0 0 ^TX(31) 30832 0 0 0 0 0 ^TX(32) 13 0 0 0 100 0 ^TX(32) 0 6664 0 0 0 0 ^TX(32) 30832 0 0 0 0 0 ^TX(33) 14 0 0 0 100 0 ^TX(33) 0 6664 0 0 0 0 ^TX(33) 30832 0 0 0 0 0 ^TX(34) 15 0 0 0 100 0 ^TX(34) 0 6664 0 0 0 0 ^TX(34) 30832 0 0 0 0 0 ^TX(35) 16 0 0 0 100 0 ^TX(35) 0 6664 0 0 0 0 ^TX(35) 30832 0 0 0 0 0 ^TX(36) 17 0 0 0 100 0 ^TX(36) 0 6664 0 0 0 0 ^TX(36) 30832 0 0 0 0 0 ^TX(37) 18 0 0 0 100 0 ^TX(37) 0 6664 0 0 0 0 ^TX(37) 30832 0 0 0 0 0 ^TX(38) 19 0 0 0 100 0 ^TX(38) 0 6664 0 0 0 0 ^TX(38) 30832 0 0 0 0 0 ^TX(39) 20 0 0 0 100 0 ^TX(39) 0 6664 0 0 0 0 ^TX(39) 30832 0 0 0 0 0 ^TX(40) 21 0 0 0 100 0 ^TX(40) 0 6664 0 0 0 0 ^TX(40) 30832 0 0 0 0 0 ^TX(41) 22 0 0 0 100 0 ^TX(41) 0 6664 0 0 0 0 ^TX(41) 30832 0 0 0 0 0 ^TX(42) 23 0 0 0 100 0 ^TX(42) 0 6664 0 0 0 0 ^TX(42) 30832 0 0 0 0 0 ^TX(43) 24 0 0 0 100 0 ^TX(43) 0 6664 0 0 0 0 ^TX(43) 30832 0 0 0 0 0 ^TX(44) 25 0 0 0 100 0 ^TX(44) 0 6664 0 0 0 0 ^TX(44) 30832 0 0 0 0 0 ^TX(45) 26 0 0 0 100 0 ^TX(45) 0 6664 0 0 0 0 ^TX(45) 30832 0 0 0 0 0 ^TX(46) 27 0 0 0 100 0 ^TX(46) 0 6664 0 0 0 0 ^TX(46) 30832 0 0 0 0 0 ^XS(1) 9 257 3332 1 0 0 ^XS(2) 11 257 3332 1 0 0 ^XS(3) 26 257 3332 1 0 0 ^XS(4) 27 257 3332 1 0 0 ^XS(5) 28 257 3332 1 0 0 ^XS(6) 29 257 3332 1 0 0 ^XS(7) 24 257 3332 1 0 0 ^XS(8) 25 257 3332 1 0 0 ^fI(1) 0 0 20 6 0 0 ^fI(1) "Standard Gui" ^fI(1) "tar" ^fI(1) "t)" ^fI(1) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fI(1) "@" ^fg(1) 1 0 0 0 0 0 ^fg(1) "Simple Major" ^fg(1) " Triad (copy" ^fg(1) ")" ^fg(1) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(1) 1 0 0 0 0 0 ^fg(1) "Major" ^fg(1) "oot on 5th s" ^fg(1) "tring (copy)" ^fg(1) "" ^fg(2) 1 0 0 0 0 0 ^fg(2) "Minor Triad " ^fg(2) "Seville" ^fg(2) "" ^fg(2) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(2) 1 0 0 0 0 0 ^fg(2) "Min" ^fg(2) "oot on 6th s" ^fg(2) "tring" ^fg(2) "" ^fg(3) 1 0 0 0 0 0 ^fg(3) "Aug Seville" ^fg(3) "nted" ^fg(3) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(3) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(3) 1 0 0 0 0 0 ^fg(3) "Aug" ^fg(3) "ot on 4th st" ^fg(3) "ring" ^fg(3) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(4) 1 0 0 0 0 0 ^fg(4) "dim triad" ^fg(4) "rd Group)" ^fg(4) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(4) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(5) 1 0 0 0 0 0 ^fg(5) "7 Seville" ^fg(5) "ant 7th" ^fg(5) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(5) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(5) 1 0 0 0 0 0 ^fg(5) "7" ^fg(5) " Root on 5th" ^fg(5) " String" ^fg(5) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(6) 1 0 0 0 0 0 ^fg(6) "Minor 7th Se" ^fg(6) "ville" ^fg(6) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(6) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(6) 1 0 0 0 0 0 ^fg(6) "Minor 7" ^fg(6) " on 5th Stri" ^fg(6) "ng" ^fg(6) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(7) 1 0 0 0 0 0 ^fg(7) "sus4 Seville" ^fg(7) "" ^fg(7) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(7) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(7) 1 0 0 0 0 0 ^fg(7) "Sus4" ^fg(7) " 6th String" ^fg(7) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(7) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(8) 1 0 0 0 0 0 ^fg(8) "Major 6th Se" ^fg(8) "ville" ^fg(8) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(8) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(8) 1 0 0 0 0 0 ^fg(8) "Maj6" ^fg(8) " 5th String" ^fg(8) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(8) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(9) 1 0 0 0 0 0 ^fg(9) "m7(#5) R5(co" ^fg(9) "py)" ^fg(9) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(9) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(9) 1 0 0 0 0 0 ^fg(9) "m7(#5) R6(c" ^fg(9) "opy)" ^fg(9) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(9) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(10) 1 0 0 0 0 0 ^fg(10) "Augmented 7t" ^fg(10) "h Seville" ^fg(10) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(10) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(10) 1 0 0 0 0 0 ^fg(10) "Augmented 7t" ^fg(10) "h" ^fg(10) "py)" ^fg(10) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(11) 1 0 0 0 0 0 ^fg(11) "dim triad" ^fg(11) "opy)" ^fg(11) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(11) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(12) 1 0 0 0 0 0 ^fg(12) "Diminished 7" ^fg(12) "th Seville" ^fg(12) "opy)" ^fg(12) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(12) 1 0 0 0 0 0 ^fg(12) "dim7 R5" ^fg(12) "ring (copy)" ^fg(12) "ing (copy)" ^fg(12) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(13) 1 0 0 0 0 0 ^fg(13) "Major 7th Se" ^fg(13) "ville" ^fg(13) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(13) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(13) 1 0 0 0 0 0 ^fg(13) "Major7" ^fg(13) "on 5th Strin" ^fg(13) "g" ^fg(13) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(14) 1 0 0 0 0 0 ^fg(14) "9th Seville" ^fg(14) "rd Group)" ^fg(14) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(14) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(14) 1 0 0 0 0 0 ^fg(14) "9" ^fg(14) "h String" ^fg(14) "" ^fg(14) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(15) 1 0 0 0 0 0 ^fg(15) "13 R5" ^fg(15) "th String" ^fg(15) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(15) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(15) 1 0 0 0 0 0 ^fg(15) "13 R6" ^fg(15) "th String" ^fg(15) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(15) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(16) 1 0 0 0 0 0 ^fg(16) "7(#11) R5(co" ^fg(16) "py)" ^fg(16) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(16) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(16) 1 0 0 0 0 0 ^fg(16) "7(#11) R6(co" ^fg(16) "py)" ^fg(16) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(16) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(17) 1 0 0 0 0 0 ^fg(17) "7(b9) R5" ^fg(17) "n 5th String" ^fg(17) "" ^fg(17) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(17) 1 0 0 0 0 0 ^fg(17) "7(b9) R6" ^fg(17) "n 6th String" ^fg(17) "" ^fg(17) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(18) 1 0 0 0 0 0 ^fg(18) "Aug Seville " ^fg(18) "(copy)" ^fg(18) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(18) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(18) 1 0 0 0 0 0 ^fg(18) "Aug (copy)" ^fg(18) "ot on 4th st" ^fg(18) "ring" ^fg(18) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(19) 1 0 0 0 0 0 ^fg(19) "11 R5" ^fg(19) "rd Group)" ^fg(19) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(19) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(19) 1 0 0 0 0 0 ^fg(19) "11 R6" ^fg(19) "rd Group)" ^fg(19) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(19) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(20) 1 0 0 0 0 0 ^fg(20) "min7(b5) Sev" ^fg(20) "ille" ^fg(20) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(20) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(20) 1 0 0 0 0 0 ^fg(20) "Minor7 b5" ^fg(20) "" ^fg(20) "ring (copy)" ^fg(20) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(21) 1 0 0 0 0 0 ^fg(21) "Diminished 7" ^fg(21) "th Seville (" ^fg(21) "copy)" ^fg(21) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(21) 1 0 0 0 0 0 ^fg(21) "dim7 R5 (cop" ^fg(21) "y)" ^fg(21) "ing (copy)" ^fg(21) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(22) 1 0 0 0 0 0 ^fg(22) "Minor 6 Sevi" ^fg(22) "lle" ^fg(22) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(22) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(22) 1 0 0 0 0 0 ^fg(22) "min6" ^fg(22) " the 6th Str" ^fg(22) "ing" ^fg(22) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(23) 1 0 0 0 0 0 ^fg(23) "6/9 R5(copy)" ^fg(23) "" ^fg(23) "ng" ^fg(23) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(23) 1 0 0 0 0 0 ^fg(23) "6/9 R6(copy)" ^fg(23) "" ^fg(23) "ng" ^fg(23) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(24) 1 0 0 0 0 0 ^fg(24) "min6/9 R5(co" ^fg(24) "py)" ^fg(24) "tring" ^fg(24) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(24) 1 0 0 0 0 0 ^fg(24) "min6/9 R4(co" ^fg(24) "py)" ^fg(24) "tring" ^fg(24) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(25) 1 0 0 0 0 0 ^fg(25) "Minor Triad " ^fg(25) "Seville (cop" ^fg(25) "y)" ^fg(25) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(25) 1 0 0 0 0 0 ^fg(25) "Min (copy)" ^fg(25) "oot on 6th s" ^fg(25) "tring" ^fg(25) "" ^fg(26) 1 0 0 0 0 0 ^fg(26) "Major 7th Se" ^fg(26) "ville (copy)" ^fg(26) "" ^fg(26) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(26) 1 0 0 0 0 0 ^fg(26) "Major7 (copy" ^fg(26) ")" ^fg(26) "g" ^fg(26) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(27) 1 0 0 0 0 0 ^fg(27) "Minor 7th Se" ^fg(27) "ville (copy)" ^fg(27) "" ^fg(27) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(27) 1 0 0 0 0 0 ^fg(27) "Minor 7 (cop" ^fg(27) "y)" ^fg(27) "ng" ^fg(27) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(28) 1 0 0 0 0 0 ^fg(28) "Major 6th Se" ^fg(28) "ville (copy)" ^fg(28) "" ^fg(28) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(28) 1 0 0 0 0 0 ^fg(28) "Maj6 (copy)" ^fg(28) " 5th String" ^fg(28) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(28) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(29) 1 0 0 0 0 0 ^fg(29) "Minor 6 Sevi" ^fg(29) "lle (copy)" ^fg(29) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(29) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(29) 1 0 0 0 0 0 ^fg(29) "min6 (copy)" ^fg(29) " the 6th Str" ^fg(29) "ing" ^fg(29) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(30) 1 0 0 0 0 0 ^fg(30) "sus2 Root on" ^fg(30) " 6th String " ^fg(30) "(copy) (copy" ^fg(30) ")" ^fg(30) 1 0 0 0 0 0 ^fg(30) "sus2 R5" ^fg(30) " 5th String " ^fg(30) "(copy) (copy" ^fg(30) ")" ^fg(31) 1 0 0 0 0 0 ^fg(31) "sus2 Root on" ^fg(31) " 6th String " ^fg(31) "(copy) (copy" ^fg(31) ") (copy)" ^fg(31) 1 0 0 0 0 0 ^fg(31) "sus2 R5 (cop" ^fg(31) "y)" ^fg(31) "(copy) (copy" ^fg(31) ")" ^fg(32) 1 0 0 0 0 0 ^fg(32) "M7(b5) R6" ^fg(32) "rd Group)" ^fg(32) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(32) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(32) 1 0 0 0 0 0 ^fg(32) "M7(b5) R5" ^fg(32) "rd Group)" ^fg(32) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(32) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(33) 1 0 0 0 0 0 ^fg(33) "7(#5) R6(cop" ^fg(33) "y)" ^fg(33) "opy)" ^fg(33) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(33) 1 0 0 0 0 0 ^fg(33) "7(#5) R5(cop" ^fg(33) "y)" ^fg(33) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(33) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(34) 1 0 0 0 0 0 ^fg(34) "M7(#11) R5(c" ^fg(34) "opy)" ^fg(34) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(34) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(34) 1 0 0 0 0 0 ^fg(34) "M7(#11) R6(c" ^fg(34) "opy)" ^fg(34) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(34) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(35) 1 0 0 0 0 0 ^fg(35) "maj9(b5) R5" ^fg(35) "y)" ^fg(35) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(35) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(35) 1 0 0 0 0 0 ^fg(35) "maj9(b5) R6" ^fg(35) "" ^fg(35) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(35) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(36) 1 0 0 0 0 0 ^fg(36) "M9(#11) R5(c" ^fg(36) "opy)" ^fg(36) "ng" ^fg(36) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(36) 1 0 0 0 0 0 ^fg(36) "M9(b5) R6(co" ^fg(36) "py)" ^fg(36) "g" ^fg(36) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(37) 1 0 0 0 0 0 ^fg(37) "M13 R6" ^fg(37) "6th String" ^fg(37) "" ^fg(37) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(37) 1 0 0 0 0 0 ^fg(37) "M13 R5" ^fg(37) "rd Group)" ^fg(37) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(37) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(38) 1 0 0 0 0 0 ^fg(38) "M13(b5) R5" ^fg(38) " on 5th Stri" ^fg(38) "ng" ^fg(38) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(38) 1 0 0 0 0 0 ^fg(38) "M13(b5) R6" ^fg(38) " on 6th Stri" ^fg(38) "ng" ^fg(38) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(39) 1 0 0 0 0 0 ^fg(39) "M13(#11)(cop" ^fg(39) "y)" ^fg(39) "mPΚ_ΐ" ^fg(39) "k Νv(ΚSx" ^fg(40) 1 0 0 0 0 0 ^fg(40) "m(add2) R6" ^fg(40) "rd Group)" ^fg(40) "mPΞ{" ^fg(40) "k ΚYΚSx" ^fg(40) 1 0 0 0 0 0 ^fg(40) "m(add2) R5" ^fg(40) "rd Group)" ^fg(40) "npΞ{" ^fg(40) "k ΚYΚSx" ^fg(41) 1 0 0 0 0 0 ^fg(41) "m(add9) R6" ^fg(41) " on the 6th" ^fg(41) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(41) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(41) 1 0 0 0 0 0 ^fg(41) "m(add9) R5" ^fg(41) " on the 5th" ^fg(41) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(41) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(42) 1 0 0 0 0 0 ^fg(42) "m9 R5" ^fg(42) "he 5th" ^fg(42) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(42) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(42) 1 0 0 0 0 0 ^fg(42) "m9 R6" ^fg(42) "he 6th" ^fg(42) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(42) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(43) 1 0 0 0 0 0 ^fg(43) "m11 R5" ^fg(43) "rd Group)" ^fg(43) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(43) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(43) 1 0 0 0 0 0 ^fg(43) "m11 R6" ^fg(43) "rd Group)" ^fg(43) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(43) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(44) 1 0 0 0 0 0 ^fg(44) "m13 R5" ^fg(44) "the 5th" ^fg(44) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(44) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(44) 1 0 0 0 0 0 ^fg(44) "m13 R6" ^fg(44) "the 6th" ^fg(44) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(44) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(45) 1 0 0 0 0 0 ^fg(45) "m(maj7) R6" ^fg(45) "rd Group)" ^fg(45) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(45) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(45) 1 0 0 0 0 0 ^fg(45) "m(maj7) R5" ^fg(45) "rd Group)" ^fg(45) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(45) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(46) 1 0 0 0 0 0 ^fg(46) "m9(maj7) R6" ^fg(46) "rd Group)" ^fg(46) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(46) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(46) 1 0 0 0 0 0 ^fg(46) "m9(maj7) R5" ^fg(46) "rd Group)" ^fg(46) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(46) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(47) 1 0 0 0 0 0 ^fg(47) "m7(add4) R5" ^fg(47) "copy)" ^fg(47) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(47) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(47) 1 0 0 0 0 0 ^fg(47) "m7(add4) R6" ^fg(47) "" ^fg(47) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(47) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(48) 1 0 0 0 0 0 ^fg(48) "m7(add11) R5" ^fg(48) "" ^fg(48) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(48) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(48) 1 0 0 0 0 0 ^fg(48) "m7(add11) R6" ^fg(48) "" ^fg(48) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(48) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(49) 1 0 0 0 0 0 ^fg(49) "7 sus4 Sevil" ^fg(49) "le" ^fg(49) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(49) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(49) 1 0 0 0 0 0 ^fg(49) "7sus4" ^fg(49) "rd Group)" ^fg(49) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(49) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(50) 1 0 0 0 0 0 ^fg(50) "7(b5) R6" ^fg(50) "rd Group)" ^fg(50) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(50) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(50) 1 0 0 0 0 0 ^fg(50) "7(b5) R2" ^fg(50) "rd Group)" ^fg(50) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(50) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(51) 1 0 0 0 0 0 ^fg(51) "7(#9) R5(cop" ^fg(51) "y)" ^fg(51) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(51) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(51) 1 0 0 0 0 0 ^fg(51) "7(#9) R4(cop" ^fg(51) "y)" ^fg(51) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(51) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(52) 1 0 0 0 0 0 ^fg(52) "7(#11) R5(co" ^fg(52) "py)" ^fg(52) "opy)" ^fg(52) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(52) 1 0 0 0 0 0 ^fg(52) "7(#11) R6(co" ^fg(52) "py)" ^fg(52) "opy)" ^fg(52) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(53) 1 0 0 0 0 0 ^fg(53) "7(b5b9) R5" ^fg(53) "rd Group)" ^fg(53) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(53) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(53) 1 0 0 0 0 0 ^fg(53) "7(b5b9) R6" ^fg(53) "rd Group)" ^fg(53) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(53) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(54) 1 0 0 0 0 0 ^fg(54) "Simple 7(#9b" ^fg(54) "5)(copy)" ^fg(54) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(54) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(54) 1 0 0 0 0 0 ^fg(54) "7(#9b5)(copy" ^fg(54) ")" ^fg(54) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(54) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(55) 1 0 0 0 0 0 ^fg(55) "9sus R6" ^fg(55) "rd Group)" ^fg(55) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(55) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(55) 1 0 0 0 0 0 ^fg(55) "9sus R5" ^fg(55) "rd Group)" ^fg(55) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(55) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(56) 1 0 0 0 0 0 ^fg(56) "9(b5) R5" ^fg(56) "rd Group)" ^fg(56) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(56) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(56) 1 0 0 0 0 0 ^fg(56) "9(b5) R6" ^fg(56) "rd Group)" ^fg(56) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(56) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(57) 1 0 0 0 0 0 ^fg(57) "9(#11) R5(co" ^fg(57) "py)" ^fg(57) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(57) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(57) 1 0 0 0 0 0 ^fg(57) "9(#11) R6(co" ^fg(57) "py)" ^fg(57) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(57) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(58) 1 0 0 0 0 0 ^fg(58) "13sus4 R6" ^fg(58) "rd Group)" ^fg(58) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(58) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(58) 1 0 0 0 0 0 ^fg(58) "13sus4 R5" ^fg(58) "rd Group)" ^fg(58) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(58) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(59) 1 0 0 0 0 0 ^fg(59) "13(b5) R6" ^fg(59) "rd Group)" ^fg(59) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(59) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(59) 1 0 0 0 0 0 ^fg(59) "13(b5)" ^fg(59) "rd Group)" ^fg(59) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(59) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(60) 1 0 0 0 0 0 ^fg(60) "13(b9) R6" ^fg(60) "rd Group)" ^fg(60) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(60) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(60) 1 0 0 0 0 0 ^fg(60) "13(b9) R5" ^fg(60) "rd Group)" ^fg(60) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(60) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(61) 1 0 0 0 0 0 ^fg(61) "13(#9)(copy)" ^fg(61) "" ^fg(61) "mPΚ^$" ^fg(61) "k Ξ|¨ΚSx" ^fg(62) 1 0 0 0 0 0 ^fg(62) "13(#11)(copy" ^fg(62) ")" ^fg(62) "mPΞ|t" ^fg(62) "k Ρ„ΔΚSx" ^fg(63) 1 0 0 0 0 0 ^fg(63) "6 R6" ^fg(63) "rd Group)" ^fg(63) "mPΚU4" ^fg(63) "k ΛkΤΚSx" ^fg(63) 1 0 0 0 0 0 ^fg(63) "6 R5" ^fg(63) "rd Group)" ^fg(63) "mPΚYH" ^fg(63) "k ΚaΚSx" ^fg(64) 1 0 0 0 0 0 ^fg(64) "M9 R6" ^fg(64) "rd Group)" ^fg(64) "mPΚ]ΐ" ^fg(64) "k Λg¨ΚSx" ^fg(64) 1 0 0 0 0 0 ^fg(64) "M9 R5" ^fg(64) "rd Group)" ^fg(64) "npΚ]ΐ" ^fg(64) "k Λg¨ΚSx" ^fg(65) 1 0 0 0 0 0 ^fg(65) "Simple Major" ^fg(65) " Triad (copy" ^fg(65) ")" ^fg(65) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(65) 1 0 0 0 0 0 ^fg(65) "Major (copy)" ^fg(65) "" ^fg(65) "tring" ^fg(65) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(66) 1 0 0 0 0 0 ^fg(66) "7b13" ^fg(66) "rd Group)" ^fg(66) "mPΝuΠ" ^fg(66) "k Ξ|TΚSx" ^fg(67) 1 0 0 0 0 0 ^fg(67) "7(b9) R5" ^fg(67) "n 5th String" ^fg(67) " (copy)" ^fg(67) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(67) 1 0 0 0 0 0 ^fg(67) "7(b9) R6" ^fg(67) "n 6th String" ^fg(67) " (copy)" ^fg(67) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(68) 1 0 0 0 0 0 ^fg(68) "7(#9) R5" ^fg(68) "rd Group)" ^fg(68) "mPΛjΈ" ^fg(68) "k ΛhψΚSx" ^fg(68) 1 0 0 0 0 0 ^fg(68) "7(#9) R6 2" ^fg(68) "rd Group)" ^fg(68) "mPΛl<" ^fg(68) "k ΛlDΚSx" ^fg(69) 1 0 0 0 0 0 ^fg(69) "b13#9(copy)" ^fg(69) ")" ^fg(69) "mPΛj" ^fg(69) "k ΚdˆΚSx" ^fg(70) 1 0 0 0 0 0 ^fg(70) "b13b9(copy)(" ^fg(70) "copy)" ^fg(70) "mPΛj" ^fg(70) "k ΚdˆΚSx" ^fg(71) 1 0 0 0 0 0 ^fg(71) "13 R5" ^fg(71) "th String (c" ^fg(71) "opy)" ^fg(71) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(71) 1 0 0 0 0 0 ^fg(71) "13 R6" ^fg(71) "th String (c" ^fg(71) "opy)" ^fg(71) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(72) 1 0 0 0 0 0 ^fg(72) "7#11 R5" ^fg(72) "rd Group) (c" ^fg(72) "opy)" ^fg(72) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(72) 1 0 0 0 0 0 ^fg(72) "7#11 R6" ^fg(72) "rd Group) (c" ^fg(72) "opy)" ^fg(72) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(73) 1 0 0 0 0 0 ^fg(73) "7sus2" ^fg(73) "rd Group)" ^fg(73) "mPΞ|$" ^fg(73) "k ΛjΚSx" ^fg(74) 1 0 0 0 0 0 ^fg(74) "13sus R6" ^fg(74) "py)" ^fg(74) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(74) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(74) 1 0 0 0 0 0 ^fg(74) "13sus R5" ^fg(74) "py)" ^fg(74) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(74) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(75) 1 0 0 0 0 0 ^fg(75) "9(#5)(copy)" ^fg(75) "rd Group)" ^fg(75) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(75) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(76) 1 0 0 0 0 0 ^fg(76) "7#9#5(copy)" ^fg(76) ")" ^fg(76) "mPΛj" ^fg(76) "k ΚdˆΚSx" ^fg(77) 1 0 0 0 0 0 ^fg(77) "7sus(b9)" ^fg(77) "rd Group)" ^fg(77) "mPсΘ" ^fg(77) "k Π<ΚSx" ^fg(78) 1 0 0 0 0 0 ^fg(78) "13sus(b9)" ^fg(78) "rd Group)" ^fg(78) "mPΠ~" ^fg(78) "k Π€€ΚSx" ^fg(79) 1 0 0 0 0 0 ^fg(79) "7b9#5(copy)" ^fg(79) "rd Group)" ^fg(79) "mPΜrΠ" ^fg(79) "k Ξ|όΚSx" ^fg(80) 1 0 0 0 0 0 ^fg(80) "7#11b9(copy)" ^fg(80) "" ^fg(80) "npΠ€," ^fg(80) "k Μr¨ΚSx" ^fg(81) 1 0 0 0 0 0 ^fg(81) "7#11#9(copy)" ^fg(81) "" ^fg(81) "py)" ^fg(81) "k Ρ‚ΚSx" ^fg(82) 1 0 0 0 0 0 ^fg(82) "7b13 9(copy)" ^fg(82) "" ^fg(82) "mPΜr" ^fg(82) "k ΜpΨΚSx" ^fg(83) 1 0 0 0 0 0 ^fg(83) "minor7(b5) S" ^fg(83) "eville" ^fg(83) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(83) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(83) 1 0 0 0 0 0 ^fg(83) "Minor7 b5 R5" ^fg(83) "" ^fg(83) "ring (copy)(" ^fg(83) "copy)" ^fg(83) 1 0 0 0 0 0 ^fg(83) "Minor7 b5 R6" ^fg(83) "" ^fg(83) "ring (copy)(" ^fg(83) "copy)" ^fg(83) 1 0 0 0 0 0 ^fg(83) "Minor7 b5 R4" ^fg(83) "" ^fg(83) "ring (copy)(" ^fg(83) "copy)" ^fg(65534) 1 0 0 0 0 0 ^fg(65534) "Simple Major" ^fg(65534) " Triad" ^fg(65534) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(65534) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^fg(65534) 1 0 0 0 0 0 ^fg(65534) "Major" ^fg(65534) "oot on 5th s" ^fg(65534) "tring" ^fg(65534) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(1) 1 0 0 0 0 0 ^ft(1) 0 0 4 0 899 0 ^ft(1) 1405 0 125 0 135 0 ^ft(1) 376 0 0 0 0 0 ^ft(1) 0 0 0 0 0 7 ^ft(1) 6 0 7 5 0 0 ^ft(1) 0 0 79 -13108 -13108 -13108 ^ft(1) "Seville" ^ft(1) "rd Style)" ^ft(1) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(1) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(1) "fr." ^ft(1) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(2) 1 0 0 0 0 0 ^ft(2) 0 0 5 0 899 0 ^ft(2) 1405 0 125 0 135 0 ^ft(2) 376 0 0 0 0 0 ^ft(2) 0 0 0 0 0 7 ^ft(2) 6 0 7 5 0 0 ^ft(2) 0 0 79 -13108 -13108 -13108 ^ft(2) "Seville 5 Fr" ^ft(2) "ets" ^ft(2) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(2) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(2) "fr." ^ft(2) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(3) 1 0 0 0 0 0 ^ft(3) 0 0 6 0 899 0 ^ft(3) 1405 0 125 0 135 0 ^ft(3) 376 0 0 0 0 0 ^ft(3) 0 0 0 0 0 7 ^ft(3) 6 0 7 5 0 0 ^ft(3) 0 0 79 -13108 -13108 -13108 ^ft(3) "Seville 6 Fr" ^ft(3) "ets" ^ft(3) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(3) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(3) "fr." ^ft(3) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(4) 1 0 0 71 72 73 ^ft(4) 0 74 4 0 1106 0 ^ft(4) 1659 0 184 0 184 0 ^ft(4) 553 0 0 0 0 0 ^ft(4) 0 0 0 0 166 11 ^ft(4) 8 0 11 6 0 0 ^ft(4) 0 -1 -111 -13108 -13108 -13108 ^ft(4) "Jazz" ^ft(4) "rd Style)" ^ft(4) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(4) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^ft(4) "fr." ^ft(4) "ΜΜΜΜΜΜΜΜΜΜΜΜ" ^hp(1) 0 0 0 0 0 0 ^hp(1) 1 0 0 0 0 0 ^hp(1) 0 0 0 0 0 0 ^ls(1) 2 126 0 24 0 -1 ^ls(1) -88 0 0 0 0 0 ^ls(1) 0 0 0 0 0 1 ^ls(1) 2 0 0 0 0 0 ^ls(1) 0 0 16 0 16 0 ^ls(1) 0 0 0 0 0 0 ^ls(2) 2 126 0 24 0 -1 ^ls(2) -88 0 0 0 0 0 ^ls(2) 0 0 0 0 0 0 ^ls(2) 0 0 0 0 0 0 ^ls(2) 0 0 0 0 0 0 ^ls(2) 0 0 0 0 0 0 ^ls(3) 0 118 0 0 0 0 ^ls(3) 0 0 0 0 0 0 ^ls(3) 0 0 0 0 0 0 ^ls(3) 0 0 0 0 0 0 ^ls(3) 0 0 0 0 0 0 ^ls(3) 0 0 0 0 0 0 ^ls(4) 2 0 0 24 0 -1 ^ls(4) -88 0 0 0 0 0 ^ls(4) 0 1 3 0 4 0 ^ls(4) 0 0 0 0 0 0 ^ls(4) 0 0 0 0 0 0 ^ls(4) 0 0 0 0 0 0 ^ls(5) 1 118 1152 1152 0 0 ^ls(5) 0 0 0 0 0 0 ^ls(5) 0 3 5 0 0 0 ^ls(5) 0 -12 -4 0 0 0 ^ls(5) 0 0 0 0 0 0 ^ls(5) 0 0 0 0 0 0 ^ls(6) 0 147 0 0 0 0 ^ls(6) 0 3 0 1536 0 0 ^ls(6) 0 1 0 0 0 0 ^ls(6) 0 0 0 0 0 0 ^ls(6) 0 0 0 0 0 0 ^ls(6) 0 0 0 0 0 0 ^ls(7) 0 147 0 0 0 0 ^ls(7) 0 3 2 1536 0 75 ^ls(7) 0 1 0 0 0 0 ^ls(7) 0 0 0 0 0 0 ^ls(7) 0 0 0 0 0 0 ^ls(7) 0 0 0 0 0 0 ^ls(8) 0 147 0 0 0 0 ^ls(8) 0 2 0 76 0 0 ^ls(8) 0 1 0 0 0 0 ^ls(8) 0 0 0 0 0 0 ^ls(8) 0 0 0 0 0 0 ^ls(8) 0 0 0 0 0 0 ^ls(9) 0 147 0 0 0 0 ^ls(9) 0 2 3 76 0 1536 ^ls(9) 0 1 0 0 0 0 ^ls(9) 0 0 0 0 0 0 ^ls(9) 0 0 0 0 0 0 ^ls(9) 0 0 0 0 0 0 ^ls(10) 0 224 0 0 0 0 ^ls(10) 0 0 1 0 0 1 ^ls(10) 0 0 0 0 0 0 ^ls(10) 0 0 0 0 0 0 ^ls(10) 0 0 0 0 0 0 ^ls(10) 0 0 0 0 0 0 ^oc(1) "Grand Piano" ^oc(2) "Acoustic Bas" ^oc(2) "s" ^oc(3) "Clarinet" ^oc(4) "Flute" ^oc(5) "Jazz Guitar" ^oc(6) "Hammond Orga" ^oc(6) "n" ^oc(7) "Tenor Sax" ^oc(8) "String Ensem" ^oc(8) "ble 1" ^oc(9) "Trombone" ^oc(10) "Trumpet" ^oc(11) "Bassoon" ^oc(12) "French Horn" ^oc(13) "Oboe" ^oc(14) "Choir Aahs" ^oc(15) "Percussion" ^oc(16) "Violin" ^pT(1) 3 0 25 1 1 296 ^pT(1) 0 0 0 0 0 0 ^pT(1) 1 0 -168 1 1 40 ^pT(1) 0 0 0 0 0 0 ^pT(1) 2 0 -325 1 1 20 ^pT(1) 0 0 0 0 0 0 ^sL(1) 34304882 34304879 33647735 ^sL(1) 33714797 33715044 33714796 ^sL(1) 33583988 34304879 33647735 ^sL(1) 33714797 33715044 33714796 ^sL(1) 33583988 34304879 33647735 ^sL(1) 33714797 33715044 33714796 ^sL(1) 33583988 33580402 0 ^sL(2) 34304879 33714797 33977196 ^sL(2) 33580659 0 33977196 ^sL(3) 34304879 33714797 33977196 ^sL(3) 33580659 0 33977196 ^sL(4) 34304879 33714797 33977196 ^sL(4) 33580659 0 33977196 ^sL(5) 34304879 33714797 33977196 ^sL(5) 33580659 0 33977196 ^sL(6) 34304879 33714797 33977196 ^sL(6) 33580659 0 33977196 ^sL(7) 34304879 33714797 33977196 ^sL(7) 33580659 0 33977196 ^sL(8) 34304879 33714797 33647735 ^sL(8) 33715044 33714796 33583988 ^sL(8) 34304879 33714797 33647735 ^sL(8) 33715044 33714796 33583988 ^sL(8) 34304879 33647735 33714797 ^sL(8) 33715044 33714796 33714796 ^sL(8) 33583988 0 33714796 ^sL(9) 34304879 33714796 33583988 ^sL(9) 0 33714796 33583988 ^sL(10) 34304879 33647735 33714797 ^sL(10) 33715044 33714796 33583988 ^sL(10) 34304879 33647735 33714797 ^sL(10) 33715044 33714796 33583988 ^sL(10) 34304879 33647735 33714797 ^sL(10) 33715044 33714796 33714796 ^sL(10) 33583988 0 33714796 ^sL(11) 34304879 33714796 33583988 ^sL(11) 0 33714796 33583988 ^sL(12) 34304879 33647735 33714797 ^sL(12) 33715044 33714796 33583988 ^sL(12) 0 33714796 33583988 ^sL(13) 34304882 34304879 33647735 ^sL(13) 33714797 33715044 33714796 ^sL(13) 33583988 34304879 33647735 ^sL(13) 33714797 33715044 33714796 ^sL(13) 33583988 34304879 33647735 ^sL(13) 33714797 33715044 33714796 ^sL(13) 33583988 33580402 0 ^sL(14) 34304879 33714797 33977196 ^sL(14) 33580659 0 33977196 ^sL(15) 34304879 33714797 33977196 ^sL(15) 33580659 0 33977196 ^sL(16) 34304879 33647735 33714797 ^sL(16) 33715044 33714796 33583988 ^sL(16) 34304879 33647735 33714797 ^sL(16) 33715044 33714796 33583988 ^sL(16) 34304879 33647735 33714797 ^sL(16) 33715044 33714796 33583988 ^sL(16) 34304879 33647735 33714797 ^sL(16) 33715044 33714796 33583988 ^sL(16) 34304879 33647735 33714797 ^sL(16) 33715044 33714796 33714796 ^sL(16) 33583988 34304879 33647735 ^sL(16) 33714797 33715044 33714796 ^sL(16) 33714796 33583988 0 ^sL(17) 34304879 33647735 33714797 ^sL(17) 33715044 33714796 33714796 ^sL(17) 33583988 0 33714796 ^sL(18) 34304879 33647735 33714797 ^sL(18) 33715044 33714796 33714796 ^sL(18) 33583988 0 33714796 ^sL(19) 34304879 33647735 33714797 ^sL(19) 33715044 33714796 33714796 ^sL(19) 33583988 0 33714796 ^sL(20) 34304879 33714797 33977196 ^sL(20) 33580659 0 33977196 ^sL(21) 34304879 33714797 33977196 ^sL(21) 33580659 0 33977196 ^sL(22) 34304879 33714797 33977196 ^sL(22) 33580659 0 33977196 ^sL(23) 34304879 33714797 33977196 ^sL(23) 33580659 0 33977196 ^sL(24) 34304882 34304879 33780582 ^sL(24) 33645667 33583988 34304879 ^sL(24) 33780582 33645667 33583988 ^sL(24) 34304879 33780582 33645667 ^sL(24) 33583988 34304879 33780582 ^sL(24) 33645667 33583988 34304879 ^sL(24) 33647735 33714797 33715044 ^sL(24) 33714796 33583988 34304879 ^sL(24) 33780582 33645667 33583988 ^sL(24) 34304879 33714797 33647735 ^sL(24) 33715044 33714796 33714796 ^sL(24) 33714796 33583988 34304879 ^sL(24) 33714797 33647735 33715044 ^sL(24) 33714796 33714796 33714796 ^sL(24) 33583988 34304879 33780582 ^sL(24) 33645667 33583988 33580402 ^sL(24) 0 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-288 0 288 ^sb(182) 0 0 0 ^sb(182) 0 288 -288 ^sb(182) 1000 1000 0 ^sb(182) 0 0 288 ^sb(182) -288 0 288 ^sb(183) 0 0 0 ^sb(183) 0 288 -288 ^sb(183) 1000 1000 0 ^sb(183) 0 0 288 ^sb(183) -288 0 288 ^sb(184) 0 0 0 ^sb(184) 0 288 -288 ^sb(184) 1000 1000 0 ^sb(184) 0 0 288 ^sb(184) -288 0 288 ^sb(185) 0 0 0 ^sb(185) 0 288 -288 ^sb(185) 1000 1000 0 ^sb(185) 0 0 288 ^sb(185) -288 0 288 ^sb(186) 0 0 0 ^sb(186) 0 288 -288 ^sb(186) 1000 1000 0 ^sb(186) 0 0 288 ^sb(186) -288 0 288 ^sb(187) 0 0 0 ^sb(187) 0 288 -288 ^sb(187) 1000 1000 0 ^sb(187) 0 0 288 ^sb(187) -288 0 288 ^sb(188) 0 0 0 ^sb(188) 0 288 -288 ^sb(188) 1000 1000 0 ^sb(188) 0 0 288 ^sb(188) -288 0 288 ^sb(189) 0 0 0 ^sb(189) 0 288 -288 ^sb(189) 1000 1000 0 ^sb(189) 0 0 288 ^sb(189) -288 0 288 ^sb(190) 0 0 0 ^sb(190) 0 288 -288 ^sb(190) 1000 1000 0 ^sb(190) 0 0 288 ^sb(190) -288 0 288 ^sb(191) 0 0 0 ^sb(191) 0 288 -288 ^sb(191) 1000 1000 0 ^sb(191) 0 0 288 ^sb(191) -288 0 288 ^sb(192) 0 0 0 ^sb(192) 0 288 -288 ^sb(192) 1000 1000 0 ^sb(192) 0 0 288 ^sb(192) -288 0 288 ^sb(193) 0 0 0 ^sb(193) 0 288 -288 ^sb(193) 1000 1000 0 ^sb(193) 0 0 288 ^sb(193) -288 0 288 ^sb(194) 0 0 0 ^sb(194) 0 288 -288 ^sb(194) 1000 1000 0 ^sb(194) 0 0 288 ^sb(194) -288 0 288 ^sb(195) 0 0 0 ^sb(195) 0 288 -288 ^sb(195) 1000 1000 0 ^sb(195) 0 0 288 ^sb(195) -288 0 288 ^sb(196) 0 0 0 ^sb(196) 0 288 -288 ^sb(196) 1000 1000 0 ^sb(196) 0 0 288 ^sb(196) -288 0 288 ^sb(197) 0 0 0 ^sb(197) 0 288 -288 ^sb(197) 1000 1000 0 ^sb(197) 0 0 288 ^sb(197) -288 0 288 ^sb(198) 0 0 0 ^sb(198) 0 288 -288 ^sb(198) 1000 1000 0 ^sb(198) 0 0 288 ^sb(198) -288 0 288 ^sb(199) 0 0 0 ^sb(199) 0 288 -288 ^sb(199) 1000 1000 0 ^sb(199) 0 0 288 ^sb(199) -288 0 288 ^sb(200) 0 0 0 ^sb(200) 0 288 -288 ^sb(200) 1000 1000 0 ^sb(200) 0 0 288 ^sb(200) -288 0 288 ^sb(201) 0 0 0 ^sb(201) 0 288 -288 ^sb(201) 1000 1000 0 ^sb(201) 0 0 288 ^sb(201) -288 0 288 ^sb(202) 0 0 0 ^sb(202) 0 288 -288 ^sb(202) 1000 1000 0 ^sb(202) 0 0 288 ^sb(202) -288 0 288 ^sb(203) 0 0 0 ^sb(203) 0 288 -288 ^sb(203) 1000 1000 0 ^sb(203) 0 0 288 ^sb(203) -288 0 288 ^sb(204) 0 0 0 ^sb(204) 0 288 -288 ^sb(204) 1000 1000 0 ^sb(204) 0 0 288 ^sb(204) -288 0 288 ^sb(205) 0 0 0 ^sb(205) 0 288 -288 ^sb(205) 1000 1000 0 ^sb(205) 0 0 288 ^sb(205) -288 0 288 ^sb(206) 0 0 0 ^sb(206) 0 288 -288 ^sb(206) 1000 1000 0 ^sb(206) 0 0 288 ^sb(206) -288 0 288 ^sb(207) 0 0 0 ^sb(207) 0 288 -288 ^sb(207) 1000 1000 0 ^sb(207) 0 0 288 ^sb(207) -288 0 288 ^sb(208) 0 0 0 ^sb(208) 0 288 -288 ^sb(208) 1000 1000 0 ^sb(208) 0 0 288 ^sb(208) -288 0 288 ^sb(209) 0 0 0 ^sb(209) 0 288 -288 ^sb(209) 1000 1000 0 ^sb(209) 0 0 288 ^sb(209) -288 0 288 ^sb(210) 0 0 0 ^sb(210) 0 288 -288 ^sb(210) 1000 1000 0 ^sb(210) 0 0 288 ^sb(210) -288 0 288 ^sb(211) 0 0 0 ^sb(211) 0 288 -288 ^sb(211) 1000 1000 0 ^sb(211) 0 0 288 ^sb(211) -288 0 288 ^sb(212) 0 0 0 ^sb(212) 0 288 -288 ^sb(212) 1000 1000 0 ^sb(212) 0 0 288 ^sb(212) -288 0 288 ^sb(213) 0 0 0 ^sb(213) 0 288 -288 ^sb(213) 1000 1000 0 ^sb(213) 0 0 288 ^sb(213) -288 0 288 ^sb(214) 0 0 0 ^sb(214) 0 288 -288 ^sb(214) 1000 1000 0 ^sb(214) 0 0 288 ^sb(214) -288 0 288 ^sb(215) 0 0 0 ^sb(215) 0 288 -288 ^sb(215) 1000 1000 0 ^sb(215) 0 0 288 ^sb(215) -288 0 288 ^sb(216) 0 0 0 ^sb(216) 0 288 -288 ^sb(216) 1000 1000 0 ^sb(216) 0 0 288 ^sb(216) -288 0 288 ^sb(217) 0 0 0 ^sb(217) 0 288 -288 ^sb(217) 1000 1000 0 ^sb(217) 0 0 288 ^sb(217) -288 0 288 ^sb(218) 0 0 0 ^sb(218) 0 288 -288 ^sb(218) 1000 1000 0 ^sb(218) 0 0 288 ^sb(218) -288 0 288 ^sb(219) 0 0 0 ^sb(219) 0 288 -288 ^sb(219) 1000 1000 0 ^sb(219) 0 0 288 ^sb(219) -288 0 288 ^sb(220) 0 0 0 ^sb(220) 0 288 -288 ^sb(220) 1000 1000 0 ^sb(220) 0 0 288 ^sb(220) -288 0 288 ^sb(221) 0 0 0 ^sb(221) 0 288 -288 ^sb(221) 1000 1000 0 ^sb(221) 0 0 288 ^sb(221) -288 0 288 ^sb(222) -12 0 -12 ^sb(222) 24 0 0 ^sb(222) 1000 1000 0 ^sb(222) 0 0 0 ^sb(222) 0 147 18 ^sb(222) 0 12 24 ^sb(222) 0 24 0 ^sb(222) 24 12 0 ^sb(222) 1000 1000 0 ^sb(222) 0 0 0 ^sb(222) 0 147 18 ^sb(222) 0 12 -24 ^sb(223) -12 0 -12 ^sb(223) 0 0 -24 ^sb(223) 1000 1000 0 ^sb(223) 0 0 0 ^sb(223) 0 147 18 ^sb(223) 0 12 -24 ^sb(223) 0 -24 0 ^sb(223) 0 12 -24 ^sb(223) 1000 1000 0 ^sb(223) 0 0 0 ^sb(223) 0 147 18 ^sb(223) 0 12 24 ^sb(224) 0 0 -144 ^sb(224) 24 144 -24 ^sb(224) 1000 1000 0 ^sb(224) 288 0 -144 ^sb(224) 0 -144 0 ^sb(224) 144 0 1000 ^sb(224) 1000 0 0 ^sb(224) 24 768 0 ^sb(224) 0 0 0 ^sb(224) 288 0 -144 ^sb(224) -24 -144 24 ^sb(224) -144 -24 1000 ^sb(224) 1000 0 0 ^sb(224) 24 118 0 ^sb(224) 0 0 0 ^sb(224) 0 48 144 ^sb(224) -24 144 24 ^sb(224) 144 -24 1000 ^sb(224) 1000 0 0 ^sb(224) 24 118 0 ^sb(224) 0 0 0 ^sb(224) 0 48 0 ^sb(225) 0 -32 2147483647 ^sb(225) -2147483648 -2147483648 2147483647 ^sb(225) 1000 1000 0 ^sb(225) 0 0 5 ^sb(225) 9 1 84 ^sb(225) -2 -62 2147483647 ^sb(225) -2147483648 -2147483648 2147483647 ^sb(225) 1000 1000 0 ^sb(225) 0 0 5 ^sb(225) 9 1 65 ^sb(225) -1 -92 2147483647 ^sb(225) -2147483648 -2147483648 2147483647 ^sb(225) 1000 1000 0 ^sb(225) 0 0 5 ^sb(225) 9 1 66 ^sb(226) 0 -29 2147483647 ^sb(226) -2147483648 -2147483648 2147483647 ^sb(226) 1000 1000 0 ^sb(226) 0 0 1 ^sb(226) 9 0 84 ^sb(226) -2 -60 2147483647 ^sb(226) -2147483648 -2147483648 2147483647 ^sb(226) 1000 1000 0 ^sb(226) 0 0 1 ^sb(226) 9 0 65 ^sb(226) 0 -91 2147483647 ^sb(226) -2147483648 -2147483648 2147483647 ^sb(226) 1000 1000 0 ^sb(226) 0 0 1 ^sb(226) 9 0 66 ^details ^CL(0,0) 108 0 0 0 ^Ch(0,2) 16608 0 0 12 0 ^Ch(0,2) 12 0 1 0 0 ^Ch(0,4) 16612 70 0 12 0 ^Ch(0,4) 12 0 1 0 0 ^Ch(0,6) 24805 0 25 12 0 ^Ch(0,6) 12 0 1 0 0 ^Ch(0,8) 16612 0 0 12 0 ^Ch(0,8) 12 0 1 0 0 ^Ch(0,10) 16611 0 0 12 0 ^Ch(0,10) 12 0 1 0 0 ^Ch(0,12) 24804 0 84 12 0 ^Ch(0,12) 12 0 1 0 0 ^Ch(0,13) 16612 0 0 12 0 ^Ch(0,13) 12 0 1 0 0 ^Ch(0,14) 16608 0 0 12 0 ^Ch(0,14) 12 0 1 0 0 ^Ch(0,16) 24800 0 0 12 0 ^Ch(0,16) 12 0 1 0 0 ^Ch(0,18) 16612 70 0 12 0 ^Ch(0,18) 12 0 1 0 0 ^Ch(0,20) 24805 0 25 12 0 ^Ch(0,20) 12 0 1 0 0 ^Ch(0,25) 16612 70 0 12 0 ^Ch(0,25) 12 0 1 0 0 ^Ch(0,26) 16608 0 0 12 0 ^Ch(0,26) 12 0 1 0 0 ^Ch(0,27) 16612 70 0 12 0 ^Ch(0,27) 12 0 1 0 0 ^Ch(0,28) 24805 0 25 12 0 ^Ch(0,28) 12 0 1 0 0 ^Ch(0,29) 24801 0 84 12 0 ^Ch(0,29) 12 0 1 0 0 ^Ch(0,30) 16609 0 0 12 0 ^Ch(0,30) 12 0 1 0 0 ^Ch(0,31) 16612 0 0 12 0 ^Ch(0,31) 12 0 1 0 0 ^Ch(0,32) 16612 67 0 -153 0 ^Ch(0,32) 12 0 1 0 0 ^Ch(0,33) 16608 0 0 12 0 ^Ch(0,33) 12 0 1 0 0 ^Ch(0,35) 16612 70 0 12 0 ^Ch(0,35) 12 0 1 0 0 ^Ch(0,37) 24805 0 25 12 0 ^Ch(0,37) 12 0 1 0 0 ^Ch(0,41) 16612 0 0 12 0 ^Ch(0,41) 12 0 1 0 0 ^Ch(0,43) 16608 66 0 12 0 ^Ch(0,43) 12 0 1 0 0 ^Ch(0,44) 16611 0 0 12 0 ^Ch(0,44) 12 0 1 0 0 ^Ch(0,45) 24804 0 84 12 0 ^Ch(0,45) 12 0 1 0 0 ^Ch(0,47) 16612 0 0 12 0 ^Ch(0,47) 12 0 1 0 0 ^Ch(0,49) 16608 0 0 12 0 ^Ch(0,49) 12 0 1 0 0 ^DF(1,0) 0 0 207 250 0 ^DF(1,1) 1 0 207 250 0 ^DF(1,2) 2 0 207 250 0 ^DF(1,3) 3 0 207 250 0 ^DF(1,4) 4 0 207 250 0 ^DF(1,5) 5 0 207 250 0 ^DF(1,6) 6 0 207 250 0 ^DF(1,7) 7 0 207 250 0 ^DF(1,8) 8 0 207 250 0 ^DF(1,9) 9 0 207 250 0 ^DF(1,10) 10 0 207 250 0 ^DF(1,11) 11 0 207 250 0 ^DF(1,12) 12 0 207 250 0 ^DF(1,13) 13 0 207 250 0 ^DF(1,14) 14 0 207 250 0 ^DF(1,15) 15 0 207 250 0 ^DF(1,16) 16 0 207 250 0 ^DF(1,17) 17 0 207 250 0 ^DF(1,18) 18 0 207 250 0 ^DF(1,19) 19 0 207 250 0 ^DF(1,20) 20 0 207 250 0 ^DF(1,21) 21 0 207 250 0 ^DF(1,22) 22 0 207 250 0 ^DF(1,23) 23 0 207 250 0 ^DF(1,24) 24 0 207 250 0 ^DF(1,25) 25 0 207 250 0 ^DF(1,26) 26 0 207 250 0 ^DF(1,27) 27 0 207 250 0 ^DF(1,28) 28 0 207 250 0 ^DF(1,29) 29 0 207 250 0 ^DF(1,30) 30 0 207 250 0 ^DF(1,31) 31 0 207 250 0 ^DF(1,32) 32 0 207 250 0 ^DF(1,33) 33 0 207 250 0 ^DF(1,34) 34 0 207 250 0 ^DF(1,35) 35 0 207 250 0 ^DF(1,36) 36 0 207 250 0 ^DF(1,37) 37 0 207 250 0 ^DF(1,38) 38 0 207 250 0 ^DF(1,39) 39 0 207 250 0 ^DF(1,40) 40 0 207 250 0 ^DF(1,41) 41 1 121 89 0 ^DF(1,42) 42 0 207 250 0 ^DF(1,43) 43 2 207 250 0 ^DF(1,44) 44 0 207 250 0 ^DF(1,45) 45 3 207 250 0 ^DF(1,46) 46 2 207 250 0 ^DF(1,47) 47 4 207 250 0 ^DF(1,48) 48 5 207 250 0 ^DF(1,49) 49 0 207 250 0 ^DF(1,50) 50 0 207 250 0 ^DF(1,51) 51 0 207 250 0 ^DF(1,52) 52 7 207 250 0 ^DF(1,53) 53 8 207 250 0 ^DF(1,54) 54 9 49 33 0 ^DF(1,55) 55 9 207 250 0 ^DF(1,56) 56 10 207 250 0 ^DF(1,57) 57 10 121 89 0 ^DF(1,58) 58 0 207 250 0 ^DF(1,59) 59 11 121 89 0 ^DF(1,60) 60 12 121 89 0 ^DF(1,61) 61 0 207 250 0 ^DF(1,62) 62 13 121 89 0 ^DF(1,63) 63 0 207 250 0 ^DF(1,64) 64 0 207 250 0 ^DF(1,65) 65 0 207 250 0 ^DF(1,66) 66 0 207 250 0 ^DF(1,67) 67 0 207 250 0 ^DF(1,68) 68 0 207 250 0 ^DF(1,69) 69 0 207 250 0 ^DF(1,70) 70 0 207 250 0 ^DF(1,71) 71 0 207 250 0 ^DF(1,72) 72 0 207 250 0 ^DF(1,73) 73 0 207 250 0 ^DF(1,74) 74 0 207 250 0 ^DF(1,75) 75 0 207 250 0 ^DF(1,76) 76 0 207 250 0 ^DF(1,77) 77 0 207 250 0 ^DF(1,78) 78 0 207 250 0 ^DF(1,79) 79 0 207 250 0 ^DF(1,80) 80 0 207 250 0 ^DF(1,81) 81 0 207 250 0 ^DF(1,82) 82 0 207 250 0 ^DF(1,83) 83 0 207 250 0 ^DF(1,84) 84 0 207 250 0 ^DF(1,85) 85 0 207 250 0 ^DF(1,86) 86 0 207 250 0 ^DF(1,87) 87 0 207 250 0 ^DF(1,88) 88 0 207 250 0 ^DF(1,89) 89 0 207 250 0 ^DF(1,90) 90 0 207 250 0 ^DF(1,91) 91 0 207 250 0 ^DF(1,92) 92 0 207 250 0 ^DF(1,93) 93 0 207 250 0 ^DF(1,94) 94 0 207 250 0 ^DF(1,95) 95 0 207 250 0 ^DF(1,96) 96 0 207 250 0 ^DF(1,97) 97 0 207 250 0 ^DF(1,98) 98 0 207 250 0 ^DF(1,99) 99 0 207 250 0 ^DF(1,100) 100 0 207 250 0 ^DF(1,101) 101 0 207 250 0 ^DF(1,102) 102 0 207 250 0 ^DF(1,103) 103 0 207 250 0 ^DF(1,104) 104 0 207 250 0 ^DF(1,105) 105 0 207 250 0 ^DF(1,106) 106 0 207 250 0 ^DF(1,107) 107 0 207 250 0 ^DF(1,108) 108 0 207 250 0 ^DF(1,109) 109 0 207 250 0 ^DF(1,110) 110 0 207 250 0 ^DF(1,111) 111 0 207 250 0 ^DF(1,112) 112 0 207 250 0 ^DF(1,113) 113 0 207 250 0 ^DF(1,114) 114 0 207 250 0 ^DF(1,115) 115 0 207 250 0 ^DF(1,116) 116 0 207 250 0 ^DF(1,117) 117 0 207 250 0 ^DF(1,118) 118 0 207 250 0 ^DF(1,119) 119 0 207 250 0 ^DF(1,120) 120 0 207 250 0 ^DF(1,121) 121 0 207 250 0 ^DF(1,122) 122 0 207 250 0 ^DF(1,123) 123 0 207 250 0 ^DF(1,124) 124 0 207 250 0 ^DF(1,125) 125 0 207 250 0 ^DF(1,126) 126 0 207 250 0 ^DF(1,127) 127 0 207 250 0 ^DF(2,0) 0 0 207 250 0 ^DF(2,1) 1 0 207 250 0 ^DF(2,2) 2 0 207 250 0 ^DF(2,3) 3 0 207 250 0 ^DF(2,4) 4 0 207 250 0 ^DF(2,5) 5 0 207 250 0 ^DF(2,6) 6 0 207 250 0 ^DF(2,7) 7 0 207 250 0 ^DF(2,8) 8 0 207 250 0 ^DF(2,9) 9 0 207 250 0 ^DF(2,10) 10 0 207 250 0 ^DF(2,11) 11 0 207 250 0 ^DF(2,12) 12 0 207 250 0 ^DF(2,13) 13 0 207 250 0 ^DF(2,14) 14 0 207 250 0 ^DF(2,15) 15 0 207 250 0 ^DF(2,16) 16 0 207 250 0 ^DF(2,17) 17 0 207 250 0 ^DF(2,18) 18 0 207 250 0 ^DF(2,19) 19 0 207 250 0 ^DF(2,20) 20 0 207 250 0 ^DF(2,21) 21 0 207 250 0 ^DF(2,22) 22 0 207 250 0 ^DF(2,23) 23 0 207 250 0 ^DF(2,24) 24 0 207 250 0 ^DF(2,25) 25 0 207 250 0 ^DF(2,26) 26 0 207 250 0 ^DF(2,27) 27 0 207 250 0 ^DF(2,28) 28 0 207 250 0 ^DF(2,29) 29 0 207 250 0 ^DF(2,30) 30 0 207 250 0 ^DF(2,31) 31 0 207 250 0 ^DF(2,32) 32 0 207 250 0 ^DF(2,33) 33 0 207 250 0 ^DF(2,34) 34 0 207 250 0 ^DF(2,35) 35 0 207 250 0 ^DF(2,36) 36 0 207 250 0 ^DF(2,37) 37 0 207 250 0 ^DF(2,38) 38 0 207 250 0 ^DF(2,39) 39 0 207 250 0 ^DF(2,40) 40 0 207 250 0 ^DF(2,41) 44 1 121 89 0 ^DF(2,42) 42 0 207 250 0 ^DF(2,43) 36 2 207 250 0 ^DF(2,44) 44 0 207 250 0 ^DF(2,45) 36 3 207 250 0 ^DF(2,46) 46 2 207 250 0 ^DF(2,47) 41 4 207 250 0 ^DF(2,48) 43 5 207 250 0 ^DF(2,49) 49 0 207 250 0 ^DF(2,50) 50 0 207 250 0 ^DF(2,51) 51 0 207 250 0 ^DF(2,52) 38 7 207 250 0 ^DF(2,53) 45 8 207 250 0 ^DF(2,54) 56 9 49 33 0 ^DF(2,55) 47 9 207 250 0 ^DF(2,56) 48 10 207 250 0 ^DF(2,57) 51 10 121 89 0 ^DF(2,58) 58 0 207 250 0 ^DF(2,59) 46 11 121 89 0 ^DF(2,60) 49 12 121 89 0 ^DF(2,61) 61 0 207 250 0 ^DF(2,62) 52 13 121 89 0 ^DF(2,63) 63 0 207 250 0 ^DF(2,64) 64 0 207 250 0 ^DF(2,65) 65 0 207 250 0 ^DF(2,66) 66 0 207 250 0 ^DF(2,67) 67 0 207 250 0 ^DF(2,68) 68 0 207 250 0 ^DF(2,69) 69 0 207 250 0 ^DF(2,70) 70 0 207 250 0 ^DF(2,71) 71 0 207 250 0 ^DF(2,72) 72 0 207 250 0 ^DF(2,73) 73 0 207 250 0 ^DF(2,74) 74 0 207 250 0 ^DF(2,75) 75 0 207 250 0 ^DF(2,76) 76 0 207 250 0 ^DF(2,77) 77 0 207 250 0 ^DF(2,78) 78 0 207 250 0 ^DF(2,79) 79 0 207 250 0 ^DF(2,80) 80 0 207 250 0 ^DF(2,81) 81 0 207 250 0 ^DF(2,82) 82 0 207 250 0 ^DF(2,83) 83 0 207 250 0 ^DF(2,84) 84 0 207 250 0 ^DF(2,85) 85 0 207 250 0 ^DF(2,86) 86 0 207 250 0 ^DF(2,87) 87 0 207 250 0 ^DF(2,88) 88 0 207 250 0 ^DF(2,89) 89 0 207 250 0 ^DF(2,90) 90 0 207 250 0 ^DF(2,91) 91 0 207 250 0 ^DF(2,92) 92 0 207 250 0 ^DF(2,93) 93 0 207 250 0 ^DF(2,94) 94 0 207 250 0 ^DF(2,95) 95 0 207 250 0 ^DF(2,96) 96 0 207 250 0 ^DF(2,97) 97 0 207 250 0 ^DF(2,98) 98 0 207 250 0 ^DF(2,99) 99 0 207 250 0 ^DF(2,100) 100 0 207 250 0 ^DF(2,101) 101 0 207 250 0 ^DF(2,102) 102 0 207 250 0 ^DF(2,103) 103 0 207 250 0 ^DF(2,104) 104 0 207 250 0 ^DF(2,105) 105 0 207 250 0 ^DF(2,106) 106 0 207 250 0 ^DF(2,107) 107 0 207 250 0 ^DF(2,108) 108 0 207 250 0 ^DF(2,109) 109 0 207 250 0 ^DF(2,110) 110 0 207 250 0 ^DF(2,111) 111 0 207 250 0 ^DF(2,112) 112 0 207 250 0 ^DF(2,113) 113 0 207 250 0 ^DF(2,114) 114 0 207 250 0 ^DF(2,115) 115 0 207 250 0 ^DF(2,116) 116 0 207 250 0 ^DF(2,117) 117 0 207 250 0 ^DF(2,118) 118 0 207 250 0 ^DF(2,119) 119 0 207 250 0 ^DF(2,120) 120 0 207 250 0 ^DF(2,121) 121 0 207 250 0 ^DF(2,122) 122 0 207 250 0 ^DF(2,123) 123 0 207 250 0 ^DF(2,124) 124 0 207 250 0 ^DF(2,125) 125 0 207 250 0 ^DF(2,126) 126 0 207 250 0 ^DF(2,127) 127 0 207 250 0 ^DF(3,0) 0 0 207 250 0 ^DF(3,1) 1 0 207 250 0 ^DF(3,2) 2 0 207 250 0 ^DF(3,3) 3 0 207 250 0 ^DF(3,4) 4 0 207 250 0 ^DF(3,5) 5 0 207 250 0 ^DF(3,6) 6 0 207 250 0 ^DF(3,7) 7 0 207 250 0 ^DF(3,8) 8 0 207 250 0 ^DF(3,9) 9 0 207 250 0 ^DF(3,10) 10 0 207 250 0 ^DF(3,11) 11 0 207 250 0 ^DF(3,12) 12 0 207 250 0 ^DF(3,13) 13 0 207 250 0 ^DF(3,14) 14 0 207 250 0 ^DF(3,15) 15 0 207 250 0 ^DF(3,16) 16 0 207 250 0 ^DF(3,17) 17 0 207 250 0 ^DF(3,18) 18 0 207 250 0 ^DF(3,19) 19 0 207 250 0 ^DF(3,20) 20 0 207 250 0 ^DF(3,21) 21 0 207 250 0 ^DF(3,22) 22 0 207 250 0 ^DF(3,23) 23 0 207 250 0 ^DF(3,24) 24 0 207 250 0 ^DF(3,25) 25 0 207 250 0 ^DF(3,26) 26 0 207 250 0 ^DF(3,27) 27 0 207 250 0 ^DF(3,28) 28 0 207 250 0 ^DF(3,29) 29 0 207 250 0 ^DF(3,30) 30 0 207 250 0 ^DF(3,31) 31 0 207 250 0 ^DF(3,32) 32 0 207 250 0 ^DF(3,33) 33 0 207 250 0 ^DF(3,34) 34 0 207 250 0 ^DF(3,35) 35 0 207 250 0 ^DF(3,36) 36 0 207 250 0 ^DF(3,37) 37 0 207 250 0 ^DF(3,38) 38 0 207 250 0 ^DF(3,39) 39 0 207 250 0 ^DF(3,40) 40 0 207 250 0 ^DF(3,41) 41 0 207 250 0 ^DF(3,42) 42 0 207 250 0 ^DF(3,43) 43 0 207 250 0 ^DF(3,44) 44 0 207 250 0 ^DF(3,45) 45 0 207 250 0 ^DF(3,46) 46 0 207 250 0 ^DF(3,47) 47 0 207 250 0 ^DF(3,48) 48 0 207 250 0 ^DF(3,49) 49 0 207 250 0 ^DF(3,50) 50 0 207 250 0 ^DF(3,51) 51 0 207 250 0 ^DF(3,52) 52 0 207 250 0 ^DF(3,53) 53 0 207 250 0 ^DF(3,54) 54 0 207 250 0 ^DF(3,55) 55 0 207 250 0 ^DF(3,56) 56 0 207 250 0 ^DF(3,57) 57 0 207 250 0 ^DF(3,58) 58 0 207 250 0 ^DF(3,59) 59 0 207 250 0 ^DF(3,60) 60 0 207 250 0 ^DF(3,61) 61 0 207 250 0 ^DF(3,62) 62 1 121 89 0 ^DF(3,63) 63 0 207 250 0 ^DF(3,64) 64 2 207 250 0 ^DF(3,65) 65 3 207 250 0 ^DF(3,66) 66 0 207 250 0 ^DF(3,67) 67 4 207 250 0 ^DF(3,68) 68 0 207 250 0 ^DF(3,69) 69 0 207 250 0 ^DF(3,70) 70 0 207 250 0 ^DF(3,71) 71 0 207 250 0 ^DF(3,72) 72 7 207 207 0 ^DF(3,73) 73 8 121 89 0 ^DF(3,74) 74 8 207 250 0 ^DF(3,75) 75 9 49 33 0 ^DF(3,76) 76 9 207 207 0 ^DF(3,77) 77 10 207 207 0 ^DF(3,78) 78 10 121 89 0 ^DF(3,79) 79 11 121 89 0 ^DF(3,80) 80 0 207 250 0 ^DF(3,81) 81 12 121 89 0 ^DF(3,82) 82 0 207 250 0 ^DF(3,83) 83 13 121 89 0 ^DF(3,84) 84 0 207 250 0 ^DF(3,85) 85 0 207 250 0 ^DF(3,86) 86 0 207 250 0 ^DF(3,87) 87 0 207 250 0 ^DF(3,88) 88 0 207 250 0 ^DF(3,89) 89 0 207 250 0 ^DF(3,90) 90 0 207 250 0 ^DF(3,91) 91 0 207 250 0 ^DF(3,92) 92 0 207 250 0 ^DF(3,93) 93 0 207 250 0 ^DF(3,94) 94 0 207 250 0 ^DF(3,95) 95 0 207 250 0 ^DF(3,96) 96 0 207 250 0 ^DF(3,97) 97 0 207 250 0 ^DF(3,98) 98 0 207 250 0 ^DF(3,99) 99 0 207 250 0 ^DF(3,100) 100 0 207 250 0 ^DF(3,101) 101 0 207 250 0 ^DF(3,102) 102 0 207 250 0 ^DF(3,103) 103 0 207 250 0 ^DF(3,104) 104 0 207 250 0 ^DF(3,105) 105 0 207 250 0 ^DF(3,106) 106 0 207 250 0 ^DF(3,107) 107 0 207 250 0 ^DF(3,108) 108 0 207 250 0 ^DF(3,109) 109 0 207 250 0 ^DF(3,110) 110 0 207 250 0 ^DF(3,111) 111 0 207 250 0 ^DF(3,112) 112 0 207 250 0 ^DF(3,113) 113 0 207 250 0 ^DF(3,114) 114 0 207 250 0 ^DF(3,115) 115 0 207 250 0 ^DF(3,116) 116 0 207 250 0 ^DF(3,117) 117 0 207 250 0 ^DF(3,118) 118 0 207 250 0 ^DF(3,119) 119 0 207 250 0 ^DF(3,120) 120 0 207 250 0 ^DF(3,121) 121 0 207 250 0 ^DF(3,122) 122 0 207 250 0 ^DF(3,123) 123 0 207 250 0 ^DF(3,124) 124 0 207 250 0 ^DF(3,125) 125 0 207 250 0 ^DF(3,126) 126 0 207 250 0 ^DF(3,127) 127 0 207 250 0 ^DF(4,0) 0 0 207 250 0 ^DF(4,1) 1 0 207 250 0 ^DF(4,2) 2 0 207 250 0 ^DF(4,3) 3 0 207 250 0 ^DF(4,4) 4 0 207 250 0 ^DF(4,5) 5 0 207 250 0 ^DF(4,6) 6 0 207 250 0 ^DF(4,7) 7 0 207 250 0 ^DF(4,8) 8 0 207 250 0 ^DF(4,9) 9 0 207 250 0 ^DF(4,10) 10 0 207 250 0 ^DF(4,11) 11 0 207 250 0 ^DF(4,12) 12 0 207 250 0 ^DF(4,13) 13 0 207 250 0 ^DF(4,14) 14 0 207 250 0 ^DF(4,15) 15 0 207 250 0 ^DF(4,16) 16 0 207 250 0 ^DF(4,17) 17 0 207 250 0 ^DF(4,18) 18 0 207 250 0 ^DF(4,19) 19 0 207 250 0 ^DF(4,20) 20 0 207 250 0 ^DF(4,21) 21 0 207 250 0 ^DF(4,22) 22 0 207 250 0 ^DF(4,23) 23 0 207 250 0 ^DF(4,24) 24 0 207 250 0 ^DF(4,25) 25 0 207 250 0 ^DF(4,26) 26 0 207 250 0 ^DF(4,27) 27 0 207 250 0 ^DF(4,28) 28 0 207 250 0 ^DF(4,29) 29 0 207 250 0 ^DF(4,30) 30 0 207 250 0 ^DF(4,31) 31 0 207 250 0 ^DF(4,32) 32 0 207 250 0 ^DF(4,33) 33 0 207 250 0 ^DF(4,34) 34 0 207 250 0 ^DF(4,35) 35 0 207 250 0 ^DF(4,36) 36 0 207 250 0 ^DF(4,37) 37 0 207 250 0 ^DF(4,38) 38 0 207 250 0 ^DF(4,39) 39 0 207 250 0 ^DF(4,40) 40 0 207 250 0 ^DF(4,41) 41 0 207 250 0 ^DF(4,42) 42 0 207 250 0 ^DF(4,43) 43 0 207 250 0 ^DF(4,44) 44 0 207 250 0 ^DF(4,45) 45 0 207 250 0 ^DF(4,46) 46 0 207 250 0 ^DF(4,47) 47 0 207 250 0 ^DF(4,48) 48 0 207 250 0 ^DF(4,49) 49 0 207 250 0 ^DF(4,50) 50 0 207 250 0 ^DF(4,51) 51 0 207 250 0 ^DF(4,52) 52 0 207 250 0 ^DF(4,53) 53 0 207 250 0 ^DF(4,54) 54 0 207 250 0 ^DF(4,55) 55 0 207 250 0 ^DF(4,56) 56 0 207 250 0 ^DF(4,57) 57 0 207 250 0 ^DF(4,58) 58 0 207 250 0 ^DF(4,59) 59 0 207 250 0 ^DF(4,60) 60 0 207 250 0 ^DF(4,61) 61 0 207 250 0 ^DF(4,62) 44 1 121 89 0 ^DF(4,63) 63 0 207 250 0 ^DF(4,64) 36 2 207 250 0 ^DF(4,65) 36 3 207 207 0 ^DF(4,66) 66 0 207 250 0 ^DF(4,67) 41 4 207 250 0 ^DF(4,68) 68 0 207 250 0 ^DF(4,69) 43 5 207 250 0 ^DF(4,70) 70 7 207 250 0 ^DF(4,71) 71 7 207 250 0 ^DF(4,72) 38 7 207 207 0 ^DF(4,73) 73 8 207 250 0 ^DF(4,74) 46 8 207 207 0 ^DF(4,75) 56 9 49 33 0 ^DF(4,76) 48 9 207 207 0 ^DF(4,77) 50 10 207 207 0 ^DF(4,78) 51 10 121 89 0 ^DF(4,79) 42 11 121 89 0 ^DF(4,80) 80 11 207 250 0 ^DF(4,81) 49 12 121 89 0 ^DF(4,82) 82 11 207 250 0 ^DF(4,83) 52 13 121 89 0 ^DF(4,84) 84 12 207 250 0 ^DF(4,85) 85 0 207 250 0 ^DF(4,86) 86 0 207 250 0 ^DF(4,87) 87 0 207 250 0 ^DF(4,88) 88 0 207 250 0 ^DF(4,89) 89 0 207 250 0 ^DF(4,90) 90 0 207 250 0 ^DF(4,91) 91 0 207 250 0 ^DF(4,92) 92 0 207 250 0 ^DF(4,93) 93 0 207 250 0 ^DF(4,94) 94 0 207 250 0 ^DF(4,95) 95 0 207 250 0 ^DF(4,96) 96 0 207 250 0 ^DF(4,97) 97 0 207 250 0 ^DF(4,98) 98 0 207 250 0 ^DF(4,99) 99 0 207 250 0 ^DF(4,100) 100 0 207 250 0 ^DF(4,101) 101 0 207 250 0 ^DF(4,102) 102 0 207 250 0 ^DF(4,103) 103 0 207 250 0 ^DF(4,104) 104 0 207 250 0 ^DF(4,105) 105 0 207 250 0 ^DF(4,106) 106 0 207 250 0 ^DF(4,107) 107 0 207 250 0 ^DF(4,108) 108 0 207 250 0 ^DF(4,109) 109 0 207 250 0 ^DF(4,110) 110 0 207 250 0 ^DF(4,111) 111 0 207 250 0 ^DF(4,112) 112 0 207 250 0 ^DF(4,113) 113 0 207 250 0 ^DF(4,114) 114 0 207 250 0 ^DF(4,115) 115 0 207 250 0 ^DF(4,116) 116 0 207 250 0 ^DF(4,117) 117 0 207 250 0 ^DF(4,118) 118 0 207 250 0 ^DF(4,119) 119 0 207 250 0 ^DF(4,120) 120 0 207 250 0 ^DF(4,121) 121 0 207 250 0 ^DF(4,122) 122 0 207 250 0 ^DF(4,123) 123 0 207 250 0 ^DF(4,124) 124 0 207 250 0 ^DF(4,125) 125 0 207 250 0 ^DF(4,126) 126 0 207 250 0 ^DF(4,127) 127 0 207 250 0 ^DF(5,0) 0 0 207 250 0 ^DF(5,1) 1 0 207 250 0 ^DF(5,2) 2 0 207 250 0 ^DF(5,3) 3 0 207 250 0 ^DF(5,4) 4 0 207 250 0 ^DF(5,5) 5 0 207 250 0 ^DF(5,6) 6 0 207 250 0 ^DF(5,7) 7 0 207 250 0 ^DF(5,8) 8 0 207 250 0 ^DF(5,9) 9 0 207 250 0 ^DF(5,10) 10 0 207 250 0 ^DF(5,11) 11 0 207 250 0 ^DF(5,12) 12 0 207 250 0 ^DF(5,13) 13 0 207 250 0 ^DF(5,14) 14 0 207 250 0 ^DF(5,15) 15 0 207 250 0 ^DF(5,16) 16 0 207 250 0 ^DF(5,17) 17 0 207 250 0 ^DF(5,18) 18 0 207 250 0 ^DF(5,19) 19 0 207 250 0 ^DF(5,20) 20 0 207 250 0 ^DF(5,21) 21 0 207 250 0 ^DF(5,22) 22 0 207 250 0 ^DF(5,23) 23 0 207 250 0 ^DF(5,24) 24 0 207 250 0 ^DF(5,25) 25 0 207 250 0 ^DF(5,26) 26 0 207 250 0 ^DF(5,27) 27 0 207 250 0 ^DF(5,28) 28 0 207 250 0 ^DF(5,29) 29 0 207 250 0 ^DF(5,30) 30 0 207 250 0 ^DF(5,31) 31 0 207 250 0 ^DF(5,32) 32 0 207 250 0 ^DF(5,33) 33 0 207 250 0 ^DF(5,34) 34 0 207 250 0 ^DF(5,35) 35 2 207 250 0 ^DF(5,36) 36 3 207 250 0 ^DF(5,37) 37 7 207 250 0 ^DF(5,38) 38 7 207 250 0 ^DF(5,39) 39 0 207 250 0 ^DF(5,40) 40 7 207 250 0 ^DF(5,41) 41 4 207 250 0 ^DF(5,42) 42 11 121 89 0 ^DF(5,43) 43 5 207 250 0 ^DF(5,44) 44 1 121 89 0 ^DF(5,45) 45 8 207 250 0 ^DF(5,46) 46 11 121 89 0 ^DF(5,47) 47 9 207 250 0 ^DF(5,48) 48 10 207 250 0 ^DF(5,49) 49 12 121 89 0 ^DF(5,50) 50 10 207 250 0 ^DF(5,51) 51 10 121 89 0 ^DF(5,52) 52 13 121 89 0 ^DF(5,53) 53 10 116 84 0 ^DF(5,54) 54 0 207 250 0 ^DF(5,55) 55 13 121 89 0 ^DF(5,56) 56 9 49 33 0 ^DF(5,57) 57 13 121 89 0 ^DF(5,58) 58 0 207 250 0 ^DF(5,59) 59 8 121 89 0 ^DF(5,60) 60 0 207 250 0 ^DF(5,61) 61 0 207 250 0 ^DF(5,62) 62 0 207 250 0 ^DF(5,63) 63 0 207 250 0 ^DF(5,64) 64 0 207 250 0 ^DF(5,65) 65 0 207 250 0 ^DF(5,66) 66 0 207 250 0 ^DF(5,67) 67 0 207 250 0 ^DF(5,68) 68 0 207 250 0 ^DF(5,69) 69 0 207 250 0 ^DF(5,70) 70 0 207 250 0 ^DF(5,71) 71 0 207 250 0 ^DF(5,72) 72 0 207 250 0 ^DF(5,73) 73 0 207 250 0 ^DF(5,74) 74 0 207 250 0 ^DF(5,75) 75 0 207 250 0 ^DF(5,76) 76 0 207 250 0 ^DF(5,77) 77 0 207 250 0 ^DF(5,78) 78 0 207 250 0 ^DF(5,79) 79 0 207 250 0 ^DF(5,80) 80 0 207 250 0 ^DF(5,81) 81 0 207 250 0 ^DF(5,82) 82 0 207 250 0 ^DF(5,83) 83 0 207 250 0 ^DF(5,84) 84 0 207 250 0 ^DF(5,85) 85 0 207 250 0 ^DF(5,86) 86 0 207 250 0 ^DF(5,87) 87 0 207 250 0 ^DF(5,88) 88 0 207 250 0 ^DF(5,89) 89 0 207 250 0 ^DF(5,90) 90 0 207 250 0 ^DF(5,91) 91 0 207 250 0 ^DF(5,92) 92 0 207 250 0 ^DF(5,93) 93 0 207 250 0 ^DF(5,94) 94 0 207 250 0 ^DF(5,95) 95 0 207 250 0 ^DF(5,96) 96 0 207 250 0 ^DF(5,97) 97 0 207 250 0 ^DF(5,98) 98 0 207 250 0 ^DF(5,99) 99 0 207 250 0 ^DF(5,100) 100 0 207 250 0 ^DF(5,101) 101 0 207 250 0 ^DF(5,102) 102 0 207 250 0 ^DF(5,103) 103 0 207 250 0 ^DF(5,104) 104 0 207 250 0 ^DF(5,105) 105 0 207 250 0 ^DF(5,106) 106 0 207 250 0 ^DF(5,107) 107 0 207 250 0 ^DF(5,108) 108 0 207 250 0 ^DF(5,109) 109 0 207 250 0 ^DF(5,110) 110 0 207 250 0 ^DF(5,111) 111 0 207 250 0 ^DF(5,112) 112 0 207 250 0 ^DF(5,113) 113 0 207 250 0 ^DF(5,114) 114 0 207 250 0 ^DF(5,115) 115 0 207 250 0 ^DF(5,116) 116 0 207 250 0 ^DF(5,117) 117 0 207 250 0 ^DF(5,118) 118 0 207 250 0 ^DF(5,119) 119 0 207 250 0 ^DF(5,120) 120 0 207 250 0 ^DF(5,121) 121 0 207 250 0 ^DF(5,122) 122 0 207 250 0 ^DF(5,123) 123 0 207 250 0 ^DF(5,124) 124 0 207 250 0 ^DF(5,125) 125 0 207 250 0 ^DF(5,126) 126 0 207 250 0 ^DF(5,127) 127 0 207 250 0 ^DN(1,41) "Hi-Hat Foo" ^DN(1,41) "t" ^DN(1,43) "Bass 2" ^DN(1,45) "Bass" ^DN(1,47) "Tom 5 (flo" ^DN(1,47) "or low)" ^DN(1,48) "Tom 4 (flo" ^DN(1,48) "or high)" ^DN(1,52) "Snare" ^DN(1,53) "Tom 3 (low" ^DN(1,53) ")" ^DN(1,54) "Cowbell" ^DN(1,55) "Tom 2 (mid" ^DN(1,55) ")" ^DN(1,56) "Tom 1 (hig" ^DN(1,56) "h)" ^DN(1,57) "Ride" ^DN(1,59) "Hi-Hat Han" ^DN(1,59) "d" ^DN(1,60) "Crash" ^DN(1,62) "China" ^DN(2,41) "Hi-Hat Foo" ^DN(2,41) "t" ^DN(2,43) "Bass 2" ^DN(2,45) "Bass" ^DN(2,47) "Tom 5 (Flo" ^DN(2,47) "or, low)" ^DN(2,48) "Tom 4 (Flo" ^DN(2,48) "or high)" ^DN(2,52) "Snare" ^DN(2,53) "Tom 3 (low" ^DN(2,53) ")" ^DN(2,54) "Cowbell" ^DN(2,55) "Tom 2 (low" ^DN(2,55) " mid)" ^DN(2,56) "Tom 1 (hig" ^DN(2,56) "h mid)" ^DN(2,57) "Ride" ^DN(2,59) "Hi-Hat Han" ^DN(2,59) "d" ^DN(2,60) "Crash" ^DN(2,62) "China" ^DN(3,62) "Hi-Hat Foo" ^DN(3,62) "t" ^DN(3,64) "Bass 2" ^DN(3,65) "Bass 1" ^DN(3,67) "Tom 5 (flo" ^DN(3,67) "or low)" ^DN(3,69) "Tom 4 (flo" ^DN(3,69) "or high)" ^DN(3,72) "Snare" ^DN(3,73) "Ride 2" ^DN(3,74) "Tom (low)" ^DN(3,75) "Cowbell" ^DN(3,76) "Tom (mid)" ^DN(3,77) "Tom (high)" ^DN(3,78) "Ride 1" ^DN(3,79) "Hi-Hat Han" ^DN(3,79) "d" ^DN(3,81) "Crash" ^DN(3,83) "China" ^DN(4,62) "Hi-Hat Foo" ^DN(4,62) "t" ^DN(4,64) "Bass 2" ^DN(4,65) "Bass" ^DN(4,67) "Tom 5 (flo" ^DN(4,67) "or low)" ^DN(4,69) "Tom 4 (flo" ^DN(4,69) "or high)" ^DN(4,72) "Snare" ^DN(4,74) "Tom 3 (low" ^DN(4,74) ")" ^DN(4,75) "Cowbell" ^DN(4,76) "Tom 2 (mid" ^DN(4,76) ")" ^DN(4,77) "Tom 1 (hig" ^DN(4,77) "h mid)" ^DN(4,78) "Ride" ^DN(4,79) "Hi-Hat Han" ^DN(4,79) "d" ^DN(4,81) "Crash" ^DN(4,83) "China" ^DN(5,35) "Acoustic B" ^DN(5,35) "ass Drum" ^DN(5,36) "Bass Drum" ^DN(5,37) "Side Stick" ^DN(5,38) "Snare (Aco" ^DN(5,38) "ustic)" ^DN(5,39) "Hand Clap" ^DN(5,40) "Snare (Ele" ^DN(5,40) "ctric)" ^DN(5,41) "Tom 5 (low" ^DN(5,41) " floor)" ^DN(5,42) "Hi-Hat Clo" ^DN(5,42) "sed" ^DN(5,43) "Tom 4 (hig" ^DN(5,43) "h floor)" ^DN(5,44) "H. H. Peda" ^DN(5,44) "l" ^DN(5,45) "Tom 3 Low" ^DN(5,46) "H.H. Open" ^DN(5,47) "Tom 2 (low" ^DN(5,47) " mid)" ^DN(5,48) "Tom 1 (hig" ^DN(5,48) "h mid)" ^DN(5,49) "Crash 1" ^DN(5,50) "Tom (high)" ^DN(5,51) "Ride" ^DN(5,52) "China" ^DN(5,53) "Ride (Bell" ^DN(5,53) ")" ^DN(5,54) "Tambourine" ^DN(5,55) "Splash" ^DN(5,56) "Cowbell" ^DN(5,57) "Crash 2" ^DN(5,58) "Vibraslap" ^DN(5,59) "Ride 2" ^DN(5,60) "Hi Bongo" ^DN(5,61) "Lo Bongo" ^DN(5,62) "Hi Conga M" ^DN(5,62) "uted" ^DN(5,63) "Hi Conga O" ^DN(5,63) "pen" ^DN(5,64) "Conga Low" ^DN(5,65) "Hi Timbale" ^DN(5,66) "Lo Timbale" ^DN(5,67) "Hi Agogo" ^DN(5,68) "Lo Agogo" ^DN(5,69) "Cabasa" ^DN(5,70) "Maracas" ^DN(5,71) "Short Whis" ^DN(5,71) "tle " ^DN(5,72) "Long Whist" ^DN(5,72) "le" ^DN(5,73) "Short Guir" ^DN(5,73) "o" ^DN(5,74) "Long Guiro" ^DN(5,75) "Claves" ^DN(5,76) "Hi Wood Bl" ^DN(5,76) "ock" ^DN(5,77) "Lo Wood Bl" ^DN(5,77) "ock" ^DN(5,78) "Mute Cuica" ^DN(5,79) "Open Cuica" ^DN(5,80) "Mute Trian" ^DN(5,80) "gle" ^DN(5,81) "Open Trian" ^DN(5,81) "gle" ^Ex(0,20) 1 0 0 0 0 ^Ex(0,21) 1 0 0 0 0 ^Ex(0,22) 2 0 0 0 0 ^Ex(0,23) 2 0 0 0 0 ^Ex(0,29) 3 0 0 0 0 ^Ex(0,30) 3 0 0 0 0 ^Ex(0,37) 4 0 0 0 0 ^Ex(0,38) 4 0 0 0 0 ^Ex(0,39) 5 0 0 0 0 ^Ex(0,40) 5 0 0 0 0 ^Ex(0,45) 6 0 0 0 0 ^Ex(0,47) 6 0 0 0 0 ^GF(1,1) 0 0 75 1 0 ^GF(1,1) 0 0 0 0 0 ^GF(1,2) 0 0 75 2 0 ^GF(1,2) 0 0 0 0 0 ^GF(1,3) 0 0 75 3 0 ^GF(1,3) 0 0 0 0 0 ^GF(1,4) 0 0 75 4 0 ^GF(1,4) 0 0 0 0 0 ^GF(1,5) 0 0 75 5 0 ^GF(1,5) 0 0 0 0 0 ^GF(1,6) 0 0 75 6 0 ^GF(1,6) 0 0 0 0 0 ^GF(1,7) 0 0 75 7 0 ^GF(1,7) 0 0 0 0 0 ^GF(1,8) 0 0 75 8 0 ^GF(1,8) 0 0 0 0 0 ^GF(1,9) 0 0 75 9 0 ^GF(1,9) 0 0 0 0 0 ^GF(1,10) 0 0 75 10 0 ^GF(1,10) 0 0 0 0 0 ^GF(1,11) 0 0 75 11 0 ^GF(1,11) 0 0 0 0 0 ^GF(1,12) 0 0 75 12 0 ^GF(1,12) 0 0 0 0 0 ^GF(1,13) 0 0 75 13 0 ^GF(1,13) 0 0 0 0 0 ^GF(1,14) 0 0 75 14 0 ^GF(1,14) 0 0 0 0 0 ^GF(1,15) 0 0 75 15 0 ^GF(1,15) 0 0 0 0 0 ^GT(60,0) 1 60 64 67 0 0 0 0 0 ^GT(60,0) 2 60 63 67 0 0 0 0 0 ^GT(60,0) 3 60 64 68 0 0 0 0 0 ^GT(60,0) 4 60 64 67 70 0 0 0 0 ^GT(60,0) 5 60 64 67 71 0 0 0 0 ^GT(60,0) 6 60 63 67 70 0 0 0 0 ^GT(60,0) 7 60 63 66 69 0 0 0 0 ^GT(60,0) 8 60 64 68 70 0 0 0 0 ^GT(60,0) 9 60 64 67 69 0 0 0 0 ^GT(60,0) 10 60 62 64 67 70 0 0 0 ^GT(60,0) 11 60 65 67 0 0 0 0 0 ^GT(60,0) 12 60 65 67 70 0 0 0 0 ^GT(60,0) 13 60 63 67 69 0 0 0 0 ^GT(60,0) 14 60 62 64 67 0 0 0 0 ^GT(60,0) 15 60 63 66 70 0 0 0 0 ^GT(60,0) 16 60 63 64 66 70 0 0 0 ^GT(61,0) 17 61 65 68 0 0 0 0 0 ^GT(61,0) 18 61 64 68 0 0 0 0 0 ^GT(61,0) 19 61 65 69 0 0 0 0 0 ^GT(61,0) 20 61 65 68 71 0 0 0 0 ^GT(61,0) 21 60 61 65 68 0 0 0 0 ^GT(61,0) 22 61 64 68 71 0 0 0 0 ^GT(61,0) 23 61 64 67 70 0 0 0 0 ^GT(61,0) 24 61 65 69 71 0 0 0 0 ^GT(61,0) 25 61 65 68 70 0 0 0 0 ^GT(61,0) 26 61 63 65 68 71 0 0 0 ^GT(61,0) 27 61 66 68 0 0 0 0 0 ^GT(61,0) 28 61 66 68 71 0 0 0 0 ^GT(61,0) 29 61 64 68 70 0 0 0 0 ^GT(61,0) 30 61 63 65 68 0 0 0 0 ^GT(61,0) 31 61 64 67 71 0 0 0 0 ^GT(61,0) 32 61 64 65 67 71 0 0 0 ^GT(62,0) 33 62 66 69 0 0 0 0 0 ^GT(62,0) 34 62 65 69 0 0 0 0 0 ^GT(62,0) 35 62 66 70 0 0 0 0 0 ^GT(62,0) 36 60 62 66 69 0 0 0 0 ^GT(62,0) 37 61 62 66 69 0 0 0 0 ^GT(62,0) 38 60 62 65 69 0 0 0 0 ^GT(62,0) 39 62 65 68 71 0 0 0 0 ^GT(62,0) 40 60 62 66 70 0 0 0 0 ^GT(62,0) 41 62 66 69 71 0 0 0 0 ^GT(62,0) 42 60 62 64 66 69 0 0 0 ^GT(62,0) 43 62 67 69 0 0 0 0 0 ^GT(62,0) 44 60 62 67 69 0 0 0 0 ^GT(62,0) 45 62 65 69 71 0 0 0 0 ^GT(62,0) 46 62 64 66 69 0 0 0 0 ^GT(62,0) 47 60 62 65 68 0 0 0 0 ^GT(62,0) 48 60 62 65 66 68 0 0 0 ^GT(63,0) 49 63 67 70 0 0 0 0 0 ^GT(63,0) 50 63 66 70 0 0 0 0 0 ^GT(63,0) 51 63 67 71 0 0 0 0 0 ^GT(63,0) 52 61 63 67 70 0 0 0 0 ^GT(63,0) 53 62 63 67 70 0 0 0 0 ^GT(63,0) 54 61 63 66 70 0 0 0 0 ^GT(63,0) 55 60 63 66 69 0 0 0 0 ^GT(63,0) 56 61 63 67 71 0 0 0 0 ^GT(63,0) 57 60 63 67 70 0 0 0 0 ^GT(63,0) 58 61 63 65 67 70 0 0 0 ^GT(63,0) 59 63 68 70 0 0 0 0 0 ^GT(63,0) 60 61 63 68 70 0 0 0 0 ^GT(63,0) 61 60 63 66 70 0 0 0 0 ^GT(63,0) 62 63 65 67 70 0 0 0 0 ^GT(63,0) 63 61 63 66 69 0 0 0 0 ^GT(63,0) 64 61 63 66 67 69 0 0 0 ^GT(64,0) 65 64 68 71 0 0 0 0 0 ^GT(64,0) 66 64 67 71 0 0 0 0 0 ^GT(64,0) 67 60 64 68 0 0 0 0 0 ^GT(64,0) 68 62 64 68 71 0 0 0 0 ^GT(64,0) 69 63 64 68 71 0 0 0 0 ^GT(64,0) 70 62 64 67 71 0 0 0 0 ^GT(64,0) 71 61 64 67 70 0 0 0 0 ^GT(64,0) 72 60 62 64 68 0 0 0 0 ^GT(64,0) 73 61 64 68 71 0 0 0 0 ^GT(64,0) 74 62 64 66 68 71 0 0 0 ^GT(64,0) 75 64 69 71 0 0 0 0 0 ^GT(64,0) 76 62 64 69 71 0 0 0 0 ^GT(64,0) 77 61 64 67 71 0 0 0 0 ^GT(64,0) 78 64 66 68 71 0 0 0 0 ^GT(64,0) 79 62 64 67 70 0 0 0 0 ^GT(64,0) 80 62 64 67 68 70 0 0 0 ^GT(65,0) 81 60 65 69 0 0 0 0 0 ^GT(65,0) 82 60 65 68 0 0 0 0 0 ^GT(65,0) 83 61 65 69 0 0 0 0 0 ^GT(65,0) 84 60 63 65 69 0 0 0 0 ^GT(65,0) 85 60 64 65 69 0 0 0 0 ^GT(65,0) 86 60 63 65 68 0 0 0 0 ^GT(65,0) 87 62 65 68 71 0 0 0 0 ^GT(65,0) 88 61 63 65 69 0 0 0 0 ^GT(65,0) 89 60 62 65 69 0 0 0 0 ^GT(65,0) 90 60 63 65 67 69 0 0 0 ^GT(65,0) 91 60 65 70 0 0 0 0 0 ^GT(65,0) 92 60 63 65 70 0 0 0 0 ^GT(65,0) 93 60 62 65 68 0 0 0 0 ^GT(65,0) 94 60 65 67 69 0 0 0 0 ^GT(65,0) 95 63 65 68 71 0 0 0 0 ^GT(65,0) 96 63 65 68 69 71 0 0 0 ^GT(66,0) 97 61 66 70 0 0 0 0 0 ^GT(66,0) 98 61 66 69 0 0 0 0 0 ^GT(66,0) 99 62 66 70 0 0 0 0 0 ^GT(66,0) 100 61 64 66 70 0 0 0 0 ^GT(66,0) 101 61 65 66 70 0 0 0 0 ^GT(66,0) 102 61 64 66 69 0 0 0 0 ^GT(66,0) 103 60 63 66 69 0 0 0 0 ^GT(66,0) 104 62 64 66 70 0 0 0 0 ^GT(66,0) 105 61 63 66 70 0 0 0 0 ^GT(66,0) 106 61 64 66 68 70 0 0 0 ^GT(66,0) 107 61 66 71 0 0 0 0 0 ^GT(66,0) 108 61 64 66 71 0 0 0 0 ^GT(66,0) 109 61 63 66 69 0 0 0 0 ^GT(66,0) 110 61 66 68 70 0 0 0 0 ^GT(66,0) 111 60 64 66 69 0 0 0 0 ^GT(66,0) 112 60 64 66 69 70 0 0 0 ^GT(67,0) 113 62 67 71 0 0 0 0 0 ^GT(67,0) 114 62 67 70 0 0 0 0 0 ^GT(67,0) 115 63 67 71 0 0 0 0 0 ^GT(67,0) 116 62 65 67 71 0 0 0 0 ^GT(67,0) 117 62 66 67 71 0 0 0 0 ^GT(67,0) 118 62 65 67 70 0 0 0 0 ^GT(67,0) 119 61 64 67 70 0 0 0 0 ^GT(67,0) 120 63 65 67 71 0 0 0 0 ^GT(67,0) 121 62 64 67 71 0 0 0 0 ^GT(67,0) 122 62 65 67 69 71 0 0 0 ^GT(67,0) 123 60 62 67 0 0 0 0 0 ^GT(67,0) 124 60 62 65 67 0 0 0 0 ^GT(67,0) 125 62 64 67 70 0 0 0 0 ^GT(67,0) 126 62 67 69 71 0 0 0 0 ^GT(67,0) 127 61 65 67 70 0 0 0 0 ^GT(67,0) 128 61 65 67 70 71 0 0 0 ^GT(68,0) 129 60 63 68 0 0 0 0 0 ^GT(68,0) 130 63 68 71 0 0 0 0 0 ^GT(68,0) 131 60 64 68 0 0 0 0 0 ^GT(68,0) 132 60 63 66 68 0 0 0 0 ^GT(68,0) 133 60 63 67 68 0 0 0 0 ^GT(68,0) 134 63 66 68 71 0 0 0 0 ^GT(68,0) 135 62 65 68 71 0 0 0 0 ^GT(68,0) 136 60 64 66 68 0 0 0 0 ^GT(68,0) 137 60 63 65 68 0 0 0 0 ^GT(68,0) 138 60 63 66 68 70 0 0 0 ^GT(68,0) 139 61 63 68 0 0 0 0 0 ^GT(68,0) 140 61 63 66 68 0 0 0 0 ^GT(68,0) 141 63 65 68 71 0 0 0 0 ^GT(68,0) 142 60 63 68 70 0 0 0 0 ^GT(68,0) 143 62 66 68 71 0 0 0 0 ^GT(68,0) 144 60 62 66 68 71 0 0 0 ^GT(69,0) 145 61 64 69 0 0 0 0 0 ^GT(69,0) 146 60 64 69 0 0 0 0 0 ^GT(69,0) 147 61 65 69 0 0 0 0 0 ^GT(69,0) 148 61 64 67 69 0 0 0 0 ^GT(69,0) 149 61 64 68 69 0 0 0 0 ^GT(69,0) 150 60 64 67 69 0 0 0 0 ^GT(69,0) 151 60 63 66 69 0 0 0 0 ^GT(69,0) 152 61 65 67 69 0 0 0 0 ^GT(69,0) 153 61 64 66 69 0 0 0 0 ^GT(69,0) 154 61 64 67 69 71 0 0 0 ^GT(69,0) 155 62 64 69 0 0 0 0 0 ^GT(69,0) 156 62 64 67 69 0 0 0 0 ^GT(69,0) 157 60 64 66 69 0 0 0 0 ^GT(69,0) 158 61 64 69 71 0 0 0 0 ^GT(69,0) 159 60 63 67 69 0 0 0 0 ^GT(69,0) 160 60 61 63 67 69 0 0 0 ^GT(70,0) 161 62 65 70 0 0 0 0 0 ^GT(70,0) 162 61 65 70 0 0 0 0 0 ^GT(70,0) 163 62 66 70 0 0 0 0 0 ^GT(70,0) 164 62 65 68 70 0 0 0 0 ^GT(70,0) 165 62 65 69 70 0 0 0 0 ^GT(70,0) 166 61 65 68 70 0 0 0 0 ^GT(70,0) 167 61 64 67 70 0 0 0 0 ^GT(70,0) 168 62 66 68 70 0 0 0 0 ^GT(70,0) 169 62 65 67 70 0 0 0 0 ^GT(70,0) 170 60 62 65 68 70 0 0 0 ^GT(70,0) 171 63 65 70 0 0 0 0 0 ^GT(70,0) 172 63 65 68 70 0 0 0 0 ^GT(70,0) 173 61 65 67 70 0 0 0 0 ^GT(70,0) 174 60 62 65 70 0 0 0 0 ^GT(70,0) 175 61 64 68 70 0 0 0 0 ^GT(70,0) 176 61 62 64 68 70 0 0 0 ^GT(71,0) 177 63 66 71 0 0 0 0 0 ^GT(71,0) 178 62 66 71 0 0 0 0 0 ^GT(71,0) 179 63 67 71 0 0 0 0 0 ^GT(71,0) 180 63 66 69 71 0 0 0 0 ^GT(71,0) 181 63 66 70 71 0 0 0 0 ^GT(71,0) 182 62 66 69 71 0 0 0 0 ^GT(71,0) 183 62 65 68 71 0 0 0 0 ^GT(71,0) 184 63 67 69 71 0 0 0 0 ^GT(71,0) 185 63 66 68 71 0 0 0 0 ^GT(71,0) 186 61 63 66 69 71 0 0 0 ^GT(71,0) 187 64 66 71 0 0 0 0 0 ^GT(71,0) 188 64 66 69 71 0 0 0 0 ^GT(71,0) 189 62 66 68 71 0 0 0 0 ^GT(71,0) 190 61 63 66 71 0 0 0 0 ^GT(71,0) 191 62 65 69 71 0 0 0 0 ^GT(71,0) 192 62 63 65 69 71 0 0 0 ^XA(0,0) 144 0 0 0 ^XB(0,0) -144 0 0 0 ^fb(1,0) 4 2 1 5 0 ^fb(1,0) 8194 1 6146 1 0 ^fb(1,0) 4098 1 10240 2 0 ^fb(1,0) 2048 2 0 0 0 ^fb(1,1) 4 2 1 5 1 ^fb(1,1) 8195 1 6147 1 0 ^fb(1,1) 4099 1 2049 1 0 ^fb(1,1) 10241 1 0 0 0 ^fb(1,1) 0 261 0 0 0 ^fb(1,2) 4 2 1 5 1 ^fb(1,2) 10242 1 2050 1 0 ^fb(1,2) 8196 1 6148 1 0 ^fb(1,2) 4100 1 0 0 0 ^fb(1,2) 1 261 0 0 0 ^fb(1,3) 4 1 1 5 0 ^fb(1,3) 4097 1 8194 1 0 ^fb(1,3) 10243 1 6144 2 0 ^fb(1,3) 2048 2 0 0 0 ^fb(1,4) 4 1 1 5 1 ^fb(1,4) 4098 1 8195 1 0 ^fb(1,4) 10244 1 2049 1 0 ^fb(1,4) 6145 1 0 0 0 ^fb(1,4) 0 259 0 0 0 ^fb(1,5) 4 1 1 4 0 ^fb(1,5) 2050 1 4099 1 0 ^fb(1,5) 6146 1 8192 2 0 ^fb(1,6) 4 1 1 4 0 ^fb(1,6) 2051 1 4100 1 0 ^fb(1,6) 6147 1 8193 1 0 ^fb(1,7) 4 1 1 6 0 ^fb(1,7) 2048 2 4096 2 0 ^fb(1,7) 12288 2 6145 1 0 ^fb(1,7) 8194 1 10242 1 0 ^fb(1,8) 4 1 1 6 1 ^fb(1,8) 6146 1 8195 1 0 ^fb(1,8) 10243 1 2049 1 0 ^fb(1,8) 4097 1 12289 1 0 ^fb(1,8) 0 262 0 0 0 ^fb(1,9) 4 2 1 6 0 ^fb(1,9) 12290 1 10244 1 0 ^fb(1,9) 8196 1 6147 1 0 ^fb(1,9) 4098 1 2050 1 0 ^fb(1,10) 4 1 1 6 0 ^fb(1,10) 2051 1 10242 1 0 ^fb(1,10) 12291 1 8192 2 0 ^fb(1,10) 6144 2 4096 2 0 ^fb(1,11) 4 4 5 6 1 ^fb(1,11) 2049 1 4097 1 0 ^fb(1,11) 6146 1 8195 1 0 ^fb(1,11) 10243 1 12289 1 0 ^fb(1,11) 0 262 0 0 0 ^fb(1,16) 4 5 5 6 1 ^fb(1,16) 2049 1 4097 1 0 ^fb(1,16) 6146 1 8195 1 0 ^fb(1,16) 10243 1 12289 1 0 ^fb(1,16) 0 262 0 0 0 ^fb(1,17) 4 6 5 6 1 ^fb(1,17) 2049 1 4097 1 0 ^fb(1,17) 6146 1 8195 1 0 ^fb(1,17) 10243 1 12289 1 0 ^fb(1,17) 0 262 0 0 0 ^fb(1,18) 4 7 5 6 1 ^fb(1,18) 2049 1 4097 1 0 ^fb(1,18) 6146 1 8195 1 0 ^fb(1,18) 10243 1 12289 1 0 ^fb(1,18) 0 262 0 0 0 ^fb(1,19) 4 3 5 5 1 ^fb(1,19) 8195 1 6147 1 0 ^fb(1,19) 4099 1 2049 1 0 ^fb(1,19) 10241 1 0 0 0 ^fb(1,19) 0 261 0 0 0 ^fb(1,20) 4 4 5 5 1 ^fb(1,20) 8195 1 6147 1 0 ^fb(1,20) 4099 1 2049 1 0 ^fb(1,20) 10241 1 0 0 0 ^fb(1,20) 0 261 0 0 0 ^fb(1,21) 4 5 5 5 1 ^fb(1,21) 8195 1 6147 1 0 ^fb(1,21) 4099 1 2049 1 0 ^fb(1,21) 10241 1 0 0 0 ^fb(1,21) 0 261 0 0 0 ^fb(1,22) 4 6 5 5 1 ^fb(1,22) 8195 1 6147 1 0 ^fb(1,22) 4099 1 2049 1 0 ^fb(1,22) 10241 1 0 0 0 ^fb(1,22) 0 261 0 0 0 ^fb(1,23) 4 7 5 5 1 ^fb(1,23) 8195 1 6147 1 0 ^fb(1,23) 4099 1 2049 1 0 ^fb(1,23) 10241 1 0 0 0 ^fb(1,23) 0 261 0 0 0 ^fb(1,24) 4 8 5 5 1 ^fb(1,24) 8195 1 6147 1 0 ^fb(1,24) 4099 1 2049 1 0 ^fb(1,24) 10241 1 0 0 0 ^fb(1,24) 0 261 0 0 0 ^fb(1,25) 4 9 5 5 1 ^fb(1,25) 8195 1 6147 1 0 ^fb(1,25) 4099 1 2049 1 0 ^fb(1,25) 10241 1 0 0 0 ^fb(1,25) 0 261 0 0 0 ^fb(1,26) 4 3 5 6 1 ^fb(1,26) 2049 1 4097 1 0 ^fb(1,26) 6146 1 8195 1 0 ^fb(1,26) 10243 1 12289 1 0 ^fb(1,26) 0 262 0 0 0 ^fb(1,27) 4 11 5 5 1 ^fb(1,27) 8195 1 6147 1 0 ^fb(1,27) 4099 1 2049 1 0 ^fb(1,27) 10241 1 0 0 0 ^fb(1,27) 0 261 0 0 0 ^fb(2,0) 4 1 1 5 0 ^fb(2,0) 6146 1 8194 1 0 ^fb(2,0) 10240 2 2048 2 0 ^fb(2,0) 4097 1 0 0 0 ^fb(2,1) 4 1 1 5 1 ^fb(2,1) 6147 1 8195 1 0 ^fb(2,1) 4098 1 2049 1 0 ^fb(2,1) 10241 1 0 0 0 ^fb(2,1) 0 261 0 0 0 ^fb(2,2) 4 2 1 5 1 ^fb(2,2) 10242 1 2050 1 0 ^fb(2,2) 4099 1 6148 1 0 ^fb(2,2) 8196 1 0 0 0 ^fb(2,2) 1 261 0 0 0 ^fb(2,3) 4 3 5 5 1 ^fb(2,3) 6147 1 8195 1 0 ^fb(2,3) 4098 1 2049 1 0 ^fb(2,3) 10241 1 0 0 0 ^fb(2,3) 0 261 0 0 0 ^fb(2,4) 4 4 5 5 1 ^fb(2,4) 6147 1 8195 1 0 ^fb(2,4) 4098 1 2049 1 0 ^fb(2,4) 10241 1 0 0 0 ^fb(2,4) 0 261 0 0 0 ^fb(2,5) 4 1 1 4 0 ^fb(2,5) 4099 1 6146 1 0 ^fb(2,5) 8192 2 2049 1 0 ^fb(2,6) 4 1 1 4 0 ^fb(2,6) 4100 1 6147 1 0 ^fb(2,6) 2050 1 8193 1 0 ^fb(2,7) 4 1 1 6 0 ^fb(2,7) 2048 2 4096 2 0 ^fb(2,7) 12288 2 8194 1 0 ^fb(2,7) 10242 1 6144 2 0 ^fb(2,8) 4 1 1 6 1 ^fb(2,8) 8195 1 10243 1 0 ^fb(2,8) 2049 1 4097 1 0 ^fb(2,8) 6145 1 12289 1 0 ^fb(2,8) 0 262 0 0 0 ^fb(2,9) 4 2 1 6 1 ^fb(2,9) 2050 1 4098 1 0 ^fb(2,9) 6146 1 8196 1 0 ^fb(2,9) 10244 1 12290 1 0 ^fb(2,9) 1 262 0 0 0 ^fb(2,10) 4 3 5 6 1 ^fb(2,10) 8195 1 10243 1 0 ^fb(2,10) 2049 1 4097 1 0 ^fb(2,10) 6145 1 12289 1 0 ^fb(2,10) 0 262 0 0 0 ^fb(2,11) 4 4 5 6 1 ^fb(2,11) 8195 1 10243 1 0 ^fb(2,11) 2049 1 4097 1 0 ^fb(2,11) 6145 1 12289 1 0 ^fb(2,11) 0 262 0 0 0 ^fb(2,16) 4 5 5 6 1 ^fb(2,16) 12289 1 4097 1 0 ^fb(2,16) 2049 1 8195 1 0 ^fb(2,16) 10243 1 6145 1 0 ^fb(2,16) 0 262 0 0 0 ^fb(2,17) 4 6 5 6 1 ^fb(2,17) 12289 1 4097 1 0 ^fb(2,17) 2049 1 8195 1 0 ^fb(2,17) 10243 1 6145 1 0 ^fb(2,17) 0 262 0 0 0 ^fb(2,18) 4 7 5 6 1 ^fb(2,18) 12289 1 4097 1 0 ^fb(2,18) 2049 1 8195 1 0 ^fb(2,18) 10243 1 6145 1 0 ^fb(2,18) 0 262 0 0 0 ^fb(2,19) 4 8 5 6 1 ^fb(2,19) 12289 1 4097 1 0 ^fb(2,19) 2049 1 8195 1 0 ^fb(2,19) 10243 1 6145 1 0 ^fb(2,19) 0 262 0 0 0 ^fb(2,20) 4 9 5 6 1 ^fb(2,20) 12289 1 4097 1 0 ^fb(2,20) 2049 1 8195 1 0 ^fb(2,20) 10243 1 6145 1 0 ^fb(2,20) 0 262 0 0 0 ^fb(2,21) 4 10 5 6 1 ^fb(2,21) 12289 1 4097 1 0 ^fb(2,21) 2049 1 8195 1 0 ^fb(2,21) 10243 1 6145 1 0 ^fb(2,21) 0 262 0 0 0 ^fb(2,22) 4 11 5 6 1 ^fb(2,22) 12289 1 4097 1 0 ^fb(2,22) 2049 1 8195 1 0 ^fb(2,22) 10243 1 6145 1 0 ^fb(2,22) 0 262 0 0 0 ^fb(2,23) 4 7 5 5 1 ^fb(2,23) 2049 1 4098 1 0 ^fb(2,23) 6147 1 8195 1 0 ^fb(2,23) 10241 1 0 0 0 ^fb(2,23) 0 261 0 0 0 ^fb(2,24) 4 8 5 5 1 ^fb(2,24) 2049 1 4098 1 0 ^fb(2,24) 6147 1 8195 1 0 ^fb(2,24) 10241 1 0 0 0 ^fb(2,24) 0 261 0 0 0 ^fb(2,25) 4 9 5 5 1 ^fb(2,25) 2049 1 4098 1 0 ^fb(2,25) 6147 1 8195 1 0 ^fb(2,25) 10241 1 0 0 0 ^fb(2,25) 0 261 0 0 0 ^fb(2,26) 4 10 5 5 1 ^fb(2,26) 2049 1 4098 1 0 ^fb(2,26) 6147 1 8195 1 0 ^fb(2,26) 10241 1 0 0 0 ^fb(2,26) 0 261 0 0 0 ^fb(2,27) 4 11 5 5 1 ^fb(2,27) 2049 1 8195 1 0 ^fb(2,27) 10241 1 6147 1 0 ^fb(2,27) 4098 1 0 0 0 ^fb(2,27) 0 261 0 0 0 ^fb(3,0) 4 2 1 4 0 ^fb(3,0) 10240 2 8195 1 0 ^fb(3,0) 6146 1 4098 1 0 ^fb(3,1) 4 3 5 5 1 ^fb(3,1) 12292 1 10243 1 0 ^fb(3,1) 8194 1 4097 1 0 ^fb(3,1) 6145 1 0 0 0 ^fb(3,1) 0 515 0 0 0 ^fb(3,2) 4 1 1 4 0 ^fb(3,2) 4096 2 6144 2 0 ^fb(3,2) 8193 1 10242 1 0 ^fb(3,3) 4 1 1 4 1 ^fb(3,3) 4097 1 6145 1 0 ^fb(3,3) 8194 1 10243 1 0 ^fb(3,3) 0 515 0 0 0 ^fb(3,4) 4 2 1 4 1 ^fb(3,4) 4098 1 6146 1 0 ^fb(3,4) 8195 1 10244 1 0 ^fb(3,4) 1 515 0 0 0 ^fb(3,5) 4 1 1 4 0 ^fb(3,5) 2050 1 4099 1 0 ^fb(3,5) 6147 1 8192 2 0 ^fb(3,6) 4 4 5 4 1 ^fb(3,6) 4097 1 6145 1 0 ^fb(3,6) 8194 1 10243 1 0 ^fb(3,6) 0 515 0 0 0 ^fb(3,7) 4 1 1 6 0 ^fb(3,7) 12288 2 2048 2 0 ^fb(3,7) 4097 1 6145 1 0 ^fb(3,7) 8194 1 10243 1 0 ^fb(3,8) 4 1 1 6 0 ^fb(3,8) 12289 1 2049 1 0 ^fb(3,8) 4098 1 6146 1 0 ^fb(3,8) 8195 1 10240 4 0 ^fb(3,9) 4 2 1 6 0 ^fb(3,9) 10240 4 2050 1 0 ^fb(3,9) 4099 1 6147 1 0 ^fb(3,9) 8196 1 12290 1 0 ^fb(3,10) 4 1 1 5 0 ^fb(3,10) 12291 1 10242 1 0 ^fb(3,10) 8193 1 6144 2 0 ^fb(3,10) 4096 2 0 0 0 ^fb(3,11) 4 1 1 5 1 ^fb(3,11) 12292 1 10243 1 0 ^fb(3,11) 8194 1 4097 1 0 ^fb(3,11) 6145 1 0 0 0 ^fb(3,11) 0 515 0 0 0 ^fb(3,16) 4 5 5 6 0 ^fb(3,16) 12289 1 2049 1 0 ^fb(3,16) 4098 1 6146 1 0 ^fb(3,16) 8195 1 10240 4 0 ^fb(3,17) 4 6 5 6 0 ^fb(3,17) 12289 1 2049 1 0 ^fb(3,17) 4098 1 6146 1 0 ^fb(3,17) 8195 1 10240 4 0 ^fb(3,18) 4 7 5 6 0 ^fb(3,18) 12289 1 2049 1 0 ^fb(3,18) 4098 1 6146 1 0 ^fb(3,18) 8195 1 10240 4 0 ^fb(3,19) 4 8 5 6 0 ^fb(3,19) 12289 1 2049 1 0 ^fb(3,19) 4098 1 6146 1 0 ^fb(3,19) 8195 1 10240 4 0 ^fb(3,20) 4 9 5 6 0 ^fb(3,20) 12289 1 2049 1 0 ^fb(3,20) 4098 1 6146 1 0 ^fb(3,20) 8195 1 10240 4 0 ^fb(3,21) 4 3 5 4 1 ^fb(3,21) 4097 1 6145 1 0 ^fb(3,21) 8194 1 10243 1 0 ^fb(3,21) 0 515 0 0 0 ^fb(3,22) 4 4 1 4 0 ^fb(3,22) 8193 1 2051 1 0 ^fb(3,22) 4100 1 6148 1 0 ^fb(3,23) 4 5 5 4 1 ^fb(3,23) 4097 1 6145 1 0 ^fb(3,23) 8194 1 10243 1 0 ^fb(3,23) 0 515 0 0 0 ^fb(3,24) 4 6 5 4 1 ^fb(3,24) 4097 1 6145 1 0 ^fb(3,24) 8194 1 10243 1 0 ^fb(3,24) 0 515 0 0 0 ^fb(3,25) 4 7 5 4 1 ^fb(3,25) 4097 1 6145 1 0 ^fb(3,25) 8194 1 10243 1 0 ^fb(3,25) 0 515 0 0 0 ^fb(3,26) 4 3 5 6 0 ^fb(3,26) 12289 1 2049 1 0 ^fb(3,26) 4098 1 6146 1 0 ^fb(3,26) 8195 1 10240 4 0 ^fb(3,27) 4 4 5 6 0 ^fb(3,27) 12289 1 2049 1 0 ^fb(3,27) 4098 1 6146 1 0 ^fb(3,27) 8195 1 10240 4 0 ^fb(4,0) 4 7 5 4 0 ^fb(4,0) 6146 1 2050 1 0 ^fb(4,0) 4100 1 8193 1 0 ^fb(4,1) 4 8 5 4 0 ^fb(4,1) 6146 1 2050 1 0 ^fb(4,1) 4100 1 8193 1 0 ^fb(4,2) 4 9 5 4 0 ^fb(4,2) 6146 1 2050 1 0 ^fb(4,2) 4100 1 8193 1 0 ^fb(4,3) 4 10 5 4 0 ^fb(4,3) 6146 1 2050 1 0 ^fb(4,3) 4100 1 8193 1 0 ^fb(4,4) 4 11 5 4 0 ^fb(4,4) 6146 1 2050 1 0 ^fb(4,4) 4100 1 8193 1 0 ^fb(4,5) 4 1 1 4 0 ^fb(4,5) 6145 1 2049 1 0 ^fb(4,5) 4099 1 8192 2 0 ^fb(4,6) 4 1 1 4 0 ^fb(4,6) 6146 1 2050 1 0 ^fb(4,6) 4100 1 8193 1 0 ^fb(4,7) 4 2 5 4 0 ^fb(4,7) 6146 1 2050 1 0 ^fb(4,7) 4100 1 8193 1 0 ^fb(4,8) 4 3 5 4 0 ^fb(4,8) 6146 1 2050 1 0 ^fb(4,8) 4100 1 8193 1 0 ^fb(4,9) 4 4 5 4 0 ^fb(4,9) 6146 1 2050 1 0 ^fb(4,9) 4100 1 8193 1 0 ^fb(4,10) 4 5 5 4 0 ^fb(4,10) 6146 1 2050 1 0 ^fb(4,10) 4100 1 8193 1 0 ^fb(4,11) 4 6 5 4 0 ^fb(4,11) 6146 1 2050 1 0 ^fb(4,11) 4100 1 8193 1 0 ^fb(5,0) 4 5 1 5 0 ^fb(5,0) 6144 2 10240 2 0 ^fb(5,0) 2048 2 8194 1 0 ^fb(5,0) 4098 1 0 0 0 ^fb(5,1) 4 5 1 5 1 ^fb(5,1) 8195 1 4099 1 0 ^fb(5,1) 2049 1 6145 1 0 ^fb(5,1) 10241 1 0 0 0 ^fb(5,1) 0 261 0 0 0 ^fb(5,2) 4 2 1 5 0 ^fb(5,2) 10242 1 8193 1 0 ^fb(5,2) 6146 1 2050 1 0 ^fb(5,2) 4096 2 0 0 0 ^fb(5,3) 4 1 1 5 0 ^fb(5,3) 2048 2 4097 1 0 ^fb(5,3) 8194 1 6147 1 0 ^fb(5,3) 10243 1 0 0 0 ^fb(5,4) 4 1 1 4 0 ^fb(5,4) 4098 1 8195 1 0 ^fb(5,4) 6148 1 10244 1 0 ^fb(5,5) 4 1 1 4 0 ^fb(5,5) 6146 1 4097 1 0 ^fb(5,5) 2050 1 8192 2 0 ^fb(5,6) 4 1 1 5 0 ^fb(5,6) 6147 1 4098 1 0 ^fb(5,6) 2051 1 10240 4 0 ^fb(5,6) 8193 1 0 0 0 ^fb(5,7) 4 1 1 6 0 ^fb(5,7) 12288 2 8192 2 0 ^fb(5,7) 4096 2 2048 2 0 ^fb(5,7) 6145 1 10242 1 0 ^fb(5,8) 4 1 1 6 1 ^fb(5,8) 6146 1 10243 1 0 ^fb(5,8) 2049 1 4097 1 0 ^fb(5,8) 8193 1 12289 1 0 ^fb(5,8) 0 262 0 0 0 ^fb(5,9) 4 2 1 6 1 ^fb(5,9) 2050 1 4098 1 0 ^fb(5,9) 6147 1 8194 1 0 ^fb(5,9) 10244 1 12290 1 0 ^fb(5,9) 1 262 0 0 0 ^fb(5,10) 4 3 1 6 0 ^fb(5,10) 2049 1 10242 1 0 ^fb(5,10) 12291 1 8192 2 0 ^fb(5,10) 6144 2 4096 2 0 ^fb(5,11) 4 4 5 6 1 ^fb(5,11) 6146 1 10243 1 0 ^fb(5,11) 2049 1 4097 1 0 ^fb(5,11) 8193 1 12289 1 0 ^fb(5,11) 0 262 0 0 0 ^fb(5,16) 4 5 5 6 1 ^fb(5,16) 12289 1 8193 1 0 ^fb(5,16) 4097 1 2049 1 0 ^fb(5,16) 6146 1 10243 1 0 ^fb(5,16) 0 262 0 0 0 ^fb(5,17) 4 6 5 6 1 ^fb(5,17) 12289 1 8193 1 0 ^fb(5,17) 4097 1 2049 1 0 ^fb(5,17) 6146 1 10243 1 0 ^fb(5,17) 0 262 0 0 0 ^fb(5,18) 4 7 5 6 1 ^fb(5,18) 2049 1 12289 1 0 ^fb(5,18) 10243 1 8193 1 0 ^fb(5,18) 6146 1 4097 1 0 ^fb(5,18) 0 262 0 0 0 ^fb(5,19) 4 3 5 5 1 ^fb(5,19) 10241 1 6145 1 0 ^fb(5,19) 2049 1 4099 1 0 ^fb(5,19) 8195 1 0 0 0 ^fb(5,19) 0 261 0 0 0 ^fb(5,20) 4 4 5 5 1 ^fb(5,20) 10241 1 6145 1 0 ^fb(5,20) 2049 1 4099 1 0 ^fb(5,20) 8195 1 0 0 0 ^fb(5,20) 0 261 0 0 0 ^fb(5,21) 4 5 5 5 1 ^fb(5,21) 10241 1 6145 1 0 ^fb(5,21) 2049 1 4099 1 0 ^fb(5,21) 8195 1 0 0 0 ^fb(5,21) 0 261 0 0 0 ^fb(5,22) 4 6 5 5 1 ^fb(5,22) 10241 1 6145 1 0 ^fb(5,22) 2049 1 4099 1 0 ^fb(5,22) 8195 1 0 0 0 ^fb(5,22) 0 261 0 0 0 ^fb(5,23) 4 7 5 5 1 ^fb(5,23) 10241 1 6145 1 0 ^fb(5,23) 2049 1 4099 1 0 ^fb(5,23) 8195 1 0 0 0 ^fb(5,23) 0 261 0 0 0 ^fb(5,24) 4 8 5 5 1 ^fb(5,24) 10241 1 6145 1 0 ^fb(5,24) 2049 1 4099 1 0 ^fb(5,24) 8195 1 0 0 0 ^fb(5,24) 0 261 0 0 0 ^fb(5,25) 4 9 5 5 1 ^fb(5,25) 10241 1 6145 1 0 ^fb(5,25) 2049 1 4099 1 0 ^fb(5,25) 8195 1 0 0 0 ^fb(5,25) 0 261 0 0 0 ^fb(5,26) 4 3 5 6 1 ^fb(5,26) 12289 1 10243 1 0 ^fb(5,26) 8193 1 6146 1 0 ^fb(5,26) 4097 1 2049 1 0 ^fb(5,26) 0 262 0 0 0 ^fb(5,27) 4 6 5 4 0 ^fb(5,27) 8193 1 6147 1 0 ^fb(5,27) 4098 1 2051 1 0 ^fb(6,0) 4 1 1 5 0 ^fb(6,0) 4097 1 8194 1 0 ^fb(6,0) 10240 2 6144 2 0 ^fb(6,0) 2048 2 0 0 0 ^fb(6,1) 4 1 1 5 1 ^fb(6,1) 4098 1 8195 1 0 ^fb(6,1) 2049 1 6145 1 0 ^fb(6,1) 10241 1 0 0 0 ^fb(6,1) 0 261 0 0 0 ^fb(6,2) 4 2 1 5 0 ^fb(6,2) 2050 1 6146 1 0 ^fb(6,2) 10242 1 8192 2 0 ^fb(6,2) 4096 2 0 0 0 ^fb(6,3) 4 3 5 5 1 ^fb(6,3) 4098 1 8195 1 0 ^fb(6,3) 2049 1 6145 1 0 ^fb(6,3) 10241 1 0 0 0 ^fb(6,3) 0 261 0 0 0 ^fb(6,4) 4 4 5 5 1 ^fb(6,4) 4098 1 8195 1 0 ^fb(6,4) 2049 1 6145 1 0 ^fb(6,4) 10241 1 0 0 0 ^fb(6,4) 0 261 0 0 0 ^fb(6,5) 4 1 1 4 0 ^fb(6,5) 8192 2 2049 1 0 ^fb(6,5) 4097 1 6146 1 0 ^fb(6,6) 4 1 1 4 0 ^fb(6,6) 2050 1 4098 1 0 ^fb(6,6) 6147 1 8193 1 0 ^fb(6,7) 4 1 1 6 0 ^fb(6,7) 12288 2 6144 2 0 ^fb(6,7) 2048 2 4099 1 0 ^fb(6,7) 8194 1 10242 1 0 ^fb(6,8) 4 1 1 5 0 ^fb(6,8) 12289 1 8193 1 0 ^fb(6,8) 6145 1 4097 1 0 ^fb(6,8) 10240 4 0 0 0 ^fb(6,9) 4 2 1 5 0 ^fb(6,9) 10240 4 4098 1 0 ^fb(6,9) 6146 1 8194 1 0 ^fb(6,9) 12290 1 0 0 0 ^fb(6,10) 4 3 1 5 0 ^fb(6,10) 10240 4 4099 1 0 ^fb(6,10) 6147 1 8195 1 0 ^fb(6,10) 12291 1 0 0 0 ^fb(6,11) 4 4 5 5 0 ^fb(6,11) 12289 1 8193 1 0 ^fb(6,11) 6145 1 4097 1 0 ^fb(6,11) 10240 4 0 0 0 ^fb(6,16) 4 5 5 6 1 ^fb(6,16) 12289 1 8193 1 0 ^fb(6,16) 6145 1 4097 1 0 ^fb(6,16) 2049 1 10243 1 0 ^fb(6,16) 0 262 0 0 0 ^fb(6,17) 4 6 5 6 1 ^fb(6,17) 12289 1 8193 1 0 ^fb(6,17) 6145 1 4097 1 0 ^fb(6,17) 2049 1 10243 1 0 ^fb(6,17) 0 262 0 0 0 ^fb(6,18) 4 7 5 6 1 ^fb(6,18) 12289 1 8193 1 0 ^fb(6,18) 6145 1 4097 1 0 ^fb(6,18) 2049 1 10243 1 0 ^fb(6,18) 0 262 0 0 0 ^fb(6,19) 4 8 5 6 1 ^fb(6,19) 12289 1 8193 1 0 ^fb(6,19) 6145 1 4097 1 0 ^fb(6,19) 2049 1 10243 1 0 ^fb(6,19) 0 262 0 0 0 ^fb(6,20) 4 9 5 6 1 ^fb(6,20) 12289 1 8193 1 0 ^fb(6,20) 6145 1 4097 1 0 ^fb(6,20) 2049 1 10243 1 0 ^fb(6,20) 0 262 0 0 0 ^fb(6,21) 4 5 5 5 1 ^fb(6,21) 2049 1 6145 1 0 ^fb(6,21) 10241 1 4098 1 0 ^fb(6,21) 8195 1 0 0 0 ^fb(6,21) 0 261 0 0 0 ^fb(6,22) 4 6 5 5 1 ^fb(6,22) 2049 1 6145 1 0 ^fb(6,22) 10241 1 4098 1 0 ^fb(6,22) 8195 1 0 0 0 ^fb(6,22) 0 261 0 0 0 ^fb(6,23) 4 7 5 5 1 ^fb(6,23) 2049 1 6145 1 0 ^fb(6,23) 10241 1 4098 1 0 ^fb(6,23) 8195 1 0 0 0 ^fb(6,23) 0 261 0 0 0 ^fb(6,24) 4 8 5 5 1 ^fb(6,24) 2049 1 6145 1 0 ^fb(6,24) 10241 1 4098 1 0 ^fb(6,24) 8195 1 0 0 0 ^fb(6,24) 0 261 0 0 0 ^fb(6,25) 4 9 5 5 1 ^fb(6,25) 2049 1 6145 1 0 ^fb(6,25) 10241 1 4098 1 0 ^fb(6,25) 8195 1 0 0 0 ^fb(6,25) 0 261 0 0 0 ^fb(6,26) 4 10 5 5 1 ^fb(6,26) 2049 1 6145 1 0 ^fb(6,26) 10241 1 4098 1 0 ^fb(6,26) 8195 1 0 0 0 ^fb(6,26) 0 261 0 0 0 ^fb(6,27) 4 11 5 5 1 ^fb(6,27) 2049 1 6145 1 0 ^fb(6,27) 10241 1 4098 1 0 ^fb(6,27) 8195 1 0 0 0 ^fb(6,27) 0 261 0 0 0 ^fb(7,0) 4 1 1 5 0 ^fb(7,0) 10240 2 2048 2 0 ^fb(7,0) 8194 1 6146 1 0 ^fb(7,0) 4099 1 0 0 0 ^fb(7,1) 4 1 1 5 1 ^fb(7,1) 8195 1 6147 1 0 ^fb(7,1) 4100 1 2049 1 0 ^fb(7,1) 10241 1 0 0 0 ^fb(7,1) 0 261 0 0 0 ^fb(7,2) 4 2 1 5 0 ^fb(7,2) 2048 2 4096 2 0 ^fb(7,2) 10242 1 8196 1 0 ^fb(7,2) 6148 1 0 0 0 ^fb(7,3) 4 3 1 4 0 ^fb(7,3) 4097 1 8195 1 0 ^fb(7,3) 10243 1 6144 2 0 ^fb(7,4) 4 4 5 5 1 ^fb(7,4) 8195 1 6147 1 0 ^fb(7,4) 4100 1 2049 1 0 ^fb(7,4) 10241 1 0 0 0 ^fb(7,4) 0 261 0 0 0 ^fb(7,5) 4 1 1 4 0 ^fb(7,5) 8192 2 6146 1 0 ^fb(7,5) 4099 1 2051 1 0 ^fb(7,6) 4 1 1 4 1 ^fb(7,6) 6147 1 4100 1 0 ^fb(7,6) 2052 1 8193 1 0 ^fb(7,6) 3 258 0 0 0 ^fb(7,7) 4 1 1 6 0 ^fb(7,7) 10242 1 8194 1 0 ^fb(7,7) 6146 1 12288 2 0 ^fb(7,7) 4096 2 2048 2 0 ^fb(7,8) 4 1 1 6 1 ^fb(7,8) 10243 1 8195 1 0 ^fb(7,8) 6147 1 2049 1 0 ^fb(7,8) 4097 1 12289 1 0 ^fb(7,8) 0 262 0 0 0 ^fb(7,9) 4 2 1 6 1 ^fb(7,9) 12290 1 10244 1 0 ^fb(7,9) 8196 1 6148 1 0 ^fb(7,9) 4098 1 2050 1 0 ^fb(7,9) 1 262 0 0 0 ^fb(7,10) 4 3 1 6 0 ^fb(7,10) 2051 1 4097 1 0 ^fb(7,10) 12291 1 6144 2 0 ^fb(7,10) 8192 2 10240 4 0 ^fb(7,11) 4 4 5 6 1 ^fb(7,11) 10243 1 8195 1 0 ^fb(7,11) 6147 1 2049 1 0 ^fb(7,11) 4097 1 12289 1 0 ^fb(7,11) 0 262 0 0 0 ^fb(7,16) 4 5 5 6 1 ^fb(7,16) 10243 1 8195 1 0 ^fb(7,16) 6147 1 12289 1 0 ^fb(7,16) 4097 1 2049 1 0 ^fb(7,16) 0 262 0 0 0 ^fb(7,17) 4 6 5 6 1 ^fb(7,17) 10243 1 8195 1 0 ^fb(7,17) 6147 1 12289 1 0 ^fb(7,17) 4097 1 2049 1 0 ^fb(7,17) 0 262 0 0 0 ^fb(7,18) 4 7 5 6 1 ^fb(7,18) 10243 1 8195 1 0 ^fb(7,18) 6147 1 12289 1 0 ^fb(7,18) 4097 1 2049 1 0 ^fb(7,18) 0 262 0 0 0 ^fb(7,19) 4 8 5 6 1 ^fb(7,19) 10243 1 8195 1 0 ^fb(7,19) 6147 1 12289 1 0 ^fb(7,19) 4097 1 2049 1 0 ^fb(7,19) 0 262 0 0 0 ^fb(7,20) 4 9 5 6 1 ^fb(7,20) 10243 1 8195 1 0 ^fb(7,20) 6147 1 12289 1 0 ^fb(7,20) 4097 1 2049 1 0 ^fb(7,20) 0 262 0 0 0 ^fb(7,21) 4 5 5 5 1 ^fb(7,21) 6147 1 4100 1 0 ^fb(7,21) 10241 1 8195 1 0 ^fb(7,21) 2049 1 0 0 0 ^fb(7,21) 0 261 0 0 0 ^fb(7,22) 4 6 5 5 1 ^fb(7,22) 6147 1 4100 1 0 ^fb(7,22) 10241 1 8195 1 0 ^fb(7,22) 2049 1 0 0 0 ^fb(7,22) 0 261 0 0 0 ^fb(7,23) 4 7 5 5 1 ^fb(7,23) 6147 1 4100 1 0 ^fb(7,23) 10241 1 8195 1 0 ^fb(7,23) 2049 1 0 0 0 ^fb(7,23) 0 261 0 0 0 ^fb(7,24) 4 8 5 5 1 ^fb(7,24) 6147 1 4100 1 0 ^fb(7,24) 10241 1 8195 1 0 ^fb(7,24) 2049 1 0 0 0 ^fb(7,24) 0 261 0 0 0 ^fb(7,25) 4 9 5 5 1 ^fb(7,25) 8195 1 6147 1 0 ^fb(7,25) 2049 1 10241 1 0 ^fb(7,25) 4100 1 0 0 0 ^fb(7,25) 0 261 0 0 0 ^fb(7,26) 4 3 5 6 1 ^fb(7,26) 12289 1 10243 1 0 ^fb(7,26) 8195 1 6147 1 0 ^fb(7,26) 4097 1 2049 1 0 ^fb(7,26) 0 262 0 0 0 ^fb(7,27) 4 6 5 4 0 ^fb(7,27) 8193 1 6147 1 0 ^fb(7,27) 4100 1 2052 1 0 ^fb(8,0) 4 4 1 5 1 ^fb(8,0) 2050 1 4098 1 0 ^fb(8,0) 6146 1 8194 1 0 ^fb(8,0) 10240 2 0 0 0 ^fb(8,0) 1 260 0 0 0 ^fb(8,1) 4 5 1 4 0 ^fb(8,1) 10241 1 8195 1 0 ^fb(8,1) 4099 1 6144 2 0 ^fb(8,2) 4 1 1 5 0 ^fb(8,2) 4096 2 6145 1 0 ^fb(8,2) 8193 1 10242 1 0 ^fb(8,2) 2050 1 0 0 0 ^fb(8,3) 4 1 1 4 0 ^fb(8,3) 4097 1 6146 1 0 ^fb(8,3) 8194 1 10243 1 0 ^fb(8,4) 4 2 1 4 0 ^fb(8,4) 4098 1 6147 1 0 ^fb(8,4) 8195 1 10244 1 0 ^fb(8,5) 4 1 1 4 0 ^fb(8,5) 2050 1 6146 1 0 ^fb(8,5) 8192 2 4096 2 0 ^fb(8,6) 4 1 1 4 1 ^fb(8,6) 2051 1 6147 1 0 ^fb(8,6) 4097 1 8193 1 0 ^fb(8,6) 0 516 0 0 0 ^fb(8,7) 4 2 1 6 0 ^fb(8,7) 2048 2 12288 2 0 ^fb(8,7) 10242 1 8194 1 0 ^fb(8,7) 6145 1 4098 1 0 ^fb(8,8) 4 1 1 5 0 ^fb(8,8) 8192 2 12289 1 0 ^fb(8,8) 4097 1 6146 1 0 ^fb(8,8) 10240 4 0 0 0 ^fb(8,9) 4 1 1 5 0 ^fb(8,9) 12290 1 4098 1 0 ^fb(8,9) 6147 1 10240 4 0 ^fb(8,9) 8193 1 0 0 0 ^fb(8,10) 4 2 4 5 0 ^fb(8,10) 12290 1 4098 1 0 ^fb(8,10) 6147 1 10240 4 0 ^fb(8,10) 8193 1 0 0 0 ^fb(8,11) 4 3 5 5 0 ^fb(8,11) 12290 1 4098 1 0 ^fb(8,11) 6147 1 10240 4 0 ^fb(8,11) 8193 1 0 0 0 ^fb(8,16) 4 4 5 5 0 ^fb(8,16) 12290 1 8193 1 0 ^fb(8,16) 6147 1 4098 1 0 ^fb(8,16) 10240 4 0 0 0 ^fb(8,17) 4 12 1 5 1 ^fb(8,17) 10241 1 8195 1 0 ^fb(8,17) 6147 1 4099 1 0 ^fb(8,17) 2051 1 0 0 0 ^fb(8,17) 2 260 0 0 0 ^fb(8,18) 4 2 1 5 1 ^fb(8,18) 10242 1 8196 1 0 ^fb(8,18) 6148 1 4100 1 0 ^fb(8,18) 2052 1 0 0 0 ^fb(8,18) 3 260 0 0 0 ^fb(8,19) 4 3 5 5 1 ^fb(8,19) 10241 1 8195 1 0 ^fb(8,19) 6147 1 4099 1 0 ^fb(8,19) 2051 1 0 0 0 ^fb(8,19) 2 260 0 0 0 ^fb(8,20) 4 4 5 5 1 ^fb(8,20) 10241 1 8195 1 0 ^fb(8,20) 6147 1 4099 1 0 ^fb(8,20) 2051 1 0 0 0 ^fb(8,20) 2 260 0 0 0 ^fb(8,21) 4 5 5 5 1 ^fb(8,21) 10241 1 8195 1 0 ^fb(8,21) 6147 1 4099 1 0 ^fb(8,21) 2051 1 0 0 0 ^fb(8,21) 2 260 0 0 0 ^fb(8,22) 4 6 5 5 1 ^fb(8,22) 10241 1 8195 1 0 ^fb(8,22) 6147 1 4099 1 0 ^fb(8,22) 2051 1 0 0 0 ^fb(8,22) 2 260 0 0 0 ^fb(8,23) 4 7 5 5 1 ^fb(8,23) 10241 1 8195 1 0 ^fb(8,23) 6147 1 4099 1 0 ^fb(8,23) 2051 1 0 0 0 ^fb(8,23) 2 260 0 0 0 ^fb(8,24) 4 8 5 5 1 ^fb(8,24) 10241 1 8195 1 0 ^fb(8,24) 6147 1 4099 1 0 ^fb(8,24) 2051 1 0 0 0 ^fb(8,24) 2 260 0 0 0 ^fb(8,25) 4 9 5 5 1 ^fb(8,25) 10241 1 8195 1 0 ^fb(8,25) 6147 1 4099 1 0 ^fb(8,25) 2051 1 0 0 0 ^fb(8,25) 2 260 0 0 0 ^fb(8,26) 4 10 5 5 1 ^fb(8,26) 10241 1 8195 1 0 ^fb(8,26) 6147 1 4099 1 0 ^fb(8,26) 2051 1 0 0 0 ^fb(8,26) 2 260 0 0 0 ^fb(8,27) 4 11 5 5 1 ^fb(8,27) 10241 1 8195 1 0 ^fb(8,27) 6147 1 4099 1 0 ^fb(8,27) 2051 1 0 0 0 ^fb(8,27) 2 260 0 0 0 ^fb(9,0) 4 12 1 5 0 ^fb(9,0) 8192 4 10240 2 0 ^fb(9,0) 6144 2 4097 1 0 ^fb(9,0) 2049 1 0 0 0 ^fb(9,1) 4 1 1 5 0 ^fb(9,1) 10241 1 6145 1 0 ^fb(9,1) 4098 1 2050 1 0 ^fb(9,1) 8192 4 0 0 0 ^fb(9,2) 4 2 1 5 0 ^fb(9,2) 8192 4 10242 1 0 ^fb(9,2) 6146 1 4099 1 0 ^fb(9,2) 2051 1 0 0 0 ^fb(9,3) 4 3 5 5 0 ^fb(9,3) 10241 1 6145 1 0 ^fb(9,3) 4098 1 2050 1 0 ^fb(9,3) 8192 4 0 0 0 ^fb(9,4) 4 4 5 5 0 ^fb(9,4) 10241 1 6145 1 0 ^fb(9,4) 4098 1 2050 1 0 ^fb(9,4) 8192 4 0 0 0 ^fb(9,5) 4 5 5 5 0 ^fb(9,5) 10241 1 6145 1 0 ^fb(9,5) 4098 1 2050 1 0 ^fb(9,5) 8192 4 0 0 0 ^fb(9,6) 4 6 5 5 0 ^fb(9,6) 10241 1 6145 1 0 ^fb(9,6) 4098 1 2050 1 0 ^fb(9,6) 8192 4 0 0 0 ^fb(9,7) 4 7 5 5 0 ^fb(9,7) 10241 1 6145 1 0 ^fb(9,7) 4098 1 2050 1 0 ^fb(9,7) 8192 4 0 0 0 ^fb(9,8) 4 8 5 5 0 ^fb(9,8) 10241 1 6145 1 0 ^fb(9,8) 4098 1 2050 1 0 ^fb(9,8) 8192 4 0 0 0 ^fb(9,9) 4 9 5 5 0 ^fb(9,9) 10241 1 6145 1 0 ^fb(9,9) 4098 1 2050 1 0 ^fb(9,9) 8192 4 0 0 0 ^fb(9,10) 4 10 5 5 0 ^fb(9,10) 10241 1 6145 1 0 ^fb(9,10) 4098 1 2050 1 0 ^fb(9,10) 8192 4 0 0 0 ^fb(9,11) 4 11 5 5 0 ^fb(9,11) 10241 1 6145 1 0 ^fb(9,11) 4098 1 2050 1 0 ^fb(9,11) 8192 4 0 0 0 ^fb(9,16) 4 5 5 5 0 ^fb(9,16) 10240 4 12289 1 0 ^fb(9,16) 8193 1 6145 1 0 ^fb(9,16) 4098 1 0 0 0 ^fb(9,17) 4 6 5 5 0 ^fb(9,17) 10240 4 12289 1 0 ^fb(9,17) 8193 1 6145 1 0 ^fb(9,17) 4098 1 0 0 0 ^fb(9,18) 4 7 5 5 0 ^fb(9,18) 10240 4 12289 1 0 ^fb(9,18) 8193 1 6145 1 0 ^fb(9,18) 4098 1 0 0 0 ^fb(9,19) 4 8 5 5 0 ^fb(9,19) 10240 4 12289 1 0 ^fb(9,19) 8193 1 6145 1 0 ^fb(9,19) 4098 1 0 0 0 ^fb(9,20) 4 9 5 5 0 ^fb(9,20) 10240 4 12289 1 0 ^fb(9,20) 8193 1 6145 1 0 ^fb(9,20) 4098 1 0 0 0 ^fb(9,21) 4 10 5 5 0 ^fb(9,21) 10240 4 12289 1 0 ^fb(9,21) 8193 1 6145 1 0 ^fb(9,21) 4098 1 0 0 0 ^fb(9,22) 4 11 5 5 0 ^fb(9,22) 10240 4 12289 1 0 ^fb(9,22) 8193 1 6145 1 0 ^fb(9,22) 4098 1 0 0 0 ^fb(9,23) 4 1 1 6 0 ^fb(9,23) 12288 2 8192 2 0 ^fb(9,23) 6144 2 10240 4 0 ^fb(9,23) 4097 1 2048 2 0 ^fb(9,24) 4 1 1 5 0 ^fb(9,24) 12289 1 8193 1 0 ^fb(9,24) 6145 1 10240 4 0 ^fb(9,24) 4098 1 0 0 0 ^fb(9,25) 4 1 1 5 0 ^fb(9,25) 12290 1 8194 1 0 ^fb(9,25) 6146 1 10240 4 0 ^fb(9,25) 4099 1 0 0 0 ^fb(9,26) 4 1 1 5 0 ^fb(9,26) 12291 1 8195 1 0 ^fb(9,26) 6147 1 4100 1 0 ^fb(9,26) 10240 4 0 0 0 ^fb(9,27) 4 4 5 5 0 ^fb(9,27) 10240 4 12289 1 0 ^fb(9,27) 8193 1 6145 1 0 ^fb(9,27) 4098 1 0 0 0 ^fb(10,0) 4 1 1 4 0 ^fb(10,0) 10240 2 6144 2 0 ^fb(10,0) 4098 1 8195 1 0 ^fb(10,1) 4 1 1 5 0 ^fb(10,1) 8192 4 10241 1 0 ^fb(10,1) 6145 1 2050 1 0 ^fb(10,1) 4099 1 0 0 0 ^fb(10,2) 4 2 1 5 0 ^fb(10,2) 8192 4 10242 1 0 ^fb(10,2) 6146 1 4100 1 0 ^fb(10,2) 2051 1 0 0 0 ^fb(10,3) 4 3 5 5 0 ^fb(10,3) 8192 4 10241 1 0 ^fb(10,3) 6145 1 2050 1 0 ^fb(10,3) 4099 1 0 0 0 ^fb(10,4) 4 4 5 5 0 ^fb(10,4) 8192 4 10241 1 0 ^fb(10,4) 6145 1 2050 1 0 ^fb(10,4) 4099 1 0 0 0 ^fb(10,5) 4 1 1 4 0 ^fb(10,5) 8192 2 6147 1 0 ^fb(10,5) 2050 1 4097 1 0 ^fb(10,6) 4 1 1 4 0 ^fb(10,6) 6148 1 2051 1 0 ^fb(10,6) 4098 1 8193 1 0 ^fb(10,7) 4 1 1 6 0 ^fb(10,7) 12288 2 8192 2 0 ^fb(10,7) 10240 4 6145 1 0 ^fb(10,7) 4097 1 2048 2 0 ^fb(10,8) 4 1 1 5 0 ^fb(10,8) 4098 1 6146 1 0 ^fb(10,8) 8193 1 12289 1 0 ^fb(10,8) 10240 4 0 0 0 ^fb(10,9) 4 2 1 5 0 ^fb(10,9) 10240 4 12290 1 0 ^fb(10,9) 8194 1 6147 1 0 ^fb(10,9) 4099 1 0 0 0 ^fb(10,10) 4 3 1 5 0 ^fb(10,10) 12291 1 8195 1 0 ^fb(10,10) 6148 1 4100 1 0 ^fb(10,10) 10240 4 0 0 0 ^fb(10,11) 4 4 5 5 0 ^fb(10,11) 4098 1 6146 1 0 ^fb(10,11) 8193 1 12289 1 0 ^fb(10,11) 10240 4 0 0 0 ^fb(10,16) 4 1 1 5 0 ^fb(10,16) 8192 4 10240 2 0 ^fb(10,16) 6144 2 2049 1 0 ^fb(10,16) 4098 1 0 0 0 ^fb(10,17) 4 6 5 5 0 ^fb(10,17) 12289 1 8193 1 0 ^fb(10,17) 6146 1 4098 1 0 ^fb(10,17) 10240 4 0 0 0 ^fb(10,18) 4 7 5 5 0 ^fb(10,18) 12289 1 8193 1 0 ^fb(10,18) 6146 1 4098 1 0 ^fb(10,18) 10240 4 0 0 0 ^fb(10,19) 4 8 5 5 0 ^fb(10,19) 12289 1 8193 1 0 ^fb(10,19) 6146 1 4098 1 0 ^fb(10,19) 10240 4 0 0 0 ^fb(10,20) 4 9 5 5 0 ^fb(10,20) 12289 1 8193 1 0 ^fb(10,20) 6146 1 4098 1 0 ^fb(10,20) 10240 4 0 0 0 ^fb(10,21) 4 5 5 5 0 ^fb(10,21) 8192 4 10241 1 0 ^fb(10,21) 6145 1 2050 1 0 ^fb(10,21) 4099 1 0 0 0 ^fb(10,22) 4 6 5 5 0 ^fb(10,22) 8192 4 10241 1 0 ^fb(10,22) 6145 1 2050 1 0 ^fb(10,22) 4099 1 0 0 0 ^fb(10,23) 4 7 5 5 0 ^fb(10,23) 8192 4 10241 1 0 ^fb(10,23) 6145 1 2050 1 0 ^fb(10,23) 4099 1 0 0 0 ^fb(10,24) 4 8 5 5 0 ^fb(10,24) 8192 4 10241 1 0 ^fb(10,24) 6145 1 2050 1 0 ^fb(10,24) 4099 1 0 0 0 ^fb(10,25) 4 9 5 5 0 ^fb(10,25) 8192 4 10241 1 0 ^fb(10,25) 6145 1 2050 1 0 ^fb(10,25) 4099 1 0 0 0 ^fb(10,26) 4 10 5 5 0 ^fb(10,26) 8192 4 10241 1 0 ^fb(10,26) 6145 1 2050 1 0 ^fb(10,26) 4099 1 0 0 0 ^fb(10,27) 4 11 5 5 0 ^fb(10,27) 8192 4 10241 1 0 ^fb(10,27) 6145 1 2050 1 0 ^fb(10,27) 4099 1 0 0 0 ^fb(11,0) 4 7 5 4 0 ^fb(11,0) 6146 1 2050 1 0 ^fb(11,0) 4100 1 8193 1 0 ^fb(11,1) 4 8 5 4 0 ^fb(11,1) 6146 1 2050 1 0 ^fb(11,1) 4100 1 8193 1 0 ^fb(11,2) 4 9 5 4 0 ^fb(11,2) 6146 1 2050 1 0 ^fb(11,2) 4100 1 8193 1 0 ^fb(11,3) 4 10 5 4 0 ^fb(11,3) 6146 1 2050 1 0 ^fb(11,3) 4100 1 8193 1 0 ^fb(11,4) 4 11 5 4 0 ^fb(11,4) 6146 1 2050 1 0 ^fb(11,4) 4100 1 8193 1 0 ^fb(11,5) 4 1 1 4 0 ^fb(11,5) 6145 1 2049 1 0 ^fb(11,5) 4099 1 8192 2 0 ^fb(11,6) 4 1 1 4 0 ^fb(11,6) 6146 1 2050 1 0 ^fb(11,6) 4100 1 8193 1 0 ^fb(11,7) 4 2 5 4 0 ^fb(11,7) 6146 1 2050 1 0 ^fb(11,7) 4100 1 8193 1 0 ^fb(11,8) 4 3 5 4 0 ^fb(11,8) 6146 1 2050 1 0 ^fb(11,8) 4100 1 8193 1 0 ^fb(11,9) 4 4 5 4 0 ^fb(11,9) 6146 1 2050 1 0 ^fb(11,9) 4100 1 8193 1 0 ^fb(11,10) 4 5 5 4 0 ^fb(11,10) 6146 1 2050 1 0 ^fb(11,10) 4100 1 8193 1 0 ^fb(11,11) 4 6 5 4 0 ^fb(11,11) 6146 1 2050 1 0 ^fb(11,11) 4100 1 8193 1 0 ^fb(12,0) 4 4 1 5 0 ^fb(12,0) 6146 1 2050 1 0 ^fb(12,0) 10240 2 4097 1 0 ^fb(12,0) 8193 1 0 0 0 ^fb(12,1) 4 1 1 4 0 ^fb(12,1) 10241 1 8194 1 0 ^fb(12,1) 4098 1 6144 2 0 ^fb(12,2) 4 1 1 4 0 ^fb(12,2) 10242 1 8195 1 0 ^fb(12,2) 4099 1 6145 1 0 ^fb(12,3) 4 2 1 4 0 ^fb(12,3) 6146 1 10243 1 0 ^fb(12,3) 8196 1 4100 1 0 ^fb(12,4) 4 3 5 4 0 ^fb(12,4) 10242 1 8195 1 0 ^fb(12,4) 4099 1 6145 1 0 ^fb(12,5) 4 1 1 4 0 ^fb(12,5) 8192 2 4096 2 0 ^fb(12,5) 6145 1 2049 1 0 ^fb(12,6) 4 1 1 4 0 ^fb(12,6) 6146 1 2050 1 0 ^fb(12,6) 4097 1 8193 1 0 ^fb(12,7) 4 2 1 6 0 ^fb(12,7) 12288 2 10240 4 0 ^fb(12,7) 8194 1 6147 1 0 ^fb(12,7) 4098 1 2051 1 0 ^fb(12,8) 4 1 1 6 0 ^fb(12,8) 12289 1 6145 1 0 ^fb(12,8) 2049 1 4096 2 0 ^fb(12,8) 8192 2 10240 4 0 ^fb(12,9) 4 1 1 5 0 ^fb(12,9) 12290 1 6146 1 0 ^fb(12,9) 10240 4 4097 1 0 ^fb(12,9) 8193 1 0 0 0 ^fb(12,10) 4 2 1 5 0 ^fb(12,10) 12291 1 8194 1 0 ^fb(12,10) 6147 1 4098 1 0 ^fb(12,10) 10240 4 0 0 0 ^fb(12,11) 4 3 5 6 0 ^fb(12,11) 12290 1 6146 1 0 ^fb(12,11) 2050 1 10240 4 0 ^fb(12,11) 4097 1 8193 1 0 ^fb(12,16) 4 7 5 4 1 ^fb(12,16) 8193 1 6146 1 0 ^fb(12,16) 2050 1 4097 1 0 ^fb(12,16) 0 516 0 0 0 ^fb(12,17) 4 8 5 4 1 ^fb(12,17) 8193 1 6146 1 0 ^fb(12,17) 2050 1 4097 1 0 ^fb(12,17) 0 516 0 0 0 ^fb(12,18) 4 9 5 4 1 ^fb(12,18) 8193 1 6146 1 0 ^fb(12,18) 2050 1 4097 1 0 ^fb(12,18) 0 516 0 0 0 ^fb(12,19) 4 7 5 5 1 ^fb(12,19) 8193 1 6146 1 0 ^fb(12,19) 4097 1 12290 1 0 ^fb(12,19) 10240 4 0 0 0 ^fb(12,19) 0 516 0 0 0 ^fb(12,20) 4 8 5 5 1 ^fb(12,20) 8193 1 6146 1 0 ^fb(12,20) 4097 1 12290 1 0 ^fb(12,20) 10240 4 0 0 0 ^fb(12,20) 0 516 0 0 0 ^fb(12,21) 4 1 1 4 0 ^fb(12,21) 8192 2 6145 1 0 ^fb(12,21) 2049 1 4096 2 0 ^fb(12,22) 4 1 1 4 1 ^fb(12,22) 8193 1 6146 1 0 ^fb(12,22) 2050 1 4097 1 0 ^fb(12,22) 0 516 0 0 0 ^fb(12,23) 4 1 1 4 1 ^fb(12,23) 8194 1 6147 1 0 ^fb(12,23) 2051 1 4098 1 0 ^fb(12,23) 1 516 0 0 0 ^fb(12,24) 4 1 1 4 1 ^fb(12,24) 8195 1 6148 1 0 ^fb(12,24) 2052 1 4099 1 0 ^fb(12,24) 2 516 0 0 0 ^fb(12,25) 4 4 5 4 1 ^fb(12,25) 8193 1 6146 1 0 ^fb(12,25) 2050 1 4097 1 0 ^fb(12,25) 0 516 0 0 0 ^fb(12,26) 4 5 5 4 1 ^fb(12,26) 8193 1 6146 1 0 ^fb(12,26) 2050 1 4097 1 0 ^fb(12,26) 0 516 0 0 0 ^fb(12,27) 4 6 5 4 1 ^fb(12,27) 8193 1 6146 1 0 ^fb(12,27) 2050 1 4097 1 0 ^fb(12,27) 0 516 0 0 0 ^fb(13,0) 4 1 1 5 0 ^fb(13,0) 6145 1 8194 1 0 ^fb(13,0) 4098 1 10240 2 0 ^fb(13,0) 2048 2 0 0 0 ^fb(13,1) 4 1 1 5 1 ^fb(13,1) 6146 1 8195 1 0 ^fb(13,1) 4099 1 2049 1 0 ^fb(13,1) 10241 1 0 0 0 ^fb(13,1) 0 261 0 0 0 ^fb(13,2) 4 2 1 5 1 ^fb(13,2) 10242 1 8196 1 0 ^fb(13,2) 6147 1 4100 1 0 ^fb(13,2) 2050 1 0 0 0 ^fb(13,2) 1 261 0 0 0 ^fb(13,3) 4 3 1 5 0 ^fb(13,3) 10243 1 8194 1 0 ^fb(13,3) 6144 2 4096 2 0 ^fb(13,3) 2048 2 0 0 0 ^fb(13,4) 4 4 5 5 1 ^fb(13,4) 6146 1 8195 1 0 ^fb(13,4) 4099 1 2049 1 0 ^fb(13,4) 10241 1 0 0 0 ^fb(13,4) 0 261 0 0 0 ^fb(13,5) 4 1 1 4 1 ^fb(13,5) 8192 2 2050 1 0 ^fb(13,5) 4098 1 6146 1 0 ^fb(13,5) 1 259 0 0 0 ^fb(13,6) 4 1 1 4 1 ^fb(13,6) 2051 1 4099 1 0 ^fb(13,6) 6147 1 8193 1 0 ^fb(13,6) 2 259 0 0 0 ^fb(13,7) 4 1 1 6 1 ^fb(13,7) 10240 4 12288 2 0 ^fb(13,7) 8194 1 6148 1 0 ^fb(13,7) 4100 1 2052 1 0 ^fb(13,7) 3 259 0 0 0 ^fb(13,8) 4 1 1 5 0 ^fb(13,8) 12289 1 4097 1 0 ^fb(13,8) 6146 1 8194 1 0 ^fb(13,8) 10240 4 0 0 0 ^fb(13,9) 4 2 1 5 0 ^fb(13,9) 10240 4 12290 1 0 ^fb(13,9) 8195 1 6147 1 0 ^fb(13,9) 4098 1 0 0 0 ^fb(13,10) 4 3 1 5 0 ^fb(13,10) 10240 4 12291 1 0 ^fb(13,10) 8196 1 6148 1 0 ^fb(13,10) 4099 1 0 0 0 ^fb(13,11) 4 4 5 5 0 ^fb(13,11) 12289 1 4097 1 0 ^fb(13,11) 6146 1 8194 1 0 ^fb(13,11) 10240 4 0 0 0 ^fb(13,16) 4 5 5 5 0 ^fb(13,16) 12289 1 8194 1 0 ^fb(13,16) 6146 1 4097 1 0 ^fb(13,16) 10240 4 0 0 0 ^fb(13,17) 4 6 5 5 0 ^fb(13,17) 12289 1 8194 1 0 ^fb(13,17) 6146 1 4097 1 0 ^fb(13,17) 10240 4 0 0 0 ^fb(13,18) 4 7 5 5 0 ^fb(13,18) 12289 1 8194 1 0 ^fb(13,18) 6146 1 4097 1 0 ^fb(13,18) 10240 4 0 0 0 ^fb(13,19) 4 3 5 5 1 ^fb(13,19) 2049 1 6146 1 0 ^fb(13,19) 4099 1 8195 1 0 ^fb(13,19) 10241 1 0 0 0 ^fb(13,19) 0 261 0 0 0 ^fb(13,20) 4 9 5 5 0 ^fb(13,20) 6146 1 12289 1 0 ^fb(13,20) 8194 1 4097 1 0 ^fb(13,20) 10240 4 0 0 0 ^fb(13,21) 4 5 5 5 1 ^fb(13,21) 2049 1 6146 1 0 ^fb(13,21) 4099 1 8195 1 0 ^fb(13,21) 10241 1 0 0 0 ^fb(13,21) 0 261 0 0 0 ^fb(13,22) 4 6 5 5 1 ^fb(13,22) 2049 1 6146 1 0 ^fb(13,22) 4099 1 8195 1 0 ^fb(13,22) 10241 1 0 0 0 ^fb(13,22) 0 261 0 0 0 ^fb(13,23) 4 7 5 5 1 ^fb(13,23) 2049 1 6146 1 0 ^fb(13,23) 4099 1 8195 1 0 ^fb(13,23) 10241 1 0 0 0 ^fb(13,23) 0 261 0 0 0 ^fb(13,24) 4 8 5 5 1 ^fb(13,24) 2049 1 6146 1 0 ^fb(13,24) 4099 1 8195 1 0 ^fb(13,24) 10241 1 0 0 0 ^fb(13,24) 0 261 0 0 0 ^fb(13,25) 4 4 5 4 0 ^fb(13,25) 8193 1 6147 1 0 ^fb(13,25) 4099 1 2051 1 0 ^fb(13,26) 4 5 5 4 0 ^fb(13,26) 8193 1 6147 1 0 ^fb(13,26) 4099 1 2051 1 0 ^fb(13,27) 4 6 5 4 0 ^fb(13,27) 8193 1 6147 1 0 ^fb(13,27) 4099 1 2051 1 0 ^fb(14,0) 4 4 5 5 1 ^fb(14,0) 10241 1 6145 1 0 ^fb(14,0) 12290 1 8194 1 0 ^fb(14,0) 4098 1 0 0 0 ^fb(14,0) 0 773 0 0 0 ^fb(14,1) 4 1 1 5 1 ^fb(14,1) 6145 1 4097 1 0 ^fb(14,1) 10241 1 8192 2 0 ^fb(14,1) 2049 1 0 0 0 ^fb(14,1) 0 259 0 0 0 ^fb(14,2) 4 1 1 5 1 ^fb(14,2) 6146 1 4098 1 0 ^fb(14,2) 10242 1 8193 1 0 ^fb(14,2) 2050 1 0 0 0 ^fb(14,2) 1 259 0 0 0 ^fb(14,3) 4 2 1 5 1 ^fb(14,3) 10243 1 8194 1 0 ^fb(14,3) 6147 1 4099 1 0 ^fb(14,3) 2051 1 0 0 0 ^fb(14,3) 2 259 0 0 0 ^fb(14,4) 4 3 1 5 1 ^fb(14,4) 10244 1 8195 1 0 ^fb(14,4) 6148 1 4100 1 0 ^fb(14,4) 2052 1 0 0 0 ^fb(14,4) 3 259 0 0 0 ^fb(14,5) 4 4 5 5 1 ^fb(14,5) 6146 1 4098 1 0 ^fb(14,5) 10242 1 8193 1 0 ^fb(14,5) 2050 1 0 0 0 ^fb(14,5) 1 259 0 0 0 ^fb(14,6) 4 5 1 4 0 ^fb(14,6) 2049 1 4098 1 0 ^fb(14,6) 8193 1 6144 2 0 ^fb(14,7) 4 6 1 6 0 ^fb(14,7) 4099 1 2050 1 0 ^fb(14,7) 6145 1 10242 1 0 ^fb(14,7) 8192 4 12288 2 0 ^fb(14,8) 4 1 1 6 1 ^fb(14,8) 12289 1 8193 1 0 ^fb(14,8) 4097 1 6146 1 0 ^fb(14,8) 2051 1 10243 1 0 ^fb(14,8) 0 518 0 0 0 ^fb(14,9) 4 1 1 5 1 ^fb(14,9) 10241 1 6145 1 0 ^fb(14,9) 12290 1 8194 1 0 ^fb(14,9) 4098 1 0 0 0 ^fb(14,9) 0 773 0 0 0 ^fb(14,10) 4 2 1 5 0 ^fb(14,10) 12291 1 8195 1 0 ^fb(14,10) 6146 1 10240 4 0 ^fb(14,10) 4096 2 0 0 0 ^fb(14,11) 4 3 5 5 1 ^fb(14,11) 10241 1 6145 1 0 ^fb(14,11) 12290 1 8194 1 0 ^fb(14,11) 4098 1 0 0 0 ^fb(14,11) 0 773 0 0 0 ^fb(14,16) 4 6 5 4 0 ^fb(14,16) 6145 1 8194 1 0 ^fb(14,16) 2050 1 4099 1 0 ^fb(14,17) 4 5 5 4 1 ^fb(14,17) 10241 1 8194 1 0 ^fb(14,17) 6145 1 4098 1 0 ^fb(14,17) 0 773 0 0 0 ^fb(14,18) 4 6 5 4 1 ^fb(14,18) 10241 1 8194 1 0 ^fb(14,18) 6145 1 4098 1 0 ^fb(14,18) 0 773 0 0 0 ^fb(14,19) 4 7 5 5 1 ^fb(14,19) 10241 1 8194 1 0 ^fb(14,19) 6145 1 4098 1 0 ^fb(14,19) 12290 1 0 0 0 ^fb(14,19) 0 773 0 0 0 ^fb(14,20) 4 8 5 5 1 ^fb(14,20) 10241 1 8194 1 0 ^fb(14,20) 6145 1 4098 1 0 ^fb(14,20) 12290 1 0 0 0 ^fb(14,20) 0 773 0 0 0 ^fb(14,21) 4 9 5 5 1 ^fb(14,21) 4098 1 12290 1 0 ^fb(14,21) 10241 1 8194 1 0 ^fb(14,21) 6145 1 0 0 0 ^fb(14,21) 0 773 0 0 0 ^fb(14,22) 4 5 5 5 0 ^fb(14,22) 10242 1 8193 1 0 ^fb(14,22) 6146 1 4098 1 0 ^fb(14,22) 2050 1 0 0 0 ^fb(14,23) 4 6 5 5 0 ^fb(14,23) 10242 1 8193 1 0 ^fb(14,23) 6146 1 4098 1 0 ^fb(14,23) 2050 1 0 0 0 ^fb(14,24) 4 1 1 4 0 ^fb(14,24) 10240 2 8193 1 0 ^fb(14,24) 6144 2 4097 1 0 ^fb(14,25) 4 1 1 4 1 ^fb(14,25) 10241 1 8194 1 0 ^fb(14,25) 6145 1 4098 1 0 ^fb(14,25) 0 773 0 0 0 ^fb(14,26) 4 1 1 4 1 ^fb(14,26) 10242 1 8195 1 0 ^fb(14,26) 6146 1 4099 1 0 ^fb(14,26) 1 773 0 0 0 ^fb(14,27) 4 1 1 4 1 ^fb(14,27) 10243 1 8196 1 0 ^fb(14,27) 6147 1 4100 1 0 ^fb(14,27) 2 773 0 0 0 ^fb(15,0) 4 7 5 5 0 ^fb(15,0) 8193 1 10242 1 0 ^fb(15,0) 6146 1 4098 1 0 ^fb(15,0) 2052 1 0 0 0 ^fb(15,1) 4 8 5 5 0 ^fb(15,1) 8193 1 10242 1 0 ^fb(15,1) 6146 1 4098 1 0 ^fb(15,1) 2052 1 0 0 0 ^fb(15,2) 4 9 5 5 0 ^fb(15,2) 8193 1 10242 1 0 ^fb(15,2) 6146 1 4098 1 0 ^fb(15,2) 2052 1 0 0 0 ^fb(15,3) 4 10 5 5 0 ^fb(15,3) 8193 1 10242 1 0 ^fb(15,3) 6146 1 4098 1 0 ^fb(15,3) 2052 1 0 0 0 ^fb(15,4) 4 11 5 5 0 ^fb(15,4) 8193 1 10242 1 0 ^fb(15,4) 6146 1 4098 1 0 ^fb(15,4) 2052 1 0 0 0 ^fb(15,5) 4 1 1 5 0 ^fb(15,5) 8192 2 10241 1 0 ^fb(15,5) 6145 1 4097 1 0 ^fb(15,5) 2051 1 0 0 0 ^fb(15,6) 4 1 1 5 0 ^fb(15,6) 8193 1 10242 1 0 ^fb(15,6) 6146 1 4098 1 0 ^fb(15,6) 2052 1 0 0 0 ^fb(15,7) 4 2 5 5 0 ^fb(15,7) 8193 1 10242 1 0 ^fb(15,7) 6146 1 4098 1 0 ^fb(15,7) 2052 1 0 0 0 ^fb(15,8) 4 3 5 5 0 ^fb(15,8) 8193 1 10242 1 0 ^fb(15,8) 6146 1 4098 1 0 ^fb(15,8) 2052 1 0 0 0 ^fb(15,9) 4 4 5 5 0 ^fb(15,9) 8193 1 10242 1 0 ^fb(15,9) 6146 1 4098 1 0 ^fb(15,9) 2052 1 0 0 0 ^fb(15,10) 4 5 5 5 0 ^fb(15,10) 8193 1 10242 1 0 ^fb(15,10) 6146 1 4098 1 0 ^fb(15,10) 2052 1 0 0 0 ^fb(15,11) 4 6 5 5 0 ^fb(15,11) 8193 1 10242 1 0 ^fb(15,11) 6146 1 4098 1 0 ^fb(15,11) 2052 1 0 0 0 ^fb(15,16) 4 5 5 6 0 ^fb(15,16) 12289 1 8193 1 0 ^fb(15,16) 6146 1 2051 1 0 ^fb(15,16) 4099 1 10240 4 0 ^fb(15,17) 4 6 5 6 0 ^fb(15,17) 12289 1 8193 1 0 ^fb(15,17) 6146 1 2051 1 0 ^fb(15,17) 4099 1 10240 4 0 ^fb(15,18) 4 7 5 6 0 ^fb(15,18) 12289 1 8193 1 0 ^fb(15,18) 6146 1 2051 1 0 ^fb(15,18) 4099 1 10240 4 0 ^fb(15,19) 4 8 5 6 0 ^fb(15,19) 12289 1 8193 1 0 ^fb(15,19) 6146 1 2051 1 0 ^fb(15,19) 4099 1 10240 4 0 ^fb(15,20) 4 9 5 6 0 ^fb(15,20) 12289 1 8193 1 0 ^fb(15,20) 6146 1 2051 1 0 ^fb(15,20) 4099 1 10240 4 0 ^fb(15,21) 4 10 5 6 0 ^fb(15,21) 12289 1 8193 1 0 ^fb(15,21) 6146 1 2051 1 0 ^fb(15,21) 4099 1 10240 4 0 ^fb(15,22) 4 11 5 6 0 ^fb(15,22) 12289 1 8193 1 0 ^fb(15,22) 6146 1 2051 1 0 ^fb(15,22) 4099 1 10240 4 0 ^fb(15,23) 4 1 1 6 0 ^fb(15,23) 12288 2 8192 2 0 ^fb(15,23) 6145 1 2050 1 0 ^fb(15,23) 4098 1 10240 4 0 ^fb(15,24) 4 1 1 6 0 ^fb(15,24) 12289 1 8193 1 0 ^fb(15,24) 6146 1 2051 1 0 ^fb(15,24) 4099 1 10240 4 0 ^fb(15,25) 4 1 1 6 0 ^fb(15,25) 12290 1 8194 1 0 ^fb(15,25) 6147 1 2052 1 0 ^fb(15,25) 4100 1 10240 4 0 ^fb(15,26) 4 3 5 6 0 ^fb(15,26) 12289 1 8193 1 0 ^fb(15,26) 6146 1 2051 1 0 ^fb(15,26) 4099 1 10240 4 0 ^fb(15,27) 4 4 5 6 0 ^fb(15,27) 12289 1 8193 1 0 ^fb(15,27) 6146 1 2051 1 0 ^fb(15,27) 4099 1 10240 4 0 ^fb(16,0) 4 11 4 5 0 ^fb(16,0) 10242 1 8193 1 0 ^fb(16,0) 6146 1 4098 1 0 ^fb(16,0) 2049 1 0 0 0 ^fb(16,1) 4 1 0 5 0 ^fb(16,1) 10241 1 8192 2 0 ^fb(16,1) 6145 1 4097 1 0 ^fb(16,1) 2048 2 0 0 0 ^fb(16,2) 4 1 0 5 0 ^fb(16,2) 10242 1 8193 1 0 ^fb(16,2) 6146 1 4098 1 0 ^fb(16,2) 2049 1 0 0 0 ^fb(16,3) 4 1 1 5 0 ^fb(16,3) 10243 1 8194 1 0 ^fb(16,3) 6147 1 4099 1 0 ^fb(16,3) 2050 1 0 0 0 ^fb(16,4) 4 1 1 5 0 ^fb(16,4) 10244 1 8195 1 0 ^fb(16,4) 6148 1 4100 1 0 ^fb(16,4) 2051 1 0 0 0 ^fb(16,5) 4 4 5 5 0 ^fb(16,5) 10242 1 8193 1 0 ^fb(16,5) 6146 1 4098 1 0 ^fb(16,5) 2049 1 0 0 0 ^fb(16,6) 4 5 5 5 0 ^fb(16,6) 10242 1 8193 1 0 ^fb(16,6) 6146 1 4098 1 0 ^fb(16,6) 2049 1 0 0 0 ^fb(16,7) 4 6 5 5 0 ^fb(16,7) 10242 1 8193 1 0 ^fb(16,7) 6146 1 4098 1 0 ^fb(16,7) 2049 1 0 0 0 ^fb(16,8) 4 7 5 5 0 ^fb(16,8) 10242 1 8193 1 0 ^fb(16,8) 6146 1 4098 1 0 ^fb(16,8) 2049 1 0 0 0 ^fb(16,9) 4 8 5 5 0 ^fb(16,9) 10242 1 8193 1 0 ^fb(16,9) 6146 1 4098 1 0 ^fb(16,9) 2049 1 0 0 0 ^fb(16,10) 4 9 5 5 0 ^fb(16,10) 10242 1 8193 1 0 ^fb(16,10) 6146 1 4098 1 0 ^fb(16,10) 2049 1 0 0 0 ^fb(16,11) 4 10 5 5 0 ^fb(16,11) 10242 1 8193 1 0 ^fb(16,11) 6146 1 4098 1 0 ^fb(16,11) 2049 1 0 0 0 ^fb(16,16) 4 4 5 5 0 ^fb(16,16) 10240 4 12290 1 0 ^fb(16,16) 8194 1 6147 1 0 ^fb(16,16) 4097 1 0 0 0 ^fb(16,17) 4 5 5 5 0 ^fb(16,17) 10240 4 12290 1 0 ^fb(16,17) 8194 1 6147 1 0 ^fb(16,17) 4097 1 0 0 0 ^fb(16,18) 4 6 5 5 0 ^fb(16,18) 10240 4 12290 1 0 ^fb(16,18) 8194 1 6147 1 0 ^fb(16,18) 4097 1 0 0 0 ^fb(16,19) 4 7 5 5 0 ^fb(16,19) 10240 4 12290 1 0 ^fb(16,19) 8194 1 6147 1 0 ^fb(16,19) 4097 1 0 0 0 ^fb(16,20) 4 8 5 5 0 ^fb(16,20) 10240 4 12290 1 0 ^fb(16,20) 8194 1 6147 1 0 ^fb(16,20) 4097 1 0 0 0 ^fb(16,21) 4 9 5 5 0 ^fb(16,21) 10240 4 12290 1 0 ^fb(16,21) 8194 1 6147 1 0 ^fb(16,21) 4097 1 0 0 0 ^fb(16,22) 4 10 5 5 0 ^fb(16,22) 10240 4 12290 1 0 ^fb(16,22) 8194 1 6147 1 0 ^fb(16,22) 4097 1 0 0 0 ^fb(16,23) 4 11 5 5 0 ^fb(16,23) 10240 4 12290 1 0 ^fb(16,23) 8194 1 6147 1 0 ^fb(16,23) 4097 1 0 0 0 ^fb(16,24) 4 1 1 5 0 ^fb(16,24) 12289 1 10240 4 0 ^fb(16,24) 8193 1 4096 2 0 ^fb(16,24) 6146 1 0 0 0 ^fb(16,25) 4 1 1 5 0 ^fb(16,25) 12290 1 10240 4 0 ^fb(16,25) 8194 1 4097 1 0 ^fb(16,25) 6147 1 0 0 0 ^fb(16,26) 4 1 1 5 0 ^fb(16,26) 12291 1 10240 4 0 ^fb(16,26) 8195 1 6148 1 0 ^fb(16,26) 4098 1 0 0 0 ^fb(16,27) 4 3 5 5 0 ^fb(16,27) 10240 4 12290 1 0 ^fb(16,27) 8194 1 6147 1 0 ^fb(16,27) 4097 1 0 0 0 ^fb(17,0) 4 11 5 5 1 ^fb(17,0) 8193 1 4097 1 0 ^fb(17,0) 10242 1 6146 1 0 ^fb(17,0) 2050 1 0 0 0 ^fb(17,0) 0 516 0 0 0 ^fb(17,1) 4 1 1 5 0 ^fb(17,1) 10241 1 8192 2 0 ^fb(17,1) 6145 1 4096 2 0 ^fb(17,1) 2049 1 0 0 0 ^fb(17,2) 4 1 1 5 1 ^fb(17,2) 10242 1 8193 1 0 ^fb(17,2) 6146 1 4097 1 0 ^fb(17,2) 2050 1 0 0 0 ^fb(17,2) 0 516 0 0 0 ^fb(17,3) 4 1 1 5 1 ^fb(17,3) 10243 1 8194 1 0 ^fb(17,3) 6147 1 4098 1 0 ^fb(17,3) 2051 1 0 0 0 ^fb(17,3) 1 516 0 0 0 ^fb(17,4) 4 1 1 5 1 ^fb(17,4) 10244 1 8195 1 0 ^fb(17,4) 6148 1 4099 1 0 ^fb(17,4) 2052 1 0 0 0 ^fb(17,4) 2 516 0 0 0 ^fb(17,5) 4 4 5 5 1 ^fb(17,5) 8193 1 4097 1 0 ^fb(17,5) 10242 1 6146 1 0 ^fb(17,5) 2050 1 0 0 0 ^fb(17,5) 0 516 0 0 0 ^fb(17,6) 4 5 5 5 1 ^fb(17,6) 8193 1 4097 1 0 ^fb(17,6) 10242 1 6146 1 0 ^fb(17,6) 2050 1 0 0 0 ^fb(17,6) 0 516 0 0 0 ^fb(17,7) 4 6 5 5 1 ^fb(17,7) 8193 1 4097 1 0 ^fb(17,7) 10242 1 6146 1 0 ^fb(17,7) 2050 1 0 0 0 ^fb(17,7) 0 516 0 0 0 ^fb(17,8) 4 7 5 5 1 ^fb(17,8) 8193 1 4097 1 0 ^fb(17,8) 10242 1 6146 1 0 ^fb(17,8) 2050 1 0 0 0 ^fb(17,8) 0 516 0 0 0 ^fb(17,9) 4 8 5 5 1 ^fb(17,9) 8193 1 4097 1 0 ^fb(17,9) 10242 1 6146 1 0 ^fb(17,9) 2050 1 0 0 0 ^fb(17,9) 0 516 0 0 0 ^fb(17,10) 4 9 5 5 1 ^fb(17,10) 8193 1 4097 1 0 ^fb(17,10) 10242 1 6146 1 0 ^fb(17,10) 2050 1 0 0 0 ^fb(17,10) 0 516 0 0 0 ^fb(17,11) 4 10 5 5 1 ^fb(17,11) 8193 1 4097 1 0 ^fb(17,11) 10242 1 6146 1 0 ^fb(17,11) 2050 1 0 0 0 ^fb(17,11) 0 516 0 0 0 ^fb(17,16) 4 5 5 6 1 ^fb(17,16) 12289 1 8193 1 0 ^fb(17,16) 4097 1 10243 1 0 ^fb(17,16) 6146 1 2050 1 0 ^fb(17,16) 0 518 0 0 0 ^fb(17,17) 4 6 5 6 1 ^fb(17,17) 12289 1 8193 1 0 ^fb(17,17) 4097 1 10243 1 0 ^fb(17,17) 6146 1 2050 1 0 ^fb(17,17) 0 518 0 0 0 ^fb(17,18) 4 7 5 6 1 ^fb(17,18) 12289 1 8193 1 0 ^fb(17,18) 4097 1 10243 1 0 ^fb(17,18) 6146 1 2050 1 0 ^fb(17,18) 0 518 0 0 0 ^fb(17,19) 4 8 5 6 1 ^fb(17,19) 12289 1 8193 1 0 ^fb(17,19) 4097 1 10243 1 0 ^fb(17,19) 6146 1 2050 1 0 ^fb(17,19) 0 518 0 0 0 ^fb(17,20) 4 9 5 6 1 ^fb(17,20) 12289 1 8193 1 0 ^fb(17,20) 4097 1 10243 1 0 ^fb(17,20) 6146 1 2050 1 0 ^fb(17,20) 0 518 0 0 0 ^fb(17,21) 4 10 5 6 1 ^fb(17,21) 12289 1 8193 1 0 ^fb(17,21) 4097 1 10243 1 0 ^fb(17,21) 6146 1 2050 1 0 ^fb(17,21) 0 518 0 0 0 ^fb(17,22) 4 11 5 6 1 ^fb(17,22) 12289 1 8193 1 0 ^fb(17,22) 4097 1 10243 1 0 ^fb(17,22) 6146 1 2050 1 0 ^fb(17,22) 0 518 0 0 0 ^fb(17,23) 4 1 1 6 0 ^fb(17,23) 12288 2 8192 2 0 ^fb(17,23) 4096 2 10242 1 0 ^fb(17,23) 6145 1 2049 1 0 ^fb(17,24) 4 1 1 6 1 ^fb(17,24) 12289 1 8193 1 0 ^fb(17,24) 4097 1 10243 1 0 ^fb(17,24) 6146 1 2050 1 0 ^fb(17,24) 0 518 0 0 0 ^fb(17,25) 4 1 1 6 1 ^fb(17,25) 12290 1 8194 1 0 ^fb(17,25) 4098 1 10244 1 0 ^fb(17,25) 6147 1 2051 1 0 ^fb(17,25) 1 518 0 0 0 ^fb(17,26) 4 3 5 6 1 ^fb(17,26) 12289 1 8193 1 0 ^fb(17,26) 4097 1 10243 1 0 ^fb(17,26) 6146 1 2050 1 0 ^fb(17,26) 0 518 0 0 0 ^fb(17,27) 4 4 5 6 1 ^fb(17,27) 12289 1 8193 1 0 ^fb(17,27) 4097 1 10243 1 0 ^fb(17,27) 6146 1 2050 1 0 ^fb(17,27) 0 518 0 0 0 ^fb(18,0) 4 2 1 4 0 ^fb(18,0) 10240 2 8195 1 0 ^fb(18,0) 6146 1 4098 1 0 ^fb(18,1) 4 3 5 5 1 ^fb(18,1) 12292 1 10243 1 0 ^fb(18,1) 8194 1 4097 1 0 ^fb(18,1) 6145 1 0 0 0 ^fb(18,1) 0 515 0 0 0 ^fb(18,2) 4 1 1 4 0 ^fb(18,2) 4096 2 6144 2 0 ^fb(18,2) 8193 1 10242 1 0 ^fb(18,3) 4 1 1 4 1 ^fb(18,3) 4097 1 6145 1 0 ^fb(18,3) 8194 1 10243 1 0 ^fb(18,3) 0 515 0 0 0 ^fb(18,4) 4 2 1 4 1 ^fb(18,4) 4098 1 6146 1 0 ^fb(18,4) 8195 1 10244 1 0 ^fb(18,4) 1 515 0 0 0 ^fb(18,5) 4 1 1 4 0 ^fb(18,5) 2050 1 4099 1 0 ^fb(18,5) 6147 1 8192 2 0 ^fb(18,6) 4 4 5 4 1 ^fb(18,6) 4097 1 6145 1 0 ^fb(18,6) 8194 1 10243 1 0 ^fb(18,6) 0 515 0 0 0 ^fb(18,7) 4 1 1 6 0 ^fb(18,7) 12288 2 2048 2 0 ^fb(18,7) 4097 1 6145 1 0 ^fb(18,7) 8194 1 10243 1 0 ^fb(18,8) 4 1 1 6 0 ^fb(18,8) 12289 1 2049 1 0 ^fb(18,8) 4098 1 6146 1 0 ^fb(18,8) 8195 1 10240 4 0 ^fb(18,9) 4 2 1 6 0 ^fb(18,9) 10240 4 2050 1 0 ^fb(18,9) 4099 1 6147 1 0 ^fb(18,9) 8196 1 12290 1 0 ^fb(18,10) 4 1 1 5 0 ^fb(18,10) 12291 1 10242 1 0 ^fb(18,10) 8193 1 6144 2 0 ^fb(18,10) 4096 2 0 0 0 ^fb(18,11) 4 1 1 5 1 ^fb(18,11) 12292 1 10243 1 0 ^fb(18,11) 8194 1 4097 1 0 ^fb(18,11) 6145 1 0 0 0 ^fb(18,11) 0 515 0 0 0 ^fb(18,16) 4 5 5 6 0 ^fb(18,16) 12289 1 2049 1 0 ^fb(18,16) 4098 1 6146 1 0 ^fb(18,16) 8195 1 10240 4 0 ^fb(18,17) 4 6 5 6 0 ^fb(18,17) 12289 1 2049 1 0 ^fb(18,17) 4098 1 6146 1 0 ^fb(18,17) 8195 1 10240 4 0 ^fb(18,18) 4 7 5 6 0 ^fb(18,18) 12289 1 2049 1 0 ^fb(18,18) 4098 1 6146 1 0 ^fb(18,18) 8195 1 10240 4 0 ^fb(18,19) 4 8 5 6 0 ^fb(18,19) 12289 1 2049 1 0 ^fb(18,19) 4098 1 6146 1 0 ^fb(18,19) 8195 1 10240 4 0 ^fb(18,20) 4 9 5 6 0 ^fb(18,20) 12289 1 2049 1 0 ^fb(18,20) 4098 1 6146 1 0 ^fb(18,20) 8195 1 10240 4 0 ^fb(18,21) 4 3 5 4 1 ^fb(18,21) 4097 1 6145 1 0 ^fb(18,21) 8194 1 10243 1 0 ^fb(18,21) 0 515 0 0 0 ^fb(18,22) 4 4 1 4 0 ^fb(18,22) 8193 1 2051 1 0 ^fb(18,22) 4100 1 6148 1 0 ^fb(18,23) 4 5 5 4 1 ^fb(18,23) 4097 1 6145 1 0 ^fb(18,23) 8194 1 10243 1 0 ^fb(18,23) 0 515 0 0 0 ^fb(18,24) 4 6 5 4 1 ^fb(18,24) 4097 1 6145 1 0 ^fb(18,24) 8194 1 10243 1 0 ^fb(18,24) 0 515 0 0 0 ^fb(18,25) 4 7 5 4 1 ^fb(18,25) 4097 1 6145 1 0 ^fb(18,25) 8194 1 10243 1 0 ^fb(18,25) 0 515 0 0 0 ^fb(18,26) 4 3 5 6 0 ^fb(18,26) 12289 1 2049 1 0 ^fb(18,26) 4098 1 6146 1 0 ^fb(18,26) 8195 1 10240 4 0 ^fb(18,27) 4 4 5 6 0 ^fb(18,27) 12289 1 2049 1 0 ^fb(18,27) 4098 1 6146 1 0 ^fb(18,27) 8195 1 10240 4 0 ^fb(19,0) 4 10 5 5 0 ^fb(19,0) 10243 1 6147 1 0 ^fb(19,0) 4099 1 2049 1 0 ^fb(19,0) 8192 4 0 0 0 ^fb(19,1) 4 11 5 5 0 ^fb(19,1) 10243 1 6147 1 0 ^fb(19,1) 4099 1 2049 1 0 ^fb(19,1) 8192 4 0 0 0 ^fb(19,2) 4 1 1 5 0 ^fb(19,2) 10242 1 6146 1 0 ^fb(19,2) 4098 1 2048 2 0 ^fb(19,2) 8192 4 0 0 0 ^fb(19,3) 4 1 1 5 0 ^fb(19,3) 10243 1 6147 1 0 ^fb(19,3) 4099 1 2049 1 0 ^fb(19,3) 8192 4 0 0 0 ^fb(19,4) 4 1 1 5 0 ^fb(19,4) 10244 1 6148 1 0 ^fb(19,4) 4100 1 2050 1 0 ^fb(19,4) 8192 4 0 0 0 ^fb(19,5) 4 3 5 5 0 ^fb(19,5) 10243 1 6147 1 0 ^fb(19,5) 4099 1 2049 1 0 ^fb(19,5) 8192 4 0 0 0 ^fb(19,6) 4 4 5 5 0 ^fb(19,6) 10243 1 6147 1 0 ^fb(19,6) 4099 1 2049 1 0 ^fb(19,6) 8192 4 0 0 0 ^fb(19,7) 4 5 5 5 0 ^fb(19,7) 10243 1 6147 1 0 ^fb(19,7) 4099 1 2049 1 0 ^fb(19,7) 8192 4 0 0 0 ^fb(19,8) 4 6 5 5 0 ^fb(19,8) 10243 1 6147 1 0 ^fb(19,8) 4099 1 2049 1 0 ^fb(19,8) 8192 4 0 0 0 ^fb(19,9) 4 7 5 5 0 ^fb(19,9) 10243 1 6147 1 0 ^fb(19,9) 4099 1 2049 1 0 ^fb(19,9) 8192 4 0 0 0 ^fb(19,10) 4 8 5 5 0 ^fb(19,10) 10243 1 6147 1 0 ^fb(19,10) 4099 1 2049 1 0 ^fb(19,10) 8192 4 0 0 0 ^fb(19,11) 4 9 5 5 0 ^fb(19,11) 10243 1 6147 1 0 ^fb(19,11) 4099 1 2049 1 0 ^fb(19,11) 8192 4 0 0 0 ^fb(19,16) 4 3 5 5 0 ^fb(19,16) 12291 1 8195 1 0 ^fb(19,16) 6146 1 4097 1 0 ^fb(19,16) 10240 4 0 0 0 ^fb(19,17) 4 4 5 5 0 ^fb(19,17) 12291 1 8195 1 0 ^fb(19,17) 6146 1 4097 1 0 ^fb(19,17) 10240 4 0 0 0 ^fb(19,18) 4 5 5 5 0 ^fb(19,18) 12291 1 8195 1 0 ^fb(19,18) 6146 1 4097 1 0 ^fb(19,18) 10240 4 0 0 0 ^fb(19,19) 4 6 5 5 0 ^fb(19,19) 12291 1 8195 1 0 ^fb(19,19) 6146 1 4097 1 0 ^fb(19,19) 10240 4 0 0 0 ^fb(19,20) 4 7 5 5 0 ^fb(19,20) 8195 1 6146 1 0 ^fb(19,20) 4097 1 10240 4 0 ^fb(19,20) 12291 1 0 0 0 ^fb(19,21) 4 8 5 5 0 ^fb(19,21) 12291 1 8195 1 0 ^fb(19,21) 6146 1 4097 1 0 ^fb(19,21) 10240 4 0 0 0 ^fb(19,22) 4 9 5 5 0 ^fb(19,22) 12291 1 8195 1 0 ^fb(19,22) 6146 1 4097 1 0 ^fb(19,22) 10240 4 0 0 0 ^fb(19,23) 4 10 5 5 0 ^fb(19,23) 12291 1 8195 1 0 ^fb(19,23) 6146 1 4097 1 0 ^fb(19,23) 10240 4 0 0 0 ^fb(19,24) 4 11 5 5 0 ^fb(19,24) 12291 1 8195 1 0 ^fb(19,24) 6146 1 4097 1 0 ^fb(19,24) 10240 4 0 0 0 ^fb(19,25) 4 1 1 5 0 ^fb(19,25) 12290 1 8194 1 0 ^fb(19,25) 6145 1 4096 2 0 ^fb(19,25) 10240 4 0 0 0 ^fb(19,26) 4 1 1 5 0 ^fb(19,26) 12291 1 8195 1 0 ^fb(19,26) 6146 1 4097 1 0 ^fb(19,26) 10240 4 0 0 0 ^fb(19,27) 4 1 1 5 0 ^fb(19,27) 12292 1 8196 1 0 ^fb(19,27) 6147 1 4098 1 0 ^fb(19,27) 10240 4 0 0 0 ^fb(20,0) 4 1 1 6 0 ^fb(20,0) 10240 2 8193 1 0 ^fb(20,0) 4097 1 12288 4 0 ^fb(20,0) 6146 1 2051 1 0 ^fb(20,1) 4 1 1 4 0 ^fb(20,1) 8194 1 6145 1 0 ^fb(20,1) 4098 1 10241 1 0 ^fb(20,2) 4 2 1 4 0 ^fb(20,2) 10242 1 6146 1 0 ^fb(20,2) 8195 1 4099 1 0 ^fb(20,3) 4 3 1 4 0 ^fb(20,3) 10243 1 8196 1 0 ^fb(20,3) 6147 1 4100 1 0 ^fb(20,4) 4 4 5 4 0 ^fb(20,4) 10241 1 8194 1 0 ^fb(20,4) 6145 1 4098 1 0 ^fb(20,5) 4 1 1 4 1 ^fb(20,5) 2049 1 4097 1 0 ^fb(20,5) 6145 1 8192 2 0 ^fb(20,5) 0 259 0 0 0 ^fb(20,6) 4 1 1 4 1 ^fb(20,6) 2050 1 4098 1 0 ^fb(20,6) 6146 1 8193 1 0 ^fb(20,6) 1 259 0 0 0 ^fb(20,7) 4 2 1 4 1 ^fb(20,7) 8194 1 6147 1 0 ^fb(20,7) 4099 1 2051 1 0 ^fb(20,7) 2 259 0 0 0 ^fb(20,8) 4 1 1 5 0 ^fb(20,8) 12289 1 8193 1 0 ^fb(20,8) 6145 1 10240 4 0 ^fb(20,8) 4096 2 0 0 0 ^fb(20,9) 4 1 1 5 0 ^fb(20,9) 12290 1 8194 1 0 ^fb(20,9) 6146 1 10240 4 0 ^fb(20,9) 4097 1 0 0 0 ^fb(20,10) 4 2 1 5 0 ^fb(20,10) 10240 4 12291 1 0 ^fb(20,10) 8195 1 6147 1 0 ^fb(20,10) 4098 1 0 0 0 ^fb(20,11) 4 3 1 5 0 ^fb(20,11) 10240 4 4099 1 0 ^fb(20,11) 6148 1 8196 1 0 ^fb(20,11) 12292 1 0 0 0 ^fb(20,16) 4 7 5 4 1 ^fb(20,16) 8193 1 6146 1 0 ^fb(20,16) 4098 1 2050 1 0 ^fb(20,16) 1 259 0 0 0 ^fb(20,17) 4 8 5 4 1 ^fb(20,17) 8193 1 6146 1 0 ^fb(20,17) 4098 1 2050 1 0 ^fb(20,17) 1 259 0 0 0 ^fb(20,18) 4 9 5 4 1 ^fb(20,18) 8193 1 6146 1 0 ^fb(20,18) 4098 1 2050 1 0 ^fb(20,18) 1 259 0 0 0 ^fb(20,19) 4 7 5 5 0 ^fb(20,19) 10240 4 12290 1 0 ^fb(20,19) 8194 1 6146 1 0 ^fb(20,19) 4097 1 0 0 0 ^fb(20,20) 4 8 5 5 0 ^fb(20,20) 10240 4 12290 1 0 ^fb(20,20) 8194 1 6146 1 0 ^fb(20,20) 4097 1 0 0 0 ^fb(20,21) 4 4 5 5 0 ^fb(20,21) 2049 1 6146 1 0 ^fb(20,21) 4099 1 10242 1 0 ^fb(20,21) 8192 4 0 0 0 ^fb(20,22) 4 5 5 5 0 ^fb(20,22) 2049 1 6146 1 0 ^fb(20,22) 4099 1 10242 1 0 ^fb(20,22) 8192 4 0 0 0 ^fb(20,23) 4 6 5 5 0 ^fb(20,23) 2049 1 6146 1 0 ^fb(20,23) 4099 1 10242 1 0 ^fb(20,23) 8192 4 0 0 0 ^fb(20,24) 4 1 1 4 1 ^fb(20,24) 8195 1 6148 1 0 ^fb(20,24) 4100 1 2052 1 0 ^fb(20,24) 3 259 0 0 0 ^fb(20,25) 4 4 5 4 1 ^fb(20,25) 8193 1 6146 1 0 ^fb(20,25) 4098 1 2050 1 0 ^fb(20,25) 1 259 0 0 0 ^fb(20,26) 4 5 5 4 1 ^fb(20,26) 8193 1 6146 1 0 ^fb(20,26) 4098 1 2050 1 0 ^fb(20,26) 1 259 0 0 0 ^fb(20,27) 4 6 5 4 1 ^fb(20,27) 8193 1 6146 1 0 ^fb(20,27) 4098 1 2050 1 0 ^fb(20,27) 1 259 0 0 0 ^fb(21,0) 4 4 1 5 0 ^fb(21,0) 6146 1 2050 1 0 ^fb(21,0) 10240 2 4097 1 0 ^fb(21,0) 8193 1 0 0 0 ^fb(21,1) 4 1 1 4 0 ^fb(21,1) 10241 1 8194 1 0 ^fb(21,1) 4098 1 6144 2 0 ^fb(21,2) 4 1 1 4 0 ^fb(21,2) 10242 1 8195 1 0 ^fb(21,2) 4099 1 6145 1 0 ^fb(21,3) 4 2 1 4 0 ^fb(21,3) 6146 1 10243 1 0 ^fb(21,3) 8196 1 4100 1 0 ^fb(21,4) 4 3 5 4 0 ^fb(21,4) 10242 1 8195 1 0 ^fb(21,4) 4099 1 6145 1 0 ^fb(21,5) 4 1 1 4 0 ^fb(21,5) 8192 2 4096 2 0 ^fb(21,5) 6145 1 2049 1 0 ^fb(21,6) 4 1 1 4 0 ^fb(21,6) 6146 1 2050 1 0 ^fb(21,6) 4097 1 8193 1 0 ^fb(21,7) 4 2 1 6 0 ^fb(21,7) 12288 2 10240 4 0 ^fb(21,7) 8194 1 6147 1 0 ^fb(21,7) 4098 1 2051 1 0 ^fb(21,8) 4 1 1 6 0 ^fb(21,8) 12289 1 6145 1 0 ^fb(21,8) 2049 1 4096 2 0 ^fb(21,8) 8192 2 10240 4 0 ^fb(21,9) 4 1 1 5 0 ^fb(21,9) 12290 1 6146 1 0 ^fb(21,9) 10240 4 4097 1 0 ^fb(21,9) 8193 1 0 0 0 ^fb(21,10) 4 2 1 5 0 ^fb(21,10) 12291 1 8194 1 0 ^fb(21,10) 6147 1 4098 1 0 ^fb(21,10) 10240 4 0 0 0 ^fb(21,11) 4 3 5 6 0 ^fb(21,11) 12290 1 6146 1 0 ^fb(21,11) 2050 1 10240 4 0 ^fb(21,11) 4097 1 8193 1 0 ^fb(21,16) 4 7 5 4 1 ^fb(21,16) 8193 1 6146 1 0 ^fb(21,16) 2050 1 4097 1 0 ^fb(21,16) 0 516 0 0 0 ^fb(21,17) 4 8 5 4 1 ^fb(21,17) 8193 1 6146 1 0 ^fb(21,17) 2050 1 4097 1 0 ^fb(21,17) 0 516 0 0 0 ^fb(21,18) 4 9 5 4 1 ^fb(21,18) 8193 1 6146 1 0 ^fb(21,18) 2050 1 4097 1 0 ^fb(21,18) 0 516 0 0 0 ^fb(21,19) 4 7 5 5 1 ^fb(21,19) 8193 1 6146 1 0 ^fb(21,19) 4097 1 12290 1 0 ^fb(21,19) 10240 4 0 0 0 ^fb(21,19) 0 516 0 0 0 ^fb(21,20) 4 8 5 5 1 ^fb(21,20) 8193 1 6146 1 0 ^fb(21,20) 4097 1 12290 1 0 ^fb(21,20) 10240 4 0 0 0 ^fb(21,20) 0 516 0 0 0 ^fb(21,21) 4 1 1 4 0 ^fb(21,21) 8192 2 6145 1 0 ^fb(21,21) 2049 1 4096 2 0 ^fb(21,22) 4 1 1 4 1 ^fb(21,22) 8193 1 6146 1 0 ^fb(21,22) 2050 1 4097 1 0 ^fb(21,22) 0 516 0 0 0 ^fb(21,23) 4 1 1 4 1 ^fb(21,23) 8194 1 6147 1 0 ^fb(21,23) 2051 1 4098 1 0 ^fb(21,23) 1 516 0 0 0 ^fb(21,24) 4 1 1 4 1 ^fb(21,24) 8195 1 6148 1 0 ^fb(21,24) 2052 1 4099 1 0 ^fb(21,24) 2 516 0 0 0 ^fb(21,25) 4 4 5 4 1 ^fb(21,25) 8193 1 6146 1 0 ^fb(21,25) 2050 1 4097 1 0 ^fb(21,25) 0 516 0 0 0 ^fb(21,26) 4 5 5 4 1 ^fb(21,26) 8193 1 6146 1 0 ^fb(21,26) 2050 1 4097 1 0 ^fb(21,26) 0 516 0 0 0 ^fb(21,27) 4 6 5 4 1 ^fb(21,27) 8193 1 6146 1 0 ^fb(21,27) 2050 1 4097 1 0 ^fb(21,27) 0 516 0 0 0 ^fb(22,0) 4 4 1 5 0 ^fb(22,0) 10240 2 8194 1 0 ^fb(22,0) 6146 1 4097 1 0 ^fb(22,0) 2050 1 0 0 0 ^fb(22,1) 4 1 1 4 0 ^fb(22,1) 10241 1 8195 1 0 ^fb(22,1) 4099 1 6144 2 0 ^fb(22,2) 4 1 1 5 0 ^fb(22,2) 2050 1 4099 1 0 ^fb(22,2) 10242 1 6145 1 0 ^fb(22,2) 8192 4 0 0 0 ^fb(22,3) 4 2 1 5 0 ^fb(22,3) 8192 4 10243 1 0 ^fb(22,3) 6146 1 4100 1 0 ^fb(22,3) 2051 1 0 0 0 ^fb(22,4) 4 3 5 5 0 ^fb(22,4) 2050 1 4099 1 0 ^fb(22,4) 10242 1 6145 1 0 ^fb(22,4) 8192 4 0 0 0 ^fb(22,5) 4 1 1 4 0 ^fb(22,5) 2049 1 6146 1 0 ^fb(22,5) 4096 2 8192 2 0 ^fb(22,6) 4 1 1 4 0 ^fb(22,6) 2050 1 6147 1 0 ^fb(22,6) 4097 1 8193 1 0 ^fb(22,7) 4 2 1 6 0 ^fb(22,7) 12288 2 6144 2 0 ^fb(22,7) 2048 2 10242 1 0 ^fb(22,7) 8194 1 4098 1 0 ^fb(22,8) 4 1 1 5 0 ^fb(22,8) 8192 2 10240 4 0 ^fb(22,8) 12289 1 6145 1 0 ^fb(22,8) 4097 1 0 0 0 ^fb(22,9) 4 1 1 5 0 ^fb(22,9) 10240 4 12290 1 0 ^fb(22,9) 6146 1 4098 1 0 ^fb(22,9) 8193 1 0 0 0 ^fb(22,10) 4 2 1 6 0 ^fb(22,10) 10240 4 2048 4 0 ^fb(22,10) 12291 1 8194 1 0 ^fb(22,10) 6147 1 4099 1 0 ^fb(22,11) 4 3 5 6 0 ^fb(22,11) 10240 4 12290 1 0 ^fb(22,11) 6146 1 4098 1 0 ^fb(22,11) 2048 1 8193 1 0 ^fb(22,16) 4 4 5 6 0 ^fb(22,16) 10240 4 12290 1 0 ^fb(22,16) 8193 1 6146 1 0 ^fb(22,16) 4098 1 2050 1 0 ^fb(22,17) 4 5 5 6 0 ^fb(22,17) 10240 4 12290 1 0 ^fb(22,17) 8193 1 6146 1 0 ^fb(22,17) 4098 1 2050 1 0 ^fb(22,18) 4 6 5 6 0 ^fb(22,18) 10240 4 12290 1 0 ^fb(22,18) 8193 1 6146 1 0 ^fb(22,18) 4098 1 2050 1 0 ^fb(22,19) 4 7 5 6 0 ^fb(22,19) 10240 4 12290 1 0 ^fb(22,19) 8193 1 6146 1 0 ^fb(22,19) 4098 1 2050 1 0 ^fb(22,20) 4 8 5 6 0 ^fb(22,20) 10240 4 12290 1 0 ^fb(22,20) 8193 1 6146 1 0 ^fb(22,20) 4098 1 2050 1 0 ^fb(22,21) 4 9 5 6 0 ^fb(22,21) 10240 4 12290 1 0 ^fb(22,21) 8193 1 6146 1 0 ^fb(22,21) 4098 1 2050 1 0 ^fb(22,22) 4 10 5 6 0 ^fb(22,22) 10240 4 12290 1 0 ^fb(22,22) 8193 1 6146 1 0 ^fb(22,22) 4098 1 2050 1 0 ^fb(22,23) 4 11 5 6 0 ^fb(22,23) 10240 4 12290 1 0 ^fb(22,23) 8193 1 6146 1 0 ^fb(22,23) 4098 1 2050 1 0 ^fb(22,24) 4 3 5 4 1 ^fb(22,24) 8193 1 4097 1 0 ^fb(22,24) 2050 1 6147 1 0 ^fb(22,24) 0 516 0 0 0 ^fb(22,25) 4 4 5 4 1 ^fb(22,25) 8193 1 4097 1 0 ^fb(22,25) 2050 1 6147 1 0 ^fb(22,25) 0 516 0 0 0 ^fb(22,26) 4 5 5 4 1 ^fb(22,26) 8193 1 4097 1 0 ^fb(22,26) 2050 1 6147 1 0 ^fb(22,26) 0 516 0 0 0 ^fb(22,27) 4 6 5 4 1 ^fb(22,27) 8193 1 4097 1 0 ^fb(22,27) 2050 1 6147 1 0 ^fb(22,27) 0 516 0 0 0 ^fb(23,0) 4 11 5 5 1 ^fb(23,0) 10242 1 8193 1 0 ^fb(23,0) 6145 1 4098 1 0 ^fb(23,0) 2050 1 0 0 0 ^fb(23,0) 0 772 0 0 0 ^fb(23,1) 4 1 1 5 0 ^fb(23,1) 10241 1 8192 2 0 ^fb(23,1) 6144 2 4097 1 0 ^fb(23,1) 2049 1 0 0 0 ^fb(23,2) 4 1 1 5 1 ^fb(23,2) 10242 1 8193 1 0 ^fb(23,2) 6145 1 4098 1 0 ^fb(23,2) 2050 1 0 0 0 ^fb(23,2) 0 772 0 0 0 ^fb(23,3) 4 1 1 5 1 ^fb(23,3) 10243 1 8194 1 0 ^fb(23,3) 6146 1 4099 1 0 ^fb(23,3) 2051 1 0 0 0 ^fb(23,3) 1 772 0 0 0 ^fb(23,4) 4 1 1 5 1 ^fb(23,4) 10244 1 8195 1 0 ^fb(23,4) 6147 1 4100 1 0 ^fb(23,4) 2052 1 0 0 0 ^fb(23,4) 2 772 0 0 0 ^fb(23,5) 4 4 5 5 1 ^fb(23,5) 10242 1 8193 1 0 ^fb(23,5) 6145 1 4098 1 0 ^fb(23,5) 2050 1 0 0 0 ^fb(23,5) 0 772 0 0 0 ^fb(23,6) 4 5 5 5 1 ^fb(23,6) 10242 1 8193 1 0 ^fb(23,6) 6145 1 4098 1 0 ^fb(23,6) 2050 1 0 0 0 ^fb(23,6) 0 772 0 0 0 ^fb(23,7) 4 6 5 5 1 ^fb(23,7) 10242 1 8193 1 0 ^fb(23,7) 6145 1 4098 1 0 ^fb(23,7) 2050 1 0 0 0 ^fb(23,7) 0 772 0 0 0 ^fb(23,8) 4 7 5 5 1 ^fb(23,8) 10242 1 8193 1 0 ^fb(23,8) 6145 1 4098 1 0 ^fb(23,8) 2050 1 0 0 0 ^fb(23,8) 0 772 0 0 0 ^fb(23,9) 4 8 5 5 1 ^fb(23,9) 10242 1 8193 1 0 ^fb(23,9) 6145 1 4098 1 0 ^fb(23,9) 2050 1 0 0 0 ^fb(23,9) 0 772 0 0 0 ^fb(23,10) 4 9 5 5 1 ^fb(23,10) 10242 1 8193 1 0 ^fb(23,10) 6145 1 4098 1 0 ^fb(23,10) 2050 1 0 0 0 ^fb(23,10) 0 772 0 0 0 ^fb(23,11) 4 10 5 5 1 ^fb(23,11) 10242 1 8193 1 0 ^fb(23,11) 6145 1 4098 1 0 ^fb(23,11) 2050 1 0 0 0 ^fb(23,11) 0 772 0 0 0 ^fb(23,16) 4 4 5 6 1 ^fb(23,16) 12290 1 10241 1 0 ^fb(23,16) 8193 1 6145 1 0 ^fb(23,16) 4098 1 2050 1 0 ^fb(23,16) 0 773 0 0 0 ^fb(23,17) 4 5 5 6 1 ^fb(23,17) 12290 1 10241 1 0 ^fb(23,17) 8193 1 6145 1 0 ^fb(23,17) 4098 1 2050 1 0 ^fb(23,17) 0 773 0 0 0 ^fb(23,18) 4 6 5 6 1 ^fb(23,18) 12290 1 10241 1 0 ^fb(23,18) 8193 1 6145 1 0 ^fb(23,18) 4098 1 2050 1 0 ^fb(23,18) 0 773 0 0 0 ^fb(23,19) 4 7 5 6 1 ^fb(23,19) 12290 1 10241 1 0 ^fb(23,19) 8193 1 6145 1 0 ^fb(23,19) 4098 1 2050 1 0 ^fb(23,19) 0 773 0 0 0 ^fb(23,20) 4 8 5 6 1 ^fb(23,20) 12290 1 10241 1 0 ^fb(23,20) 8193 1 6145 1 0 ^fb(23,20) 4098 1 2050 1 0 ^fb(23,20) 0 773 0 0 0 ^fb(23,21) 4 9 5 6 1 ^fb(23,21) 12290 1 10241 1 0 ^fb(23,21) 8193 1 6145 1 0 ^fb(23,21) 4098 1 2050 1 0 ^fb(23,21) 0 773 0 0 0 ^fb(23,22) 4 10 5 6 1 ^fb(23,22) 12290 1 10241 1 0 ^fb(23,22) 8193 1 6145 1 0 ^fb(23,22) 4098 1 2050 1 0 ^fb(23,22) 0 773 0 0 0 ^fb(23,23) 4 11 5 6 1 ^fb(23,23) 12290 1 10241 1 0 ^fb(23,23) 8193 1 6145 1 0 ^fb(23,23) 4098 1 2050 1 0 ^fb(23,23) 0 773 0 0 0 ^fb(23,24) 4 1 1 6 0 ^fb(23,24) 12289 1 10240 2 0 ^fb(23,24) 8192 2 6144 2 0 ^fb(23,24) 4097 1 2049 1 0 ^fb(23,25) 4 1 1 6 1 ^fb(23,25) 12290 1 10241 1 0 ^fb(23,25) 8193 1 6145 1 0 ^fb(23,25) 4098 1 2050 1 0 ^fb(23,25) 0 773 0 0 0 ^fb(23,26) 4 1 1 6 1 ^fb(23,26) 12291 1 10242 1 0 ^fb(23,26) 8194 1 6146 1 0 ^fb(23,26) 4099 1 2051 1 0 ^fb(23,26) 1 773 0 0 0 ^fb(23,27) 4 1 1 6 1 ^fb(23,27) 12292 1 10243 1 0 ^fb(23,27) 8195 1 6147 1 0 ^fb(23,27) 4100 1 2052 1 0 ^fb(23,27) 2 773 0 0 0 ^fb(24,0) 4 10 5 4 0 ^fb(24,0) 10243 1 8193 1 0 ^fb(24,0) 6146 1 4099 1 0 ^fb(24,1) 4 11 5 4 0 ^fb(24,1) 10243 1 8193 1 0 ^fb(24,1) 6146 1 4099 1 0 ^fb(24,2) 4 1 1 4 0 ^fb(24,2) 10242 1 8192 2 0 ^fb(24,2) 6145 1 4098 1 0 ^fb(24,3) 4 1 1 4 0 ^fb(24,3) 10243 1 8193 1 0 ^fb(24,3) 6146 1 4099 1 0 ^fb(24,4) 4 1 1 4 0 ^fb(24,4) 10244 1 8194 1 0 ^fb(24,4) 6147 1 4100 1 0 ^fb(24,5) 4 3 5 4 0 ^fb(24,5) 10243 1 8193 1 0 ^fb(24,5) 6146 1 4099 1 0 ^fb(24,6) 4 4 5 4 0 ^fb(24,6) 10243 1 8193 1 0 ^fb(24,6) 6146 1 4099 1 0 ^fb(24,7) 4 5 5 4 0 ^fb(24,7) 10243 1 8193 1 0 ^fb(24,7) 6146 1 4099 1 0 ^fb(24,8) 4 6 5 4 0 ^fb(24,8) 10243 1 8193 1 0 ^fb(24,8) 6146 1 4099 1 0 ^fb(24,9) 4 7 5 4 0 ^fb(24,9) 10243 1 8193 1 0 ^fb(24,9) 6146 1 4099 1 0 ^fb(24,10) 4 8 5 4 0 ^fb(24,10) 10243 1 8193 1 0 ^fb(24,10) 6146 1 4099 1 0 ^fb(24,11) 4 9 5 4 0 ^fb(24,11) 10243 1 8193 1 0 ^fb(24,11) 6146 1 4099 1 0 ^fb(24,16) 4 5 5 6 1 ^fb(24,16) 6145 1 10243 1 0 ^fb(24,16) 8195 1 4099 1 0 ^fb(24,16) 2051 1 12289 1 0 ^fb(24,16) 0 774 0 0 0 ^fb(24,17) 4 6 5 6 1 ^fb(24,17) 6145 1 10243 1 0 ^fb(24,17) 8195 1 4099 1 0 ^fb(24,17) 2051 1 12289 1 0 ^fb(24,17) 0 774 0 0 0 ^fb(24,18) 4 7 5 6 1 ^fb(24,18) 6145 1 10243 1 0 ^fb(24,18) 8195 1 4099 1 0 ^fb(24,18) 2051 1 12289 1 0 ^fb(24,18) 0 774 0 0 0 ^fb(24,19) 4 8 5 6 1 ^fb(24,19) 6145 1 10243 1 0 ^fb(24,19) 8195 1 4099 1 0 ^fb(24,19) 2051 1 12289 1 0 ^fb(24,19) 0 774 0 0 0 ^fb(24,20) 4 9 5 6 1 ^fb(24,20) 6145 1 10243 1 0 ^fb(24,20) 8195 1 4099 1 0 ^fb(24,20) 2051 1 12289 1 0 ^fb(24,20) 0 774 0 0 0 ^fb(24,21) 4 10 5 6 1 ^fb(24,21) 6145 1 10243 1 0 ^fb(24,21) 8195 1 4099 1 0 ^fb(24,21) 2051 1 12289 1 0 ^fb(24,21) 0 774 0 0 0 ^fb(24,22) 4 11 5 6 1 ^fb(24,22) 6145 1 10243 1 0 ^fb(24,22) 8195 1 4099 1 0 ^fb(24,22) 2051 1 12289 1 0 ^fb(24,22) 0 774 0 0 0 ^fb(24,23) 4 12 1 6 0 ^fb(24,23) 6144 2 10242 1 0 ^fb(24,23) 8194 1 4098 1 0 ^fb(24,23) 2050 1 12288 2 0 ^fb(24,24) 4 12 1 6 1 ^fb(24,24) 6145 1 10243 1 0 ^fb(24,24) 8195 1 4099 1 0 ^fb(24,24) 2051 1 12289 1 0 ^fb(24,24) 0 774 0 0 0 ^fb(24,25) 4 12 1 6 1 ^fb(24,25) 6146 1 10244 1 0 ^fb(24,25) 8196 1 4100 1 0 ^fb(24,25) 2052 1 12290 1 0 ^fb(24,25) 1 774 0 0 0 ^fb(24,26) 4 3 5 6 1 ^fb(24,26) 6145 1 10243 1 0 ^fb(24,26) 8195 1 4099 1 0 ^fb(24,26) 2051 1 12289 1 0 ^fb(24,26) 0 774 0 0 0 ^fb(24,27) 4 4 5 6 1 ^fb(24,27) 6145 1 10243 1 0 ^fb(24,27) 8195 1 4099 1 0 ^fb(24,27) 2051 1 12289 1 0 ^fb(24,27) 0 774 0 0 0 ^fb(25,0) 4 1 1 5 0 ^fb(25,0) 6146 1 8194 1 0 ^fb(25,0) 10240 2 2048 2 0 ^fb(25,0) 4097 1 0 0 0 ^fb(25,1) 4 1 1 5 1 ^fb(25,1) 6147 1 8195 1 0 ^fb(25,1) 4098 1 2049 1 0 ^fb(25,1) 10241 1 0 0 0 ^fb(25,1) 0 261 0 0 0 ^fb(25,2) 4 2 1 5 1 ^fb(25,2) 10242 1 2050 1 0 ^fb(25,2) 4099 1 6148 1 0 ^fb(25,2) 8196 1 0 0 0 ^fb(25,2) 1 261 0 0 0 ^fb(25,3) 4 3 5 5 1 ^fb(25,3) 6147 1 8195 1 0 ^fb(25,3) 4098 1 2049 1 0 ^fb(25,3) 10241 1 0 0 0 ^fb(25,3) 0 261 0 0 0 ^fb(25,4) 4 4 5 5 1 ^fb(25,4) 6147 1 8195 1 0 ^fb(25,4) 4098 1 2049 1 0 ^fb(25,4) 10241 1 0 0 0 ^fb(25,4) 0 261 0 0 0 ^fb(25,5) 4 1 1 4 0 ^fb(25,5) 4099 1 6146 1 0 ^fb(25,5) 8192 2 2049 1 0 ^fb(25,6) 4 1 1 4 0 ^fb(25,6) 4100 1 6147 1 0 ^fb(25,6) 2050 1 8193 1 0 ^fb(25,7) 4 1 1 6 0 ^fb(25,7) 2048 2 4096 2 0 ^fb(25,7) 12288 2 8194 1 0 ^fb(25,7) 10242 1 6144 2 0 ^fb(25,8) 4 1 1 6 1 ^fb(25,8) 8195 1 10243 1 0 ^fb(25,8) 2049 1 4097 1 0 ^fb(25,8) 6145 1 12289 1 0 ^fb(25,8) 0 262 0 0 0 ^fb(25,9) 4 2 1 6 1 ^fb(25,9) 2050 1 4098 1 0 ^fb(25,9) 6146 1 8196 1 0 ^fb(25,9) 10244 1 12290 1 0 ^fb(25,9) 1 262 0 0 0 ^fb(25,10) 4 3 5 6 1 ^fb(25,10) 8195 1 10243 1 0 ^fb(25,10) 2049 1 4097 1 0 ^fb(25,10) 6145 1 12289 1 0 ^fb(25,10) 0 262 0 0 0 ^fb(25,11) 4 4 5 6 1 ^fb(25,11) 8195 1 10243 1 0 ^fb(25,11) 2049 1 4097 1 0 ^fb(25,11) 6145 1 12289 1 0 ^fb(25,11) 0 262 0 0 0 ^fb(25,16) 4 5 5 6 1 ^fb(25,16) 12289 1 4097 1 0 ^fb(25,16) 2049 1 8195 1 0 ^fb(25,16) 10243 1 6145 1 0 ^fb(25,16) 0 262 0 0 0 ^fb(25,17) 4 6 5 6 1 ^fb(25,17) 12289 1 4097 1 0 ^fb(25,17) 2049 1 8195 1 0 ^fb(25,17) 10243 1 6145 1 0 ^fb(25,17) 0 262 0 0 0 ^fb(25,18) 4 7 5 6 1 ^fb(25,18) 12289 1 4097 1 0 ^fb(25,18) 2049 1 8195 1 0 ^fb(25,18) 10243 1 6145 1 0 ^fb(25,18) 0 262 0 0 0 ^fb(25,19) 4 8 5 6 1 ^fb(25,19) 12289 1 4097 1 0 ^fb(25,19) 2049 1 8195 1 0 ^fb(25,19) 10243 1 6145 1 0 ^fb(25,19) 0 262 0 0 0 ^fb(25,20) 4 9 5 6 1 ^fb(25,20) 12289 1 4097 1 0 ^fb(25,20) 2049 1 8195 1 0 ^fb(25,20) 10243 1 6145 1 0 ^fb(25,20) 0 262 0 0 0 ^fb(25,21) 4 10 5 6 1 ^fb(25,21) 12289 1 4097 1 0 ^fb(25,21) 2049 1 8195 1 0 ^fb(25,21) 10243 1 6145 1 0 ^fb(25,21) 0 262 0 0 0 ^fb(25,22) 4 11 5 6 1 ^fb(25,22) 12289 1 4097 1 0 ^fb(25,22) 2049 1 8195 1 0 ^fb(25,22) 10243 1 6145 1 0 ^fb(25,22) 0 262 0 0 0 ^fb(25,23) 4 7 5 5 1 ^fb(25,23) 2049 1 4098 1 0 ^fb(25,23) 6147 1 8195 1 0 ^fb(25,23) 10241 1 0 0 0 ^fb(25,23) 0 261 0 0 0 ^fb(25,24) 4 8 5 5 1 ^fb(25,24) 2049 1 4098 1 0 ^fb(25,24) 6147 1 8195 1 0 ^fb(25,24) 10241 1 0 0 0 ^fb(25,24) 0 261 0 0 0 ^fb(25,25) 4 9 5 5 1 ^fb(25,25) 2049 1 4098 1 0 ^fb(25,25) 6147 1 8195 1 0 ^fb(25,25) 10241 1 0 0 0 ^fb(25,25) 0 261 0 0 0 ^fb(25,26) 4 5 5 4 0 ^fb(25,26) 8193 1 6147 1 0 ^fb(25,26) 4100 1 2050 1 0 ^fb(25,27) 4 6 5 4 0 ^fb(25,27) 8193 1 2050 1 0 ^fb(25,27) 4100 1 6147 1 0 ^fb(26,0) 4 1 1 5 0 ^fb(26,0) 6145 1 8194 1 0 ^fb(26,0) 4098 1 10240 2 0 ^fb(26,0) 2048 2 0 0 0 ^fb(26,1) 4 1 1 5 1 ^fb(26,1) 6146 1 8195 1 0 ^fb(26,1) 4099 1 2049 1 0 ^fb(26,1) 10241 1 0 0 0 ^fb(26,1) 0 261 0 0 0 ^fb(26,2) 4 2 1 5 1 ^fb(26,2) 10242 1 8196 1 0 ^fb(26,2) 6147 1 4100 1 0 ^fb(26,2) 2050 1 0 0 0 ^fb(26,2) 1 261 0 0 0 ^fb(26,3) 4 3 1 5 0 ^fb(26,3) 10243 1 8194 1 0 ^fb(26,3) 6144 2 4096 2 0 ^fb(26,3) 2048 2 0 0 0 ^fb(26,4) 4 4 5 5 1 ^fb(26,4) 6146 1 8195 1 0 ^fb(26,4) 4099 1 2049 1 0 ^fb(26,4) 10241 1 0 0 0 ^fb(26,4) 0 261 0 0 0 ^fb(26,5) 4 1 1 4 1 ^fb(26,5) 8192 2 2050 1 0 ^fb(26,5) 4098 1 6146 1 0 ^fb(26,5) 1 259 0 0 0 ^fb(26,6) 4 1 1 4 1 ^fb(26,6) 2051 1 4099 1 0 ^fb(26,6) 6147 1 8193 1 0 ^fb(26,6) 2 259 0 0 0 ^fb(26,7) 4 1 1 6 1 ^fb(26,7) 10240 4 12288 2 0 ^fb(26,7) 8194 1 6148 1 0 ^fb(26,7) 4100 1 2052 1 0 ^fb(26,7) 3 259 0 0 0 ^fb(26,8) 4 1 1 5 0 ^fb(26,8) 12289 1 4097 1 0 ^fb(26,8) 6146 1 8194 1 0 ^fb(26,8) 10240 4 0 0 0 ^fb(26,9) 4 2 1 5 0 ^fb(26,9) 10240 4 12290 1 0 ^fb(26,9) 8195 1 6147 1 0 ^fb(26,9) 4098 1 0 0 0 ^fb(26,10) 4 3 1 5 0 ^fb(26,10) 10240 4 12291 1 0 ^fb(26,10) 8196 1 6148 1 0 ^fb(26,10) 4099 1 0 0 0 ^fb(26,11) 4 4 5 5 0 ^fb(26,11) 12289 1 4097 1 0 ^fb(26,11) 6146 1 8194 1 0 ^fb(26,11) 10240 4 0 0 0 ^fb(26,16) 4 5 5 5 0 ^fb(26,16) 12289 1 8194 1 0 ^fb(26,16) 6146 1 4097 1 0 ^fb(26,16) 10240 4 0 0 0 ^fb(26,17) 4 6 5 5 0 ^fb(26,17) 12289 1 8194 1 0 ^fb(26,17) 6146 1 4097 1 0 ^fb(26,17) 10240 4 0 0 0 ^fb(26,18) 4 7 5 5 0 ^fb(26,18) 12289 1 8194 1 0 ^fb(26,18) 6146 1 4097 1 0 ^fb(26,18) 10240 4 0 0 0 ^fb(26,19) 4 3 5 5 1 ^fb(26,19) 2049 1 6146 1 0 ^fb(26,19) 4099 1 8195 1 0 ^fb(26,19) 10241 1 0 0 0 ^fb(26,19) 0 261 0 0 0 ^fb(26,20) 4 9 5 5 0 ^fb(26,20) 6146 1 12289 1 0 ^fb(26,20) 8194 1 4097 1 0 ^fb(26,20) 10240 4 0 0 0 ^fb(26,21) 4 5 5 5 1 ^fb(26,21) 2049 1 6146 1 0 ^fb(26,21) 4099 1 8195 1 0 ^fb(26,21) 10241 1 0 0 0 ^fb(26,21) 0 261 0 0 0 ^fb(26,22) 4 6 5 5 1 ^fb(26,22) 2049 1 6146 1 0 ^fb(26,22) 4099 1 8195 1 0 ^fb(26,22) 10241 1 0 0 0 ^fb(26,22) 0 261 0 0 0 ^fb(26,23) 4 7 5 5 1 ^fb(26,23) 2049 1 6146 1 0 ^fb(26,23) 4099 1 8195 1 0 ^fb(26,23) 10241 1 0 0 0 ^fb(26,23) 0 261 0 0 0 ^fb(26,24) 4 8 5 5 1 ^fb(26,24) 2049 1 6146 1 0 ^fb(26,24) 4099 1 8195 1 0 ^fb(26,24) 10241 1 0 0 0 ^fb(26,24) 0 261 0 0 0 ^fb(26,25) 4 4 5 4 0 ^fb(26,25) 8193 1 6147 1 0 ^fb(26,25) 4099 1 2051 1 0 ^fb(26,26) 4 5 5 4 0 ^fb(26,26) 8193 1 6147 1 0 ^fb(26,26) 4099 1 2051 1 0 ^fb(26,27) 4 6 5 4 0 ^fb(26,27) 8193 1 6147 1 0 ^fb(26,27) 4099 1 2051 1 0 ^fb(27,0) 4 1 1 5 0 ^fb(27,0) 4097 1 8194 1 0 ^fb(27,0) 10240 2 6144 2 0 ^fb(27,0) 2048 2 0 0 0 ^fb(27,1) 4 1 1 5 1 ^fb(27,1) 4098 1 8195 1 0 ^fb(27,1) 2049 1 6145 1 0 ^fb(27,1) 10241 1 0 0 0 ^fb(27,1) 0 261 0 0 0 ^fb(27,2) 4 2 1 5 0 ^fb(27,2) 2050 1 6146 1 0 ^fb(27,2) 10242 1 8192 2 0 ^fb(27,2) 4096 2 0 0 0 ^fb(27,3) 4 3 5 5 1 ^fb(27,3) 4098 1 8195 1 0 ^fb(27,3) 2049 1 6145 1 0 ^fb(27,3) 10241 1 0 0 0 ^fb(27,3) 0 261 0 0 0 ^fb(27,4) 4 4 5 5 1 ^fb(27,4) 4098 1 8195 1 0 ^fb(27,4) 2049 1 6145 1 0 ^fb(27,4) 10241 1 0 0 0 ^fb(27,4) 0 261 0 0 0 ^fb(27,5) 4 1 1 4 0 ^fb(27,5) 8192 2 2049 1 0 ^fb(27,5) 4097 1 6146 1 0 ^fb(27,6) 4 1 1 4 0 ^fb(27,6) 2050 1 4098 1 0 ^fb(27,6) 6147 1 8193 1 0 ^fb(27,7) 4 1 1 6 0 ^fb(27,7) 12288 2 6144 2 0 ^fb(27,7) 2048 2 4099 1 0 ^fb(27,7) 8194 1 10242 1 0 ^fb(27,8) 4 1 1 5 0 ^fb(27,8) 12289 1 8193 1 0 ^fb(27,8) 6145 1 4097 1 0 ^fb(27,8) 10240 4 0 0 0 ^fb(27,9) 4 2 1 5 0 ^fb(27,9) 10240 4 4098 1 0 ^fb(27,9) 6146 1 8194 1 0 ^fb(27,9) 12290 1 0 0 0 ^fb(27,10) 4 3 1 5 0 ^fb(27,10) 10240 4 4099 1 0 ^fb(27,10) 6147 1 8195 1 0 ^fb(27,10) 12291 1 0 0 0 ^fb(27,11) 4 4 5 5 0 ^fb(27,11) 12289 1 8193 1 0 ^fb(27,11) 6145 1 4097 1 0 ^fb(27,11) 10240 4 0 0 0 ^fb(27,16) 4 5 5 6 1 ^fb(27,16) 12289 1 8193 1 0 ^fb(27,16) 6145 1 4097 1 0 ^fb(27,16) 2049 1 10243 1 0 ^fb(27,16) 0 262 0 0 0 ^fb(27,17) 4 6 5 6 1 ^fb(27,17) 12289 1 8193 1 0 ^fb(27,17) 6145 1 4097 1 0 ^fb(27,17) 2049 1 10243 1 0 ^fb(27,17) 0 262 0 0 0 ^fb(27,18) 4 7 5 6 1 ^fb(27,18) 12289 1 8193 1 0 ^fb(27,18) 6145 1 4097 1 0 ^fb(27,18) 2049 1 10243 1 0 ^fb(27,18) 0 262 0 0 0 ^fb(27,19) 4 8 5 6 1 ^fb(27,19) 12289 1 8193 1 0 ^fb(27,19) 6145 1 4097 1 0 ^fb(27,19) 2049 1 10243 1 0 ^fb(27,19) 0 262 0 0 0 ^fb(27,20) 4 9 5 6 1 ^fb(27,20) 12289 1 8193 1 0 ^fb(27,20) 6145 1 4097 1 0 ^fb(27,20) 2049 1 10243 1 0 ^fb(27,20) 0 262 0 0 0 ^fb(27,21) 4 5 5 5 1 ^fb(27,21) 2049 1 6145 1 0 ^fb(27,21) 10241 1 4098 1 0 ^fb(27,21) 8195 1 0 0 0 ^fb(27,21) 0 261 0 0 0 ^fb(27,22) 4 6 5 5 1 ^fb(27,22) 2049 1 6145 1 0 ^fb(27,22) 10241 1 4098 1 0 ^fb(27,22) 8195 1 0 0 0 ^fb(27,22) 0 261 0 0 0 ^fb(27,23) 4 7 5 5 1 ^fb(27,23) 2049 1 6145 1 0 ^fb(27,23) 10241 1 4098 1 0 ^fb(27,23) 8195 1 0 0 0 ^fb(27,23) 0 261 0 0 0 ^fb(27,24) 4 8 5 5 1 ^fb(27,24) 2049 1 6145 1 0 ^fb(27,24) 10241 1 4098 1 0 ^fb(27,24) 8195 1 0 0 0 ^fb(27,24) 0 261 0 0 0 ^fb(27,25) 4 9 5 5 1 ^fb(27,25) 2049 1 6145 1 0 ^fb(27,25) 10241 1 4098 1 0 ^fb(27,25) 8195 1 0 0 0 ^fb(27,25) 0 261 0 0 0 ^fb(27,26) 4 10 5 5 1 ^fb(27,26) 2049 1 6145 1 0 ^fb(27,26) 10241 1 4098 1 0 ^fb(27,26) 8195 1 0 0 0 ^fb(27,26) 0 261 0 0 0 ^fb(27,27) 4 11 5 5 1 ^fb(27,27) 2049 1 6145 1 0 ^fb(27,27) 10241 1 4098 1 0 ^fb(27,27) 8195 1 0 0 0 ^fb(27,27) 0 261 0 0 0 ^fb(28,0) 4 4 1 5 1 ^fb(28,0) 2050 1 4098 1 0 ^fb(28,0) 6146 1 8194 1 0 ^fb(28,0) 10240 2 0 0 0 ^fb(28,0) 1 260 0 0 0 ^fb(28,1) 4 5 1 4 0 ^fb(28,1) 10241 1 8195 1 0 ^fb(28,1) 4099 1 6144 2 0 ^fb(28,2) 4 1 1 5 0 ^fb(28,2) 4096 2 6145 1 0 ^fb(28,2) 8193 1 10242 1 0 ^fb(28,2) 2050 1 0 0 0 ^fb(28,3) 4 1 1 4 0 ^fb(28,3) 4097 1 6146 1 0 ^fb(28,3) 8194 1 10243 1 0 ^fb(28,4) 4 2 1 4 0 ^fb(28,4) 4098 1 6147 1 0 ^fb(28,4) 8195 1 10244 1 0 ^fb(28,5) 4 1 1 4 0 ^fb(28,5) 2050 1 6146 1 0 ^fb(28,5) 8192 2 4096 2 0 ^fb(28,6) 4 1 1 4 1 ^fb(28,6) 2051 1 6147 1 0 ^fb(28,6) 4097 1 8193 1 0 ^fb(28,6) 0 516 0 0 0 ^fb(28,7) 4 2 1 6 0 ^fb(28,7) 2048 2 12288 2 0 ^fb(28,7) 10242 1 8194 1 0 ^fb(28,7) 6145 1 4098 1 0 ^fb(28,8) 4 1 1 5 0 ^fb(28,8) 8192 2 12289 1 0 ^fb(28,8) 4097 1 6146 1 0 ^fb(28,8) 10240 4 0 0 0 ^fb(28,9) 4 1 1 5 0 ^fb(28,9) 12290 1 4098 1 0 ^fb(28,9) 6147 1 10240 4 0 ^fb(28,9) 8193 1 0 0 0 ^fb(28,10) 4 2 4 5 0 ^fb(28,10) 12290 1 4098 1 0 ^fb(28,10) 6147 1 10240 4 0 ^fb(28,10) 8193 1 0 0 0 ^fb(28,11) 4 3 5 5 0 ^fb(28,11) 12290 1 4098 1 0 ^fb(28,11) 6147 1 10240 4 0 ^fb(28,11) 8193 1 0 0 0 ^fb(28,16) 4 7 5 4 1 ^fb(28,16) 8193 1 4097 1 0 ^fb(28,16) 6147 1 2051 1 0 ^fb(28,16) 0 516 0 0 0 ^fb(28,17) 4 12 1 5 1 ^fb(28,17) 10241 1 8195 1 0 ^fb(28,17) 6147 1 4099 1 0 ^fb(28,17) 2051 1 0 0 0 ^fb(28,17) 2 260 0 0 0 ^fb(28,18) 4 2 1 5 1 ^fb(28,18) 10242 1 8196 1 0 ^fb(28,18) 6148 1 4100 1 0 ^fb(28,18) 2052 1 0 0 0 ^fb(28,18) 3 260 0 0 0 ^fb(28,19) 4 3 5 5 1 ^fb(28,19) 10241 1 8195 1 0 ^fb(28,19) 6147 1 4099 1 0 ^fb(28,19) 2051 1 0 0 0 ^fb(28,19) 2 260 0 0 0 ^fb(28,20) 4 4 5 5 1 ^fb(28,20) 10241 1 8195 1 0 ^fb(28,20) 6147 1 4099 1 0 ^fb(28,20) 2051 1 0 0 0 ^fb(28,20) 2 260 0 0 0 ^fb(28,21) 4 5 5 5 1 ^fb(28,21) 10241 1 8195 1 0 ^fb(28,21) 6147 1 4099 1 0 ^fb(28,21) 2051 1 0 0 0 ^fb(28,21) 2 260 0 0 0 ^fb(28,22) 4 6 5 5 1 ^fb(28,22) 10241 1 8195 1 0 ^fb(28,22) 6147 1 4099 1 0 ^fb(28,22) 2051 1 0 0 0 ^fb(28,22) 2 260 0 0 0 ^fb(28,23) 4 7 5 5 1 ^fb(28,23) 10241 1 8195 1 0 ^fb(28,23) 6147 1 4099 1 0 ^fb(28,23) 2051 1 0 0 0 ^fb(28,23) 2 260 0 0 0 ^fb(28,24) 4 8 5 5 1 ^fb(28,24) 10241 1 8195 1 0 ^fb(28,24) 6147 1 4099 1 0 ^fb(28,24) 2051 1 0 0 0 ^fb(28,24) 2 260 0 0 0 ^fb(28,25) 4 9 5 5 1 ^fb(28,25) 10241 1 8195 1 0 ^fb(28,25) 6147 1 4099 1 0 ^fb(28,25) 2051 1 0 0 0 ^fb(28,25) 2 260 0 0 0 ^fb(28,26) 4 10 5 5 1 ^fb(28,26) 10241 1 8195 1 0 ^fb(28,26) 6147 1 4099 1 0 ^fb(28,26) 2051 1 0 0 0 ^fb(28,26) 2 260 0 0 0 ^fb(28,27) 4 11 5 5 1 ^fb(28,27) 10241 1 8195 1 0 ^fb(28,27) 6147 1 4099 1 0 ^fb(28,27) 2051 1 0 0 0 ^fb(28,27) 2 260 0 0 0 ^fb(29,0) 4 4 1 5 0 ^fb(29,0) 10240 2 8194 1 0 ^fb(29,0) 6146 1 4097 1 0 ^fb(29,0) 2050 1 0 0 0 ^fb(29,1) 4 1 1 4 0 ^fb(29,1) 10241 1 8195 1 0 ^fb(29,1) 4099 1 6144 2 0 ^fb(29,2) 4 1 1 5 0 ^fb(29,2) 2050 1 4099 1 0 ^fb(29,2) 10242 1 6145 1 0 ^fb(29,2) 8192 4 0 0 0 ^fb(29,3) 4 2 1 5 0 ^fb(29,3) 8192 4 10243 1 0 ^fb(29,3) 6146 1 4100 1 0 ^fb(29,3) 2051 1 0 0 0 ^fb(29,4) 4 3 5 5 0 ^fb(29,4) 2050 1 4099 1 0 ^fb(29,4) 10242 1 6145 1 0 ^fb(29,4) 8192 4 0 0 0 ^fb(29,5) 4 1 1 4 0 ^fb(29,5) 2049 1 6146 1 0 ^fb(29,5) 4096 2 8192 2 0 ^fb(29,6) 4 1 1 4 0 ^fb(29,6) 2050 1 6147 1 0 ^fb(29,6) 4097 1 8193 1 0 ^fb(29,7) 4 2 1 6 0 ^fb(29,7) 12288 2 6144 2 0 ^fb(29,7) 2048 2 10242 1 0 ^fb(29,7) 8194 1 4098 1 0 ^fb(29,8) 4 1 1 5 0 ^fb(29,8) 8192 2 10240 4 0 ^fb(29,8) 12289 1 6145 1 0 ^fb(29,8) 4097 1 0 0 0 ^fb(29,9) 4 1 1 5 0 ^fb(29,9) 10240 4 12290 1 0 ^fb(29,9) 6146 1 4098 1 0 ^fb(29,9) 8193 1 0 0 0 ^fb(29,10) 4 2 1 6 0 ^fb(29,10) 10240 4 2048 4 0 ^fb(29,10) 12291 1 8194 1 0 ^fb(29,10) 6147 1 4099 1 0 ^fb(29,11) 4 3 5 6 0 ^fb(29,11) 10240 4 12290 1 0 ^fb(29,11) 6146 1 4098 1 0 ^fb(29,11) 2048 1 8193 1 0 ^fb(29,16) 4 4 5 6 0 ^fb(29,16) 10240 4 12290 1 0 ^fb(29,16) 8193 1 6146 1 0 ^fb(29,16) 4098 1 2050 1 0 ^fb(29,17) 4 5 5 6 0 ^fb(29,17) 10240 4 12290 1 0 ^fb(29,17) 8193 1 6146 1 0 ^fb(29,17) 4098 1 2050 1 0 ^fb(29,18) 4 6 5 6 0 ^fb(29,18) 10240 4 12290 1 0 ^fb(29,18) 8193 1 6146 1 0 ^fb(29,18) 4098 1 2050 1 0 ^fb(29,19) 4 7 5 6 0 ^fb(29,19) 10240 4 12290 1 0 ^fb(29,19) 8193 1 6146 1 0 ^fb(29,19) 4098 1 2050 1 0 ^fb(29,20) 4 8 5 6 0 ^fb(29,20) 10240 4 12290 1 0 ^fb(29,20) 8193 1 6146 1 0 ^fb(29,20) 4098 1 2050 1 0 ^fb(29,21) 4 9 5 6 0 ^fb(29,21) 10240 4 12290 1 0 ^fb(29,21) 8193 1 6146 1 0 ^fb(29,21) 4098 1 2050 1 0 ^fb(29,22) 4 10 5 6 0 ^fb(29,22) 10240 4 12290 1 0 ^fb(29,22) 8193 1 6146 1 0 ^fb(29,22) 4098 1 2050 1 0 ^fb(29,23) 4 11 5 6 0 ^fb(29,23) 10240 4 12290 1 0 ^fb(29,23) 8193 1 6146 1 0 ^fb(29,23) 4098 1 2050 1 0 ^fb(29,24) 4 3 5 4 1 ^fb(29,24) 8193 1 4097 1 0 ^fb(29,24) 2050 1 6147 1 0 ^fb(29,24) 0 516 0 0 0 ^fb(29,25) 4 4 5 4 1 ^fb(29,25) 8193 1 4097 1 0 ^fb(29,25) 2050 1 6147 1 0 ^fb(29,25) 0 516 0 0 0 ^fb(29,26) 4 5 5 4 1 ^fb(29,26) 8193 1 4097 1 0 ^fb(29,26) 2050 1 6147 1 0 ^fb(29,26) 0 516 0 0 0 ^fb(29,27) 4 6 5 4 1 ^fb(29,27) 8193 1 4097 1 0 ^fb(29,27) 2050 1 6147 1 0 ^fb(29,27) 0 516 0 0 0 ^fb(30,0) 5 5 5 6 1 ^fb(30,0) 12289 1 4097 1 0 ^fb(30,0) 2049 1 6146 1 0 ^fb(30,0) 10243 1 8197 1 0 ^fb(30,0) 0 262 0 0 0 ^fb(30,1) 5 6 5 6 1 ^fb(30,1) 12289 1 4097 1 0 ^fb(30,1) 2049 1 6146 1 0 ^fb(30,1) 10243 1 8197 1 0 ^fb(30,1) 0 262 0 0 0 ^fb(30,2) 5 7 5 6 1 ^fb(30,2) 12289 1 4097 1 0 ^fb(30,2) 2049 1 6146 1 0 ^fb(30,2) 10243 1 8197 1 0 ^fb(30,2) 0 262 0 0 0 ^fb(30,3) 5 8 5 6 1 ^fb(30,3) 12289 1 4097 1 0 ^fb(30,3) 2049 1 6146 1 0 ^fb(30,3) 10243 1 8197 1 0 ^fb(30,3) 0 262 0 0 0 ^fb(30,4) 5 9 5 6 1 ^fb(30,4) 12289 1 4097 1 0 ^fb(30,4) 2049 1 6146 1 0 ^fb(30,4) 10243 1 8197 1 0 ^fb(30,4) 0 262 0 0 0 ^fb(30,5) 5 10 5 6 1 ^fb(30,5) 12289 1 4097 1 0 ^fb(30,5) 2049 1 6146 1 0 ^fb(30,5) 10243 1 8197 1 0 ^fb(30,5) 0 262 0 0 0 ^fb(30,6) 5 11 5 6 1 ^fb(30,6) 12289 1 4097 1 0 ^fb(30,6) 2049 1 6146 1 0 ^fb(30,6) 10243 1 8197 1 0 ^fb(30,6) 0 262 0 0 0 ^fb(30,7) 5 1 1 6 0 ^fb(30,7) 12288 2 4096 2 0 ^fb(30,7) 2048 2 6145 1 0 ^fb(30,7) 10242 1 8196 1 0 ^fb(30,8) 5 1 1 6 1 ^fb(30,8) 12289 1 4097 1 0 ^fb(30,8) 2049 1 6146 1 0 ^fb(30,8) 10243 1 8197 1 0 ^fb(30,8) 0 262 0 0 0 ^fb(30,9) 5 2 5 6 1 ^fb(30,9) 12289 1 4097 1 0 ^fb(30,9) 2049 1 6146 1 0 ^fb(30,9) 10243 1 8197 1 0 ^fb(30,9) 0 262 0 0 0 ^fb(30,10) 5 3 5 6 1 ^fb(30,10) 12289 1 4097 1 0 ^fb(30,10) 2049 1 6146 1 0 ^fb(30,10) 10243 1 8197 1 0 ^fb(30,10) 0 262 0 0 0 ^fb(30,11) 5 4 5 6 1 ^fb(30,11) 12289 1 4097 1 0 ^fb(30,11) 2049 1 6146 1 0 ^fb(30,11) 10243 1 8197 1 0 ^fb(30,11) 0 262 0 0 0 ^fb(30,16) 4 1 1 5 0 ^fb(30,16) 10240 2 2048 2 0 ^fb(30,16) 8194 1 4098 1 0 ^fb(30,16) 6148 1 0 0 0 ^fb(30,17) 5 1 1 5 1 ^fb(30,17) 10241 1 2049 1 0 ^fb(30,17) 8195 1 4099 1 0 ^fb(30,17) 6149 1 0 0 0 ^fb(30,17) 0 261 0 0 0 ^fb(30,18) 5 2 5 5 1 ^fb(30,18) 10241 1 2049 1 0 ^fb(30,18) 8195 1 4099 1 0 ^fb(30,18) 6149 1 0 0 0 ^fb(30,18) 0 261 0 0 0 ^fb(30,19) 5 3 5 5 1 ^fb(30,19) 10241 1 2049 1 0 ^fb(30,19) 8195 1 4099 1 0 ^fb(30,19) 6149 1 0 0 0 ^fb(30,19) 0 261 0 0 0 ^fb(30,20) 5 4 5 5 1 ^fb(30,20) 10241 1 2049 1 0 ^fb(30,20) 8195 1 4099 1 0 ^fb(30,20) 6149 1 0 0 0 ^fb(30,20) 0 261 0 0 0 ^fb(30,21) 5 5 5 5 1 ^fb(30,21) 10241 1 2049 1 0 ^fb(30,21) 8195 1 4099 1 0 ^fb(30,21) 6149 1 0 0 0 ^fb(30,21) 0 261 0 0 0 ^fb(30,22) 5 6 5 5 1 ^fb(30,22) 10241 1 2049 1 0 ^fb(30,22) 8195 1 4099 1 0 ^fb(30,22) 6149 1 0 0 0 ^fb(30,22) 0 261 0 0 0 ^fb(30,23) 5 7 5 5 1 ^fb(30,23) 10241 1 2049 1 0 ^fb(30,23) 8195 1 4099 1 0 ^fb(30,23) 6149 1 0 0 0 ^fb(30,23) 0 261 0 0 0 ^fb(30,24) 5 8 5 5 1 ^fb(30,24) 10241 1 2049 1 0 ^fb(30,24) 8195 1 4099 1 0 ^fb(30,24) 6149 1 0 0 0 ^fb(30,24) 0 261 0 0 0 ^fb(30,25) 5 9 5 5 1 ^fb(30,25) 10241 1 2049 1 0 ^fb(30,25) 8195 1 4099 1 0 ^fb(30,25) 6149 1 0 0 0 ^fb(30,25) 0 261 0 0 0 ^fb(30,26) 5 10 5 5 1 ^fb(30,26) 10241 1 2049 1 0 ^fb(30,26) 8195 1 4099 1 0 ^fb(30,26) 6149 1 0 0 0 ^fb(30,26) 0 261 0 0 0 ^fb(30,27) 5 11 5 5 1 ^fb(30,27) 10241 1 2049 1 0 ^fb(30,27) 8195 1 4099 1 0 ^fb(30,27) 6149 1 0 0 0 ^fb(30,27) 0 261 0 0 0 ^fb(31,0) 5 5 5 6 1 ^fb(31,0) 12289 1 4097 1 0 ^fb(31,0) 2049 1 6146 1 0 ^fb(31,0) 10243 1 8197 1 0 ^fb(31,0) 0 262 0 0 0 ^fb(31,1) 5 6 5 6 1 ^fb(31,1) 12289 1 4097 1 0 ^fb(31,1) 2049 1 6146 1 0 ^fb(31,1) 10243 1 8197 1 0 ^fb(31,1) 0 262 0 0 0 ^fb(31,2) 5 7 5 6 1 ^fb(31,2) 12289 1 4097 1 0 ^fb(31,2) 2049 1 6146 1 0 ^fb(31,2) 10243 1 8197 1 0 ^fb(31,2) 0 262 0 0 0 ^fb(31,3) 5 8 5 6 1 ^fb(31,3) 12289 1 4097 1 0 ^fb(31,3) 2049 1 6146 1 0 ^fb(31,3) 10243 1 8197 1 0 ^fb(31,3) 0 262 0 0 0 ^fb(31,4) 5 9 5 6 1 ^fb(31,4) 12289 1 4097 1 0 ^fb(31,4) 2049 1 6146 1 0 ^fb(31,4) 10243 1 8197 1 0 ^fb(31,4) 0 262 0 0 0 ^fb(31,5) 5 10 5 6 1 ^fb(31,5) 12289 1 4097 1 0 ^fb(31,5) 2049 1 6146 1 0 ^fb(31,5) 10243 1 8197 1 0 ^fb(31,5) 0 262 0 0 0 ^fb(31,6) 5 11 5 6 1 ^fb(31,6) 12289 1 4097 1 0 ^fb(31,6) 2049 1 6146 1 0 ^fb(31,6) 10243 1 8197 1 0 ^fb(31,6) 0 262 0 0 0 ^fb(31,7) 5 1 1 6 0 ^fb(31,7) 12288 2 4096 2 0 ^fb(31,7) 2048 2 6145 1 0 ^fb(31,7) 10242 1 8196 1 0 ^fb(31,8) 5 1 1 6 1 ^fb(31,8) 12289 1 4097 1 0 ^fb(31,8) 2049 1 6146 1 0 ^fb(31,8) 10243 1 8197 1 0 ^fb(31,8) 0 262 0 0 0 ^fb(31,9) 5 2 5 6 1 ^fb(31,9) 12289 1 4097 1 0 ^fb(31,9) 2049 1 6146 1 0 ^fb(31,9) 10243 1 8197 1 0 ^fb(31,9) 0 262 0 0 0 ^fb(31,10) 5 3 5 6 1 ^fb(31,10) 12289 1 4097 1 0 ^fb(31,10) 2049 1 6146 1 0 ^fb(31,10) 10243 1 8197 1 0 ^fb(31,10) 0 262 0 0 0 ^fb(31,11) 5 4 5 6 1 ^fb(31,11) 12289 1 4097 1 0 ^fb(31,11) 2049 1 6146 1 0 ^fb(31,11) 10243 1 8197 1 0 ^fb(31,11) 0 262 0 0 0 ^fb(31,16) 4 1 1 5 0 ^fb(31,16) 10240 2 2048 2 0 ^fb(31,16) 8194 1 4098 1 0 ^fb(31,16) 6148 1 0 0 0 ^fb(31,17) 5 1 1 5 1 ^fb(31,17) 10241 1 2049 1 0 ^fb(31,17) 8195 1 4099 1 0 ^fb(31,17) 6149 1 0 0 0 ^fb(31,17) 0 261 0 0 0 ^fb(31,18) 5 2 5 5 1 ^fb(31,18) 10241 1 2049 1 0 ^fb(31,18) 8195 1 4099 1 0 ^fb(31,18) 6149 1 0 0 0 ^fb(31,18) 0 261 0 0 0 ^fb(31,19) 5 3 5 5 1 ^fb(31,19) 10241 1 2049 1 0 ^fb(31,19) 8195 1 4099 1 0 ^fb(31,19) 6149 1 0 0 0 ^fb(31,19) 0 261 0 0 0 ^fb(31,20) 5 4 5 5 1 ^fb(31,20) 10241 1 2049 1 0 ^fb(31,20) 8195 1 4099 1 0 ^fb(31,20) 6149 1 0 0 0 ^fb(31,20) 0 261 0 0 0 ^fb(31,21) 5 5 5 5 1 ^fb(31,21) 10241 1 2049 1 0 ^fb(31,21) 8195 1 4099 1 0 ^fb(31,21) 6149 1 0 0 0 ^fb(31,21) 0 261 0 0 0 ^fb(31,22) 5 6 5 5 1 ^fb(31,22) 10241 1 2049 1 0 ^fb(31,22) 8195 1 4099 1 0 ^fb(31,22) 6149 1 0 0 0 ^fb(31,22) 0 261 0 0 0 ^fb(31,23) 5 7 5 5 1 ^fb(31,23) 10241 1 2049 1 0 ^fb(31,23) 8195 1 4099 1 0 ^fb(31,23) 6149 1 0 0 0 ^fb(31,23) 0 261 0 0 0 ^fb(31,24) 5 8 5 5 1 ^fb(31,24) 10241 1 2049 1 0 ^fb(31,24) 8195 1 4099 1 0 ^fb(31,24) 6149 1 0 0 0 ^fb(31,24) 0 261 0 0 0 ^fb(31,25) 5 9 5 5 1 ^fb(31,25) 10241 1 2049 1 0 ^fb(31,25) 8195 1 4099 1 0 ^fb(31,25) 6149 1 0 0 0 ^fb(31,25) 0 261 0 0 0 ^fb(31,26) 5 10 5 5 1 ^fb(31,26) 10241 1 2049 1 0 ^fb(31,26) 8195 1 4099 1 0 ^fb(31,26) 6149 1 0 0 0 ^fb(31,26) 0 261 0 0 0 ^fb(31,27) 5 11 5 5 1 ^fb(31,27) 10241 1 2049 1 0 ^fb(31,27) 8195 1 4099 1 0 ^fb(31,27) 6149 1 0 0 0 ^fb(31,27) 0 261 0 0 0 ^fb(32,0) 4 4 5 5 0 ^fb(32,0) 8195 1 6147 1 0 ^fb(32,0) 4097 1 10240 4 0 ^fb(32,0) 12290 1 0 0 0 ^fb(32,1) 4 5 5 5 0 ^fb(32,1) 8195 1 6147 1 0 ^fb(32,1) 4097 1 10240 4 0 ^fb(32,1) 12290 1 0 0 0 ^fb(32,2) 4 6 5 5 0 ^fb(32,2) 8195 1 6147 1 0 ^fb(32,2) 4097 1 10240 4 0 ^fb(32,2) 12290 1 0 0 0 ^fb(32,3) 4 7 5 5 0 ^fb(32,3) 8195 1 6147 1 0 ^fb(32,3) 4097 1 10240 4 0 ^fb(32,3) 12290 1 0 0 0 ^fb(32,4) 4 8 5 5 0 ^fb(32,4) 8195 1 6147 1 0 ^fb(32,4) 4097 1 10240 4 0 ^fb(32,4) 12290 1 0 0 0 ^fb(32,5) 4 9 5 5 0 ^fb(32,5) 8195 1 6147 1 0 ^fb(32,5) 4097 1 10240 4 0 ^fb(32,5) 12290 1 0 0 0 ^fb(32,6) 4 10 5 5 0 ^fb(32,6) 8195 1 6147 1 0 ^fb(32,6) 4097 1 10240 4 0 ^fb(32,6) 12290 1 0 0 0 ^fb(32,7) 4 11 5 5 0 ^fb(32,7) 8195 1 6147 1 0 ^fb(32,7) 4097 1 10240 4 0 ^fb(32,7) 12290 1 0 0 0 ^fb(32,8) 4 1 1 5 0 ^fb(32,8) 8194 1 6146 1 0 ^fb(32,8) 4096 2 10240 4 0 ^fb(32,8) 12289 1 0 0 0 ^fb(32,9) 4 1 1 5 0 ^fb(32,9) 8195 1 6147 1 0 ^fb(32,9) 4097 1 10240 4 0 ^fb(32,9) 12290 1 0 0 0 ^fb(32,10) 4 2 5 5 0 ^fb(32,10) 8195 1 6147 1 0 ^fb(32,10) 4097 1 10240 4 0 ^fb(32,10) 12290 1 0 0 0 ^fb(32,11) 4 3 5 5 0 ^fb(32,11) 8195 1 6147 1 0 ^fb(32,11) 4097 1 10240 4 0 ^fb(32,11) 12290 1 0 0 0 ^fb(32,16) 4 11 5 5 0 ^fb(32,16) 8192 4 10242 1 0 ^fb(32,16) 6147 1 4100 1 0 ^fb(32,16) 2049 1 0 0 0 ^fb(32,17) 4 12 1 5 0 ^fb(32,17) 8192 4 2048 2 0 ^fb(32,17) 10241 1 6146 1 0 ^fb(32,17) 4099 1 0 0 0 ^fb(32,18) 4 1 1 5 0 ^fb(32,18) 8192 4 10242 1 0 ^fb(32,18) 6147 1 4100 1 0 ^fb(32,18) 2049 1 0 0 0 ^fb(32,19) 4 2 5 5 0 ^fb(32,19) 8192 4 10242 1 0 ^fb(32,19) 6147 1 4100 1 0 ^fb(32,19) 2049 1 0 0 0 ^fb(32,20) 4 3 5 5 0 ^fb(32,20) 8192 4 10242 1 0 ^fb(32,20) 6147 1 4100 1 0 ^fb(32,20) 2049 1 0 0 0 ^fb(32,21) 4 4 5 5 0 ^fb(32,21) 8192 4 10242 1 0 ^fb(32,21) 6147 1 4100 1 0 ^fb(32,21) 2049 1 0 0 0 ^fb(32,22) 4 5 5 5 0 ^fb(32,22) 8192 4 10242 1 0 ^fb(32,22) 6147 1 4100 1 0 ^fb(32,22) 2049 1 0 0 0 ^fb(32,23) 4 6 5 5 0 ^fb(32,23) 8192 4 10242 1 0 ^fb(32,23) 6147 1 4100 1 0 ^fb(32,23) 2049 1 0 0 0 ^fb(32,24) 4 7 5 5 0 ^fb(32,24) 8192 4 10242 1 0 ^fb(32,24) 6147 1 4100 1 0 ^fb(32,24) 2049 1 0 0 0 ^fb(32,25) 4 8 5 5 0 ^fb(32,25) 8192 4 10242 1 0 ^fb(32,25) 6147 1 4100 1 0 ^fb(32,25) 2049 1 0 0 0 ^fb(32,26) 4 9 5 5 0 ^fb(32,26) 8192 4 10242 1 0 ^fb(32,26) 6147 1 4100 1 0 ^fb(32,26) 2049 1 0 0 0 ^fb(32,27) 4 10 5 5 0 ^fb(32,27) 8192 4 10242 1 0 ^fb(32,27) 6147 1 4100 1 0 ^fb(32,27) 2049 1 0 0 0 ^fb(33,0) 4 5 5 5 0 ^fb(33,0) 12289 1 8193 1 0 ^fb(33,0) 6146 1 4098 1 0 ^fb(33,0) 10240 4 0 0 0 ^fb(33,1) 4 6 5 5 0 ^fb(33,1) 12289 1 8193 1 0 ^fb(33,1) 6146 1 4098 1 0 ^fb(33,1) 10240 4 0 0 0 ^fb(33,2) 4 7 5 5 0 ^fb(33,2) 12289 1 8193 1 0 ^fb(33,2) 6146 1 4098 1 0 ^fb(33,2) 10240 4 0 0 0 ^fb(33,3) 4 8 5 5 0 ^fb(33,3) 12289 1 8193 1 0 ^fb(33,3) 6146 1 4098 1 0 ^fb(33,3) 10240 4 0 0 0 ^fb(33,4) 4 9 5 5 0 ^fb(33,4) 12289 1 8193 1 0 ^fb(33,4) 6146 1 4098 1 0 ^fb(33,4) 10240 4 0 0 0 ^fb(33,5) 4 10 5 5 0 ^fb(33,5) 12289 1 8193 1 0 ^fb(33,5) 6146 1 4098 1 0 ^fb(33,5) 10240 4 0 0 0 ^fb(33,6) 4 11 5 5 0 ^fb(33,6) 12289 1 8193 1 0 ^fb(33,6) 6146 1 4098 1 0 ^fb(33,6) 10240 4 0 0 0 ^fb(33,7) 4 12 1 5 0 ^fb(33,7) 10240 4 6145 1 0 ^fb(33,7) 4097 1 12288 2 0 ^fb(33,7) 8192 2 0 0 0 ^fb(33,8) 4 1 1 5 0 ^fb(33,8) 12289 1 8193 1 0 ^fb(33,8) 6146 1 4098 1 0 ^fb(33,8) 10240 4 0 0 0 ^fb(33,9) 4 2 1 5 0 ^fb(33,9) 10240 4 12290 1 0 ^fb(33,9) 8194 1 6147 1 0 ^fb(33,9) 4099 1 0 0 0 ^fb(33,10) 4 3 1 5 0 ^fb(33,10) 12291 1 8195 1 0 ^fb(33,10) 6148 1 4100 1 0 ^fb(33,10) 10240 4 0 0 0 ^fb(33,11) 4 4 5 5 0 ^fb(33,11) 12289 1 8193 1 0 ^fb(33,11) 6146 1 4098 1 0 ^fb(33,11) 10240 4 0 0 0 ^fb(33,16) 4 1 1 5 0 ^fb(33,16) 10240 2 2049 1 0 ^fb(33,16) 8192 4 4098 1 0 ^fb(33,16) 6144 2 0 0 0 ^fb(33,17) 4 1 1 5 0 ^fb(33,17) 10241 1 2050 1 0 ^fb(33,17) 8192 4 4099 1 0 ^fb(33,17) 6145 1 0 0 0 ^fb(33,18) 4 1 1 5 0 ^fb(33,18) 10242 1 2051 1 0 ^fb(33,18) 8192 4 4100 1 0 ^fb(33,18) 6146 1 0 0 0 ^fb(33,19) 4 3 5 5 0 ^fb(33,19) 10241 1 2050 1 0 ^fb(33,19) 8192 4 4099 1 0 ^fb(33,19) 6145 1 0 0 0 ^fb(33,20) 4 4 5 5 0 ^fb(33,20) 10241 1 2050 1 0 ^fb(33,20) 8192 4 4099 1 0 ^fb(33,20) 6145 1 0 0 0 ^fb(33,21) 4 5 5 5 0 ^fb(33,21) 10241 1 2050 1 0 ^fb(33,21) 8192 4 4099 1 0 ^fb(33,21) 6145 1 0 0 0 ^fb(33,22) 4 6 5 5 0 ^fb(33,22) 10241 1 2050 1 0 ^fb(33,22) 8192 4 4099 1 0 ^fb(33,22) 6145 1 0 0 0 ^fb(33,23) 4 7 5 5 0 ^fb(33,23) 10241 1 2050 1 0 ^fb(33,23) 8192 4 4099 1 0 ^fb(33,23) 6145 1 0 0 0 ^fb(33,24) 4 8 5 5 0 ^fb(33,24) 10241 1 2050 1 0 ^fb(33,24) 8192 4 4099 1 0 ^fb(33,24) 6145 1 0 0 0 ^fb(33,25) 4 9 5 5 0 ^fb(33,25) 10241 1 2050 1 0 ^fb(33,25) 8192 4 4099 1 0 ^fb(33,25) 6145 1 0 0 0 ^fb(33,26) 4 10 5 5 0 ^fb(33,26) 10241 1 2050 1 0 ^fb(33,26) 8192 4 4099 1 0 ^fb(33,26) 6145 1 0 0 0 ^fb(33,27) 4 11 5 5 0 ^fb(33,27) 8192 4 10241 1 0 ^fb(33,27) 6145 1 4099 1 0 ^fb(33,27) 2050 1 0 0 0 ^fb(34,0) 4 11 5 5 0 ^fb(34,0) 2049 1 10242 1 0 ^fb(34,0) 8196 1 6147 1 0 ^fb(34,0) 4100 1 0 0 0 ^fb(34,1) 4 1 1 5 0 ^fb(34,1) 2048 2 10241 1 0 ^fb(34,1) 6146 1 8195 1 0 ^fb(34,1) 4099 1 0 0 0 ^fb(34,2) 4 1 1 5 0 ^fb(34,2) 2049 1 10242 1 0 ^fb(34,2) 8196 1 6147 1 0 ^fb(34,2) 4100 1 0 0 0 ^fb(34,3) 4 2 5 5 0 ^fb(34,3) 2049 1 10242 1 0 ^fb(34,3) 8196 1 6147 1 0 ^fb(34,3) 4100 1 0 0 0 ^fb(34,4) 4 3 5 5 0 ^fb(34,4) 2049 1 10242 1 0 ^fb(34,4) 8196 1 6147 1 0 ^fb(34,4) 4100 1 0 0 0 ^fb(34,5) 4 4 5 5 0 ^fb(34,5) 2049 1 10242 1 0 ^fb(34,5) 8196 1 6147 1 0 ^fb(34,5) 4100 1 0 0 0 ^fb(34,6) 4 5 5 5 0 ^fb(34,6) 2049 1 10242 1 0 ^fb(34,6) 8196 1 6147 1 0 ^fb(34,6) 4100 1 0 0 0 ^fb(34,7) 4 6 5 5 0 ^fb(34,7) 2049 1 10242 1 0 ^fb(34,7) 8196 1 6147 1 0 ^fb(34,7) 4100 1 0 0 0 ^fb(34,8) 4 7 5 5 0 ^fb(34,8) 2049 1 10242 1 0 ^fb(34,8) 8196 1 6147 1 0 ^fb(34,8) 4100 1 0 0 0 ^fb(34,9) 4 8 5 5 0 ^fb(34,9) 2049 1 10242 1 0 ^fb(34,9) 8196 1 6147 1 0 ^fb(34,9) 4100 1 0 0 0 ^fb(34,10) 4 9 5 5 0 ^fb(34,10) 2049 1 10242 1 0 ^fb(34,10) 8196 1 6147 1 0 ^fb(34,10) 4100 1 0 0 0 ^fb(34,11) 4 10 5 5 0 ^fb(34,11) 2049 1 10242 1 0 ^fb(34,11) 8196 1 6147 1 0 ^fb(34,11) 4100 1 0 0 0 ^fb(34,16) 4 4 5 5 0 ^fb(34,16) 12290 1 8195 1 0 ^fb(34,16) 6147 1 4097 1 0 ^fb(34,16) 10240 4 0 0 0 ^fb(34,17) 4 5 5 5 0 ^fb(34,17) 12290 1 8195 1 0 ^fb(34,17) 6147 1 4097 1 0 ^fb(34,17) 10240 4 0 0 0 ^fb(34,18) 4 6 5 5 0 ^fb(34,18) 12290 1 8195 1 0 ^fb(34,18) 6147 1 4097 1 0 ^fb(34,18) 10240 4 0 0 0 ^fb(34,19) 4 7 5 5 0 ^fb(34,19) 12290 1 8195 1 0 ^fb(34,19) 6147 1 4097 1 0 ^fb(34,19) 10240 4 0 0 0 ^fb(34,20) 4 8 5 5 0 ^fb(34,20) 12290 1 8195 1 0 ^fb(34,20) 6147 1 4097 1 0 ^fb(34,20) 10240 4 0 0 0 ^fb(34,21) 4 9 5 5 0 ^fb(34,21) 12290 1 8195 1 0 ^fb(34,21) 6147 1 4097 1 0 ^fb(34,21) 10240 4 0 0 0 ^fb(34,22) 4 10 5 5 0 ^fb(34,22) 12290 1 8195 1 0 ^fb(34,22) 6147 1 4097 1 0 ^fb(34,22) 10240 4 0 0 0 ^fb(34,23) 4 11 5 5 0 ^fb(34,23) 12290 1 8195 1 0 ^fb(34,23) 6147 1 4097 1 0 ^fb(34,23) 10240 4 0 0 0 ^fb(34,24) 4 1 1 5 0 ^fb(34,24) 12289 1 8194 1 0 ^fb(34,24) 6146 1 4096 2 0 ^fb(34,24) 10240 4 0 0 0 ^fb(34,25) 4 1 1 5 0 ^fb(34,25) 12290 1 8195 1 0 ^fb(34,25) 6147 1 4097 1 0 ^fb(34,25) 10240 4 0 0 0 ^fb(34,26) 4 1 1 5 0 ^fb(34,26) 12291 1 8196 1 0 ^fb(34,26) 6148 1 4098 1 0 ^fb(34,26) 10240 4 0 0 0 ^fb(34,27) 4 3 5 5 0 ^fb(34,27) 12290 1 8195 1 0 ^fb(34,27) 6147 1 4097 1 0 ^fb(34,27) 10240 4 0 0 0 ^fb(35,0) 4 11 5 5 1 ^fb(35,0) 10242 1 4098 1 0 ^fb(35,0) 8193 1 2049 1 0 ^fb(35,0) 6147 1 0 0 0 ^fb(35,0) 0 260 0 0 0 ^fb(35,1) 4 1 1 5 0 ^fb(35,1) 10241 1 4097 1 0 ^fb(35,1) 8192 2 2048 2 0 ^fb(35,1) 6146 1 0 0 0 ^fb(35,2) 4 1 1 5 1 ^fb(35,2) 10242 1 4098 1 0 ^fb(35,2) 8193 1 2049 1 0 ^fb(35,2) 6147 1 0 0 0 ^fb(35,2) 0 260 0 0 0 ^fb(35,3) 4 1 1 5 1 ^fb(35,3) 10243 1 4099 1 0 ^fb(35,3) 8194 1 2050 1 0 ^fb(35,3) 6148 1 0 0 0 ^fb(35,3) 1 260 0 0 0 ^fb(35,4) 4 3 5 5 1 ^fb(35,4) 10242 1 4098 1 0 ^fb(35,4) 8193 1 2049 1 0 ^fb(35,4) 6147 1 0 0 0 ^fb(35,4) 0 260 0 0 0 ^fb(35,5) 4 4 5 5 1 ^fb(35,5) 10242 1 4098 1 0 ^fb(35,5) 8193 1 2049 1 0 ^fb(35,5) 6147 1 0 0 0 ^fb(35,5) 0 260 0 0 0 ^fb(35,6) 4 5 5 5 1 ^fb(35,6) 10242 1 4098 1 0 ^fb(35,6) 8193 1 2049 1 0 ^fb(35,6) 6147 1 0 0 0 ^fb(35,6) 0 260 0 0 0 ^fb(35,7) 4 6 5 5 1 ^fb(35,7) 10242 1 4098 1 0 ^fb(35,7) 8193 1 2049 1 0 ^fb(35,7) 6147 1 0 0 0 ^fb(35,7) 0 260 0 0 0 ^fb(35,8) 4 7 5 5 1 ^fb(35,8) 10242 1 4098 1 0 ^fb(35,8) 8193 1 2049 1 0 ^fb(35,8) 6147 1 0 0 0 ^fb(35,8) 0 260 0 0 0 ^fb(35,9) 4 8 5 5 1 ^fb(35,9) 10242 1 4098 1 0 ^fb(35,9) 8193 1 2049 1 0 ^fb(35,9) 6147 1 0 0 0 ^fb(35,9) 0 260 0 0 0 ^fb(35,10) 4 9 5 5 1 ^fb(35,10) 10242 1 4098 1 0 ^fb(35,10) 8193 1 2049 1 0 ^fb(35,10) 6147 1 0 0 0 ^fb(35,10) 0 260 0 0 0 ^fb(35,11) 4 10 5 5 1 ^fb(35,11) 10242 1 4098 1 0 ^fb(35,11) 8193 1 2049 1 0 ^fb(35,11) 6147 1 0 0 0 ^fb(35,11) 0 260 0 0 0 ^fb(35,16) 4 4 4 5 0 ^fb(35,16) 12290 1 10241 1 0 ^fb(35,16) 6145 1 4097 1 0 ^fb(35,16) 8195 1 0 0 0 ^fb(35,17) 4 5 4 5 0 ^fb(35,17) 12290 1 10241 1 0 ^fb(35,17) 6145 1 4097 1 0 ^fb(35,17) 8195 1 0 0 0 ^fb(35,18) 4 6 4 5 0 ^fb(35,18) 12290 1 10241 1 0 ^fb(35,18) 6145 1 4097 1 0 ^fb(35,18) 8195 1 0 0 0 ^fb(35,19) 4 7 5 5 0 ^fb(35,19) 12290 1 10241 1 0 ^fb(35,19) 6145 1 4097 1 0 ^fb(35,19) 8195 1 0 0 0 ^fb(35,20) 4 8 4 5 0 ^fb(35,20) 12290 1 10241 1 0 ^fb(35,20) 6145 1 4097 1 0 ^fb(35,20) 8195 1 0 0 0 ^fb(35,21) 4 9 4 5 0 ^fb(35,21) 12290 1 10241 1 0 ^fb(35,21) 6145 1 4097 1 0 ^fb(35,21) 8195 1 0 0 0 ^fb(35,22) 4 10 4 5 0 ^fb(35,22) 12290 1 10241 1 0 ^fb(35,22) 6145 1 4097 1 0 ^fb(35,22) 8195 1 0 0 0 ^fb(35,23) 4 11 4 5 0 ^fb(35,23) 12290 1 10241 1 0 ^fb(35,23) 6145 1 4097 1 0 ^fb(35,23) 8195 1 0 0 0 ^fb(35,24) 4 1 0 5 0 ^fb(35,24) 12289 1 10240 2 0 ^fb(35,24) 6144 2 4096 2 0 ^fb(35,24) 8194 1 0 0 0 ^fb(35,25) 4 1 0 5 0 ^fb(35,25) 12290 1 10241 1 0 ^fb(35,25) 6145 1 4097 1 0 ^fb(35,25) 8195 1 0 0 0 ^fb(35,26) 4 2 4 5 0 ^fb(35,26) 12290 1 10241 1 0 ^fb(35,26) 6145 1 4097 1 0 ^fb(35,26) 8195 1 0 0 0 ^fb(35,27) 4 3 4 5 0 ^fb(35,27) 12290 1 10241 1 0 ^fb(35,27) 6145 1 4097 1 0 ^fb(35,27) 8195 1 0 0 0 ^fb(36,0) 4 11 5 5 1 ^fb(36,0) 10242 1 8193 1 0 ^fb(36,0) 6147 1 4098 1 0 ^fb(36,0) 2049 1 0 0 0 ^fb(36,0) 0 260 0 0 0 ^fb(36,1) 4 12 1 5 0 ^fb(36,1) 8192 2 2048 2 0 ^fb(36,1) 10241 1 6146 1 0 ^fb(36,1) 4097 1 0 0 0 ^fb(36,2) 4 1 1 5 1 ^fb(36,2) 10242 1 8193 1 0 ^fb(36,2) 6147 1 4098 1 0 ^fb(36,2) 2049 1 0 0 0 ^fb(36,2) 0 260 0 0 0 ^fb(36,3) 4 2 1 5 0 ^fb(36,3) 10243 1 8194 1 0 ^fb(36,3) 6148 1 4099 1 0 ^fb(36,3) 2050 1 0 0 0 ^fb(36,4) 4 3 5 5 1 ^fb(36,4) 10242 1 8193 1 0 ^fb(36,4) 6147 1 4098 1 0 ^fb(36,4) 2049 1 0 0 0 ^fb(36,4) 0 260 0 0 0 ^fb(36,5) 4 4 5 5 1 ^fb(36,5) 10242 1 8193 1 0 ^fb(36,5) 6147 1 4098 1 0 ^fb(36,5) 2049 1 0 0 0 ^fb(36,5) 0 260 0 0 0 ^fb(36,6) 4 5 5 5 1 ^fb(36,6) 10242 1 8193 1 0 ^fb(36,6) 6147 1 4098 1 0 ^fb(36,6) 2049 1 0 0 0 ^fb(36,6) 0 260 0 0 0 ^fb(36,7) 4 6 5 5 1 ^fb(36,7) 10242 1 8193 1 0 ^fb(36,7) 6147 1 4098 1 0 ^fb(36,7) 2049 1 0 0 0 ^fb(36,7) 0 260 0 0 0 ^fb(36,8) 4 7 5 5 1 ^fb(36,8) 10242 1 8193 1 0 ^fb(36,8) 6147 1 4098 1 0 ^fb(36,8) 2049 1 0 0 0 ^fb(36,8) 0 260 0 0 0 ^fb(36,9) 4 8 5 5 1 ^fb(36,9) 10242 1 8193 1 0 ^fb(36,9) 6147 1 4098 1 0 ^fb(36,9) 2049 1 0 0 0 ^fb(36,9) 0 260 0 0 0 ^fb(36,10) 4 9 5 5 1 ^fb(36,10) 10242 1 8193 1 0 ^fb(36,10) 6147 1 4098 1 0 ^fb(36,10) 2049 1 0 0 0 ^fb(36,10) 0 260 0 0 0 ^fb(36,11) 4 10 5 5 1 ^fb(36,11) 10242 1 8193 1 0 ^fb(36,11) 6147 1 4098 1 0 ^fb(36,11) 2049 1 0 0 0 ^fb(36,11) 0 260 0 0 0 ^fb(36,16) 4 4 5 6 0 ^fb(36,16) 12290 1 8195 1 0 ^fb(36,16) 6147 1 2052 1 0 ^fb(36,16) 10240 4 4097 1 0 ^fb(36,17) 4 5 5 6 0 ^fb(36,17) 12290 1 8195 1 0 ^fb(36,17) 6147 1 2052 1 0 ^fb(36,17) 10240 4 4097 1 0 ^fb(36,18) 4 6 5 6 0 ^fb(36,18) 12290 1 8195 1 0 ^fb(36,18) 6147 1 2052 1 0 ^fb(36,18) 10240 4 4097 1 0 ^fb(36,19) 4 7 5 6 0 ^fb(36,19) 12290 1 8195 1 0 ^fb(36,19) 6147 1 2052 1 0 ^fb(36,19) 10240 4 4097 1 0 ^fb(36,20) 4 8 5 6 0 ^fb(36,20) 12290 1 8195 1 0 ^fb(36,20) 6147 1 2052 1 0 ^fb(36,20) 10240 4 4097 1 0 ^fb(36,21) 4 9 5 6 0 ^fb(36,21) 12290 1 8195 1 0 ^fb(36,21) 6147 1 2052 1 0 ^fb(36,21) 10240 4 4097 1 0 ^fb(36,22) 4 10 5 6 0 ^fb(36,22) 12290 1 8195 1 0 ^fb(36,22) 6147 1 2052 1 0 ^fb(36,22) 10240 4 4097 1 0 ^fb(36,23) 4 11 5 6 0 ^fb(36,23) 12290 1 8195 1 0 ^fb(36,23) 6147 1 2052 1 0 ^fb(36,23) 10240 4 4097 1 0 ^fb(36,24) 4 2 1 6 0 ^fb(36,24) 12289 1 8194 1 0 ^fb(36,24) 6146 1 10240 4 0 ^fb(36,24) 4096 2 2051 1 0 ^fb(36,25) 4 2 1 6 0 ^fb(36,25) 12290 1 8195 1 0 ^fb(36,25) 6147 1 2052 1 0 ^fb(36,25) 10240 4 4097 1 0 ^fb(36,26) 4 2 5 6 0 ^fb(36,26) 12290 1 8195 1 0 ^fb(36,26) 6147 1 2052 1 0 ^fb(36,26) 10240 4 4097 1 0 ^fb(36,27) 4 3 5 6 0 ^fb(36,27) 12290 1 8195 1 0 ^fb(36,27) 6147 1 2052 1 0 ^fb(36,27) 10240 4 4097 1 0 ^fb(37,0) 4 4 5 6 1 ^fb(37,0) 10240 4 8193 1 0 ^fb(37,0) 2049 1 12290 1 0 ^fb(37,0) 6147 1 4098 1 0 ^fb(37,0) 0 260 0 0 0 ^fb(37,1) 4 5 5 6 1 ^fb(37,1) 10240 4 8193 1 0 ^fb(37,1) 2049 1 12290 1 0 ^fb(37,1) 6147 1 4098 1 0 ^fb(37,1) 0 260 0 0 0 ^fb(37,2) 4 6 5 6 1 ^fb(37,2) 10240 4 8193 1 0 ^fb(37,2) 2049 1 12290 1 0 ^fb(37,2) 6147 1 4098 1 0 ^fb(37,2) 0 260 0 0 0 ^fb(37,3) 4 7 5 6 1 ^fb(37,3) 10240 4 8193 1 0 ^fb(37,3) 2049 1 12290 1 0 ^fb(37,3) 6147 1 4098 1 0 ^fb(37,3) 0 260 0 0 0 ^fb(37,4) 4 8 5 6 1 ^fb(37,4) 10240 4 8193 1 0 ^fb(37,4) 2049 1 12290 1 0 ^fb(37,4) 6147 1 4098 1 0 ^fb(37,4) 0 260 0 0 0 ^fb(37,5) 4 9 5 6 1 ^fb(37,5) 10240 4 8193 1 0 ^fb(37,5) 2049 1 12290 1 0 ^fb(37,5) 6147 1 4098 1 0 ^fb(37,5) 0 260 0 0 0 ^fb(37,6) 4 10 5 6 1 ^fb(37,6) 10240 4 8193 1 0 ^fb(37,6) 2049 1 12290 1 0 ^fb(37,6) 6147 1 4098 1 0 ^fb(37,6) 0 260 0 0 0 ^fb(37,7) 4 11 5 6 1 ^fb(37,7) 10240 4 8193 1 0 ^fb(37,7) 2049 1 12290 1 0 ^fb(37,7) 6147 1 4098 1 0 ^fb(37,7) 0 260 0 0 0 ^fb(37,8) 4 12 1 6 0 ^fb(37,8) 10240 4 8192 2 0 ^fb(37,8) 2048 2 12289 1 0 ^fb(37,8) 6146 1 4097 1 0 ^fb(37,9) 4 12 1 6 1 ^fb(37,9) 10240 4 8193 1 0 ^fb(37,9) 2049 1 12290 1 0 ^fb(37,9) 6147 1 4098 1 0 ^fb(37,9) 0 260 0 0 0 ^fb(37,10) 4 12 1 6 1 ^fb(37,10) 10240 4 8194 1 0 ^fb(37,10) 2050 1 12291 1 0 ^fb(37,10) 6148 1 4099 1 0 ^fb(37,10) 1 260 0 0 0 ^fb(37,11) 4 3 5 6 1 ^fb(37,11) 10240 4 8193 1 0 ^fb(37,11) 2049 1 12290 1 0 ^fb(37,11) 6147 1 4098 1 0 ^fb(37,11) 0 260 0 0 0 ^fb(37,16) 4 12 1 5 1 ^fb(37,16) 10240 2 8194 1 0 ^fb(37,16) 6145 1 4098 1 0 ^fb(37,16) 2050 1 0 0 0 ^fb(37,16) 1 258 0 0 0 ^fb(37,17) 4 1 1 5 1 ^fb(37,17) 10241 1 8195 1 0 ^fb(37,17) 6146 1 4099 1 0 ^fb(37,17) 2051 1 0 0 0 ^fb(37,17) 2 258 0 0 0 ^fb(37,18) 4 2 5 5 1 ^fb(37,18) 10241 1 8195 1 0 ^fb(37,18) 6146 1 4099 1 0 ^fb(37,18) 2051 1 0 0 0 ^fb(37,18) 2 258 0 0 0 ^fb(37,19) 4 3 5 5 1 ^fb(37,19) 10241 1 8195 1 0 ^fb(37,19) 6146 1 4099 1 0 ^fb(37,19) 2051 1 0 0 0 ^fb(37,19) 2 258 0 0 0 ^fb(37,20) 4 4 5 5 1 ^fb(37,20) 10241 1 8195 1 0 ^fb(37,20) 6146 1 4099 1 0 ^fb(37,20) 2051 1 0 0 0 ^fb(37,20) 2 258 0 0 0 ^fb(37,21) 4 5 5 5 1 ^fb(37,21) 10241 1 8195 1 0 ^fb(37,21) 6146 1 4099 1 0 ^fb(37,21) 2051 1 0 0 0 ^fb(37,21) 2 258 0 0 0 ^fb(37,22) 4 6 5 5 1 ^fb(37,22) 10241 1 8195 1 0 ^fb(37,22) 6146 1 4099 1 0 ^fb(37,22) 2051 1 0 0 0 ^fb(37,22) 2 258 0 0 0 ^fb(37,23) 4 7 5 5 1 ^fb(37,23) 10241 1 8195 1 0 ^fb(37,23) 6146 1 4099 1 0 ^fb(37,23) 2051 1 0 0 0 ^fb(37,23) 2 258 0 0 0 ^fb(37,24) 4 8 5 5 1 ^fb(37,24) 10241 1 8195 1 0 ^fb(37,24) 6146 1 4099 1 0 ^fb(37,24) 2051 1 0 0 0 ^fb(37,24) 2 258 0 0 0 ^fb(37,25) 4 9 5 5 1 ^fb(37,25) 10241 1 8195 1 0 ^fb(37,25) 6146 1 4099 1 0 ^fb(37,25) 2051 1 0 0 0 ^fb(37,25) 2 258 0 0 0 ^fb(37,26) 4 10 5 5 1 ^fb(37,26) 10241 1 8195 1 0 ^fb(37,26) 6146 1 4099 1 0 ^fb(37,26) 2051 1 0 0 0 ^fb(37,26) 2 258 0 0 0 ^fb(37,27) 4 11 5 5 1 ^fb(37,27) 10241 1 8195 1 0 ^fb(37,27) 6146 1 4099 1 0 ^fb(37,27) 2051 1 0 0 0 ^fb(37,27) 2 258 0 0 0 ^fb(38,0) 4 9 5 5 0 ^fb(38,0) 4097 1 6147 1 0 ^fb(38,0) 10244 1 2051 1 0 ^fb(38,0) 8195 1 0 0 0 ^fb(38,1) 4 10 5 5 0 ^fb(38,1) 4097 1 6147 1 0 ^fb(38,1) 10244 1 2051 1 0 ^fb(38,1) 8195 1 0 0 0 ^fb(38,2) 4 11 5 5 0 ^fb(38,2) 4097 1 6147 1 0 ^fb(38,2) 10244 1 2051 1 0 ^fb(38,2) 8195 1 0 0 0 ^fb(38,3) 4 1 1 5 0 ^fb(38,3) 4096 2 6146 1 0 ^fb(38,3) 10243 1 2050 1 0 ^fb(38,3) 8194 1 0 0 0 ^fb(38,4) 4 1 1 5 0 ^fb(38,4) 4097 1 6147 1 0 ^fb(38,4) 10244 1 2051 1 0 ^fb(38,4) 8195 1 0 0 0 ^fb(38,5) 4 2 5 5 0 ^fb(38,5) 4097 1 6147 1 0 ^fb(38,5) 10244 1 2051 1 0 ^fb(38,5) 8195 1 0 0 0 ^fb(38,6) 4 3 5 5 0 ^fb(38,6) 4097 1 6147 1 0 ^fb(38,6) 10244 1 2051 1 0 ^fb(38,6) 8195 1 0 0 0 ^fb(38,7) 4 4 5 5 0 ^fb(38,7) 4097 1 6147 1 0 ^fb(38,7) 10244 1 2051 1 0 ^fb(38,7) 8195 1 0 0 0 ^fb(38,8) 4 5 5 5 0 ^fb(38,8) 4097 1 6147 1 0 ^fb(38,8) 10244 1 2051 1 0 ^fb(38,8) 8195 1 0 0 0 ^fb(38,9) 4 6 5 5 0 ^fb(38,9) 4097 1 6147 1 0 ^fb(38,9) 10244 1 2051 1 0 ^fb(38,9) 8195 1 0 0 0 ^fb(38,10) 4 7 5 5 0 ^fb(38,10) 4097 1 6147 1 0 ^fb(38,10) 10244 1 2051 1 0 ^fb(38,10) 8195 1 0 0 0 ^fb(38,11) 4 8 5 5 0 ^fb(38,11) 4097 1 6147 1 0 ^fb(38,11) 10244 1 2051 1 0 ^fb(38,11) 8195 1 0 0 0 ^fb(38,16) 4 5 5 6 0 ^fb(38,16) 12289 1 10242 1 0 ^fb(38,16) 8194 1 6146 1 0 ^fb(38,16) 4099 1 2051 1 0 ^fb(38,17) 4 6 5 6 0 ^fb(38,17) 12289 1 10242 1 0 ^fb(38,17) 8194 1 6146 1 0 ^fb(38,17) 4099 1 2051 1 0 ^fb(38,18) 4 7 5 6 0 ^fb(38,18) 12289 1 10242 1 0 ^fb(38,18) 8194 1 6146 1 0 ^fb(38,18) 4099 1 2051 1 0 ^fb(38,19) 4 8 5 6 0 ^fb(38,19) 12289 1 10242 1 0 ^fb(38,19) 8194 1 6146 1 0 ^fb(38,19) 4099 1 2051 1 0 ^fb(38,20) 4 9 5 6 0 ^fb(38,20) 12289 1 10242 1 0 ^fb(38,20) 8194 1 6146 1 0 ^fb(38,20) 4099 1 2051 1 0 ^fb(38,21) 4 10 5 6 0 ^fb(38,21) 12289 1 10242 1 0 ^fb(38,21) 8194 1 6146 1 0 ^fb(38,21) 4099 1 2051 1 0 ^fb(38,22) 4 11 5 6 0 ^fb(38,22) 12289 1 10242 1 0 ^fb(38,22) 8194 1 6146 1 0 ^fb(38,22) 4099 1 2051 1 0 ^fb(38,23) 4 1 1 6 0 ^fb(38,23) 12288 2 10241 1 0 ^fb(38,23) 8193 1 6145 1 0 ^fb(38,23) 4098 1 2050 1 0 ^fb(38,24) 4 1 1 6 0 ^fb(38,24) 12289 1 10242 1 0 ^fb(38,24) 8194 1 6146 1 0 ^fb(38,24) 4099 1 2051 1 0 ^fb(38,25) 4 2 5 6 0 ^fb(38,25) 12289 1 10242 1 0 ^fb(38,25) 8194 1 6146 1 0 ^fb(38,25) 4099 1 2051 1 0 ^fb(38,26) 4 3 5 6 0 ^fb(38,26) 12289 1 10242 1 0 ^fb(38,26) 8194 1 6146 1 0 ^fb(38,26) 4099 1 2051 1 0 ^fb(38,27) 4 4 5 6 0 ^fb(38,27) 12289 1 10242 1 0 ^fb(38,27) 8194 1 6146 1 0 ^fb(38,27) 4099 1 2051 1 0 ^fb(39,0) 4 5 5 5 1 ^fb(39,0) 12289 1 10242 1 0 ^fb(39,0) 8194 1 6146 1 0 ^fb(39,0) 4099 1 0 0 0 ^fb(39,0) 1 773 0 0 0 ^fb(39,1) 4 6 5 5 1 ^fb(39,1) 12289 1 10242 1 0 ^fb(39,1) 8194 1 6146 1 0 ^fb(39,1) 4099 1 0 0 0 ^fb(39,1) 1 773 0 0 0 ^fb(39,2) 4 7 5 5 1 ^fb(39,2) 12289 1 10242 1 0 ^fb(39,2) 8194 1 6146 1 0 ^fb(39,2) 4099 1 0 0 0 ^fb(39,2) 1 773 0 0 0 ^fb(39,3) 4 8 5 5 1 ^fb(39,3) 12289 1 10242 1 0 ^fb(39,3) 8194 1 6146 1 0 ^fb(39,3) 4099 1 0 0 0 ^fb(39,3) 1 773 0 0 0 ^fb(39,4) 4 9 5 5 1 ^fb(39,4) 12289 1 10242 1 0 ^fb(39,4) 8194 1 6146 1 0 ^fb(39,4) 4099 1 0 0 0 ^fb(39,4) 1 773 0 0 0 ^fb(39,5) 4 10 5 5 1 ^fb(39,5) 12289 1 10242 1 0 ^fb(39,5) 8194 1 6146 1 0 ^fb(39,5) 4099 1 0 0 0 ^fb(39,5) 1 773 0 0 0 ^fb(39,6) 4 11 5 5 1 ^fb(39,6) 12289 1 10242 1 0 ^fb(39,6) 8194 1 6146 1 0 ^fb(39,6) 4099 1 0 0 0 ^fb(39,6) 1 773 0 0 0 ^fb(39,7) 4 1 1 5 1 ^fb(39,7) 12288 2 10241 1 0 ^fb(39,7) 8193 1 6145 1 0 ^fb(39,7) 4098 1 0 0 0 ^fb(39,7) 0 773 0 0 0 ^fb(39,8) 4 1 1 5 1 ^fb(39,8) 12289 1 10242 1 0 ^fb(39,8) 8194 1 6146 1 0 ^fb(39,8) 4099 1 0 0 0 ^fb(39,8) 1 773 0 0 0 ^fb(39,9) 4 1 1 5 1 ^fb(39,9) 12290 1 10243 1 0 ^fb(39,9) 8195 1 6147 1 0 ^fb(39,9) 4100 1 0 0 0 ^fb(39,9) 2 773 0 0 0 ^fb(39,10) 4 3 5 5 1 ^fb(39,10) 12289 1 10242 1 0 ^fb(39,10) 8194 1 6146 1 0 ^fb(39,10) 4099 1 0 0 0 ^fb(39,10) 1 773 0 0 0 ^fb(39,11) 4 4 5 5 1 ^fb(39,11) 12289 1 10242 1 0 ^fb(39,11) 8194 1 6146 1 0 ^fb(39,11) 4099 1 0 0 0 ^fb(39,11) 1 773 0 0 0 ^fb(40,0) 5 5 4 6 1 ^fb(40,0) 12289 1 6145 1 0 ^fb(40,0) 4097 1 2049 1 0 ^fb(40,0) 10243 1 8197 1 0 ^fb(40,0) 0 262 0 0 0 ^fb(40,1) 5 6 4 6 1 ^fb(40,1) 12289 1 6145 1 0 ^fb(40,1) 4097 1 2049 1 0 ^fb(40,1) 10243 1 8197 1 0 ^fb(40,1) 0 262 0 0 0 ^fb(40,2) 5 7 4 6 1 ^fb(40,2) 12289 1 6145 1 0 ^fb(40,2) 4097 1 2049 1 0 ^fb(40,2) 10243 1 8197 1 0 ^fb(40,2) 0 262 0 0 0 ^fb(40,3) 5 8 4 6 1 ^fb(40,3) 12289 1 6145 1 0 ^fb(40,3) 4097 1 2049 1 0 ^fb(40,3) 10243 1 8197 1 0 ^fb(40,3) 0 262 0 0 0 ^fb(40,4) 5 9 4 6 1 ^fb(40,4) 12289 1 6145 1 0 ^fb(40,4) 4097 1 2049 1 0 ^fb(40,4) 10243 1 8197 1 0 ^fb(40,4) 0 262 0 0 0 ^fb(40,5) 5 10 4 6 1 ^fb(40,5) 12289 1 6145 1 0 ^fb(40,5) 4097 1 2049 1 0 ^fb(40,5) 10243 1 8197 1 0 ^fb(40,5) 0 262 0 0 0 ^fb(40,6) 5 11 4 6 1 ^fb(40,6) 12289 1 6145 1 0 ^fb(40,6) 4097 1 2049 1 0 ^fb(40,6) 10243 1 8197 1 0 ^fb(40,6) 0 262 0 0 0 ^fb(40,7) 4 1 1 6 0 ^fb(40,7) 12288 2 6144 2 0 ^fb(40,7) 4096 2 2048 2 0 ^fb(40,7) 10242 1 8196 1 0 ^fb(40,8) 5 1 0 6 1 ^fb(40,8) 12289 1 6145 1 0 ^fb(40,8) 4097 1 2049 1 0 ^fb(40,8) 10243 1 8197 1 0 ^fb(40,8) 0 262 0 0 0 ^fb(40,9) 5 2 4 6 1 ^fb(40,9) 12289 1 6145 1 0 ^fb(40,9) 4097 1 2049 1 0 ^fb(40,9) 10243 1 8197 1 0 ^fb(40,9) 0 262 0 0 0 ^fb(40,10) 5 3 4 6 1 ^fb(40,10) 12289 1 6145 1 0 ^fb(40,10) 4097 1 2049 1 0 ^fb(40,10) 10243 1 8197 1 0 ^fb(40,10) 0 262 0 0 0 ^fb(40,11) 5 4 4 6 1 ^fb(40,11) 12289 1 6145 1 0 ^fb(40,11) 4097 1 2049 1 0 ^fb(40,11) 10243 1 8197 1 0 ^fb(40,11) 0 262 0 0 0 ^fb(40,16) 4 1 1 5 0 ^fb(40,16) 10240 2 2048 2 0 ^fb(40,16) 4097 1 8194 1 0 ^fb(40,16) 6148 1 0 0 0 ^fb(40,17) 5 1 1 5 1 ^fb(40,17) 10241 1 2049 1 0 ^fb(40,17) 4098 1 8195 1 0 ^fb(40,17) 6149 1 0 0 0 ^fb(40,17) 0 261 0 0 0 ^fb(40,18) 5 2 5 5 1 ^fb(40,18) 10241 1 2049 1 0 ^fb(40,18) 4098 1 8195 1 0 ^fb(40,18) 6149 1 0 0 0 ^fb(40,18) 0 261 0 0 0 ^fb(40,19) 5 3 5 5 1 ^fb(40,19) 10241 1 2049 1 0 ^fb(40,19) 4098 1 8195 1 0 ^fb(40,19) 6149 1 0 0 0 ^fb(40,19) 0 261 0 0 0 ^fb(40,20) 5 4 5 5 1 ^fb(40,20) 10241 1 2049 1 0 ^fb(40,20) 4098 1 8195 1 0 ^fb(40,20) 6149 1 0 0 0 ^fb(40,20) 0 261 0 0 0 ^fb(40,21) 5 5 5 5 1 ^fb(40,21) 10241 1 2049 1 0 ^fb(40,21) 4098 1 8195 1 0 ^fb(40,21) 6149 1 0 0 0 ^fb(40,21) 0 261 0 0 0 ^fb(40,22) 5 6 5 5 1 ^fb(40,22) 10241 1 2049 1 0 ^fb(40,22) 4098 1 8195 1 0 ^fb(40,22) 6149 1 0 0 0 ^fb(40,22) 0 261 0 0 0 ^fb(40,23) 5 7 5 5 1 ^fb(40,23) 10241 1 2049 1 0 ^fb(40,23) 4098 1 8195 1 0 ^fb(40,23) 6149 1 0 0 0 ^fb(40,23) 0 261 0 0 0 ^fb(40,24) 5 8 5 5 1 ^fb(40,24) 10241 1 2049 1 0 ^fb(40,24) 4098 1 8195 1 0 ^fb(40,24) 6149 1 0 0 0 ^fb(40,24) 0 261 0 0 0 ^fb(40,25) 5 9 5 5 1 ^fb(40,25) 10241 1 2049 1 0 ^fb(40,25) 4098 1 8195 1 0 ^fb(40,25) 6149 1 0 0 0 ^fb(40,25) 0 261 0 0 0 ^fb(40,26) 5 10 5 5 1 ^fb(40,26) 10241 1 2049 1 0 ^fb(40,26) 4098 1 8195 1 0 ^fb(40,26) 6149 1 0 0 0 ^fb(40,26) 0 261 0 0 0 ^fb(40,27) 5 11 5 5 1 ^fb(40,27) 10241 1 2049 1 0 ^fb(40,27) 4098 1 8195 1 0 ^fb(40,27) 6149 1 0 0 0 ^fb(40,27) 0 261 0 0 0 ^fb(41,0) 4 5 5 6 1 ^fb(41,0) 12289 1 6145 1 0 ^fb(41,0) 4097 1 10243 1 0 ^fb(41,0) 8195 1 2051 1 0 ^fb(41,0) 0 518 0 0 0 ^fb(41,1) 4 6 5 6 1 ^fb(41,1) 12289 1 6145 1 0 ^fb(41,1) 4097 1 10243 1 0 ^fb(41,1) 8195 1 2051 1 0 ^fb(41,1) 0 518 0 0 0 ^fb(41,2) 4 7 5 6 1 ^fb(41,2) 12289 1 6145 1 0 ^fb(41,2) 4097 1 10243 1 0 ^fb(41,2) 8195 1 2051 1 0 ^fb(41,2) 0 518 0 0 0 ^fb(41,3) 4 8 5 6 1 ^fb(41,3) 12289 1 6145 1 0 ^fb(41,3) 4097 1 10243 1 0 ^fb(41,3) 8195 1 2051 1 0 ^fb(41,3) 0 518 0 0 0 ^fb(41,4) 4 9 5 6 1 ^fb(41,4) 12289 1 6145 1 0 ^fb(41,4) 4097 1 10243 1 0 ^fb(41,4) 8195 1 2051 1 0 ^fb(41,4) 0 518 0 0 0 ^fb(41,5) 4 10 5 6 1 ^fb(41,5) 12289 1 6145 1 0 ^fb(41,5) 4097 1 10243 1 0 ^fb(41,5) 8195 1 2051 1 0 ^fb(41,5) 0 518 0 0 0 ^fb(41,6) 4 11 5 6 1 ^fb(41,6) 12289 1 6145 1 0 ^fb(41,6) 4097 1 10243 1 0 ^fb(41,6) 8195 1 2051 1 0 ^fb(41,6) 0 518 0 0 0 ^fb(41,7) 4 1 1 6 0 ^fb(41,7) 12288 2 6144 2 0 ^fb(41,7) 4096 2 10242 1 0 ^fb(41,7) 8194 1 2050 1 0 ^fb(41,8) 4 1 1 6 1 ^fb(41,8) 12289 1 6145 1 0 ^fb(41,8) 4097 1 10243 1 0 ^fb(41,8) 8195 1 2051 1 0 ^fb(41,8) 0 518 0 0 0 ^fb(41,9) 4 1 1 6 1 ^fb(41,9) 12290 1 6146 1 0 ^fb(41,9) 4098 1 10244 1 0 ^fb(41,9) 8196 1 2052 1 0 ^fb(41,9) 1 518 0 0 0 ^fb(41,10) 4 3 5 6 1 ^fb(41,10) 12289 1 6145 1 0 ^fb(41,10) 4097 1 10243 1 0 ^fb(41,10) 8195 1 2051 1 0 ^fb(41,10) 0 518 0 0 0 ^fb(41,11) 4 4 5 6 1 ^fb(41,11) 12289 1 6145 1 0 ^fb(41,11) 4097 1 10243 1 0 ^fb(41,11) 8195 1 2051 1 0 ^fb(41,11) 0 518 0 0 0 ^fb(41,16) 4 9 5 4 0 ^fb(41,16) 6145 1 8194 1 0 ^fb(41,16) 10244 1 4100 1 0 ^fb(41,17) 4 10 5 4 0 ^fb(41,17) 6145 1 8194 1 0 ^fb(41,17) 10244 1 4100 1 0 ^fb(41,18) 4 11 5 4 0 ^fb(41,18) 6145 1 8194 1 0 ^fb(41,18) 10244 1 4100 1 0 ^fb(41,19) 4 1 1 4 0 ^fb(41,19) 6144 2 8193 1 0 ^fb(41,19) 10243 1 4099 1 0 ^fb(41,20) 4 1 1 4 0 ^fb(41,20) 6145 1 8194 1 0 ^fb(41,20) 10244 1 4100 1 0 ^fb(41,21) 4 2 5 4 0 ^fb(41,21) 6145 1 8194 1 0 ^fb(41,21) 10244 1 4100 1 0 ^fb(41,22) 4 3 5 4 0 ^fb(41,22) 6145 1 8194 1 0 ^fb(41,22) 10244 1 4100 1 0 ^fb(41,23) 4 4 5 4 0 ^fb(41,23) 6145 1 8194 1 0 ^fb(41,23) 10244 1 4100 1 0 ^fb(41,24) 4 5 5 4 0 ^fb(41,24) 6145 1 8194 1 0 ^fb(41,24) 10244 1 4100 1 0 ^fb(41,25) 4 6 5 4 0 ^fb(41,25) 6145 1 8194 1 0 ^fb(41,25) 10244 1 4100 1 0 ^fb(41,26) 4 7 5 4 0 ^fb(41,26) 6145 1 8194 1 0 ^fb(41,26) 10244 1 4100 1 0 ^fb(41,27) 4 8 5 4 0 ^fb(41,27) 6145 1 8194 1 0 ^fb(41,27) 10244 1 4100 1 0 ^fb(42,0) 4 10 5 5 0 ^fb(42,0) 10243 1 8193 1 0 ^fb(42,0) 6147 1 4099 1 0 ^fb(42,0) 2048 4 0 0 0 ^fb(42,1) 4 11 5 5 0 ^fb(42,1) 10243 1 8193 1 0 ^fb(42,1) 6147 1 4099 1 0 ^fb(42,1) 2048 4 0 0 0 ^fb(42,2) 4 12 1 5 0 ^fb(42,2) 2048 4 10242 1 0 ^fb(42,2) 6146 1 4098 1 0 ^fb(42,2) 8192 2 0 0 0 ^fb(42,3) 4 1 1 5 0 ^fb(42,3) 10243 1 8193 1 0 ^fb(42,3) 6147 1 4099 1 0 ^fb(42,3) 2048 4 0 0 0 ^fb(42,4) 4 2 5 5 0 ^fb(42,4) 10243 1 8193 1 0 ^fb(42,4) 6147 1 4099 1 0 ^fb(42,4) 2048 4 0 0 0 ^fb(42,5) 4 3 5 5 0 ^fb(42,5) 10243 1 8193 1 0 ^fb(42,5) 6147 1 4099 1 0 ^fb(42,5) 2048 4 0 0 0 ^fb(42,6) 4 4 5 5 0 ^fb(42,6) 10243 1 8193 1 0 ^fb(42,6) 6147 1 4099 1 0 ^fb(42,6) 2048 4 0 0 0 ^fb(42,7) 4 5 5 5 0 ^fb(42,7) 10243 1 8193 1 0 ^fb(42,7) 6147 1 4099 1 0 ^fb(42,7) 2048 4 0 0 0 ^fb(42,8) 4 6 5 5 0 ^fb(42,8) 10243 1 8193 1 0 ^fb(42,8) 6147 1 4099 1 0 ^fb(42,8) 2048 4 0 0 0 ^fb(42,9) 4 7 5 5 0 ^fb(42,9) 10243 1 8193 1 0 ^fb(42,9) 6147 1 4099 1 0 ^fb(42,9) 2048 4 0 0 0 ^fb(42,10) 4 8 5 5 0 ^fb(42,10) 10243 1 8193 1 0 ^fb(42,10) 6147 1 4099 1 0 ^fb(42,10) 2048 4 0 0 0 ^fb(42,11) 4 9 5 5 0 ^fb(42,11) 10243 1 8193 1 0 ^fb(42,11) 6147 1 4099 1 0 ^fb(42,11) 2048 4 0 0 0 ^fb(42,16) 4 5 5 6 1 ^fb(42,16) 12289 1 8193 1 0 ^fb(42,16) 6145 1 4097 1 0 ^fb(42,16) 10243 1 2051 1 0 ^fb(42,16) 0 518 0 0 0 ^fb(42,17) 4 6 5 6 1 ^fb(42,17) 12289 1 8193 1 0 ^fb(42,17) 6145 1 4097 1 0 ^fb(42,17) 10243 1 2051 1 0 ^fb(42,17) 0 518 0 0 0 ^fb(42,18) 4 7 5 6 1 ^fb(42,18) 12289 1 8193 1 0 ^fb(42,18) 6145 1 4097 1 0 ^fb(42,18) 10243 1 2051 1 0 ^fb(42,18) 0 518 0 0 0 ^fb(42,19) 4 8 5 6 1 ^fb(42,19) 12289 1 8193 1 0 ^fb(42,19) 6145 1 4097 1 0 ^fb(42,19) 10243 1 2051 1 0 ^fb(42,19) 0 518 0 0 0 ^fb(42,20) 4 9 5 6 1 ^fb(42,20) 12289 1 8193 1 0 ^fb(42,20) 6145 1 4097 1 0 ^fb(42,20) 10243 1 2051 1 0 ^fb(42,20) 0 518 0 0 0 ^fb(42,21) 4 10 5 6 1 ^fb(42,21) 12289 1 8193 1 0 ^fb(42,21) 6145 1 4097 1 0 ^fb(42,21) 10243 1 2051 1 0 ^fb(42,21) 0 518 0 0 0 ^fb(42,22) 4 11 5 6 1 ^fb(42,22) 12289 1 8193 1 0 ^fb(42,22) 6145 1 4097 1 0 ^fb(42,22) 10243 1 2051 1 0 ^fb(42,22) 0 518 0 0 0 ^fb(42,23) 4 12 1 6 0 ^fb(42,23) 12288 2 8192 2 0 ^fb(42,23) 6144 2 4096 2 0 ^fb(42,23) 10242 1 2050 1 0 ^fb(42,24) 4 12 1 6 1 ^fb(42,24) 12289 1 8193 1 0 ^fb(42,24) 6145 1 4097 1 0 ^fb(42,24) 10243 1 2051 1 0 ^fb(42,24) 0 518 0 0 0 ^fb(42,25) 4 12 1 6 1 ^fb(42,25) 12290 1 8194 1 0 ^fb(42,25) 6146 1 4098 1 0 ^fb(42,25) 10244 1 2052 1 0 ^fb(42,25) 1 518 0 0 0 ^fb(42,26) 4 3 5 6 1 ^fb(42,26) 12289 1 8193 1 0 ^fb(42,26) 6145 1 4097 1 0 ^fb(42,26) 10243 1 2051 1 0 ^fb(42,26) 0 518 0 0 0 ^fb(42,27) 4 4 5 6 1 ^fb(42,27) 12289 1 8193 1 0 ^fb(42,27) 6145 1 4097 1 0 ^fb(42,27) 10243 1 2051 1 0 ^fb(42,27) 0 518 0 0 0 ^fb(43,0) 4 1 1 5 0 ^fb(43,0) 10240 2 8192 2 0 ^fb(43,0) 6144 2 4097 1 0 ^fb(43,0) 2048 2 0 0 0 ^fb(43,1) 4 1 1 5 1 ^fb(43,1) 10241 1 8193 1 0 ^fb(43,1) 6145 1 4098 1 0 ^fb(43,1) 2049 1 0 0 0 ^fb(43,1) 0 261 0 0 0 ^fb(43,2) 4 1 1 5 1 ^fb(43,2) 10242 1 8194 1 0 ^fb(43,2) 6146 1 4099 1 0 ^fb(43,2) 2050 1 0 0 0 ^fb(43,2) 1 261 0 0 0 ^fb(43,3) 4 1 1 5 1 ^fb(43,3) 10243 1 8195 1 0 ^fb(43,3) 6147 1 4100 1 0 ^fb(43,3) 2051 1 0 0 0 ^fb(43,3) 2 261 0 0 0 ^fb(43,4) 4 4 5 5 1 ^fb(43,4) 10241 1 8193 1 0 ^fb(43,4) 6145 1 4098 1 0 ^fb(43,4) 2049 1 0 0 0 ^fb(43,4) 0 261 0 0 0 ^fb(43,5) 4 5 5 5 1 ^fb(43,5) 10241 1 8193 1 0 ^fb(43,5) 6145 1 4098 1 0 ^fb(43,5) 2049 1 0 0 0 ^fb(43,5) 0 261 0 0 0 ^fb(43,6) 4 6 5 5 1 ^fb(43,6) 10241 1 8193 1 0 ^fb(43,6) 6145 1 4098 1 0 ^fb(43,6) 2049 1 0 0 0 ^fb(43,6) 0 261 0 0 0 ^fb(43,7) 4 7 5 5 1 ^fb(43,7) 10241 1 8193 1 0 ^fb(43,7) 6145 1 4098 1 0 ^fb(43,7) 2049 1 0 0 0 ^fb(43,7) 0 261 0 0 0 ^fb(43,8) 4 8 5 5 1 ^fb(43,8) 10241 1 8193 1 0 ^fb(43,8) 6145 1 4098 1 0 ^fb(43,8) 2049 1 0 0 0 ^fb(43,8) 0 261 0 0 0 ^fb(43,9) 4 9 5 5 1 ^fb(43,9) 10241 1 8193 1 0 ^fb(43,9) 6145 1 4098 1 0 ^fb(43,9) 2049 1 0 0 0 ^fb(43,9) 0 261 0 0 0 ^fb(43,10) 4 10 5 5 1 ^fb(43,10) 10241 1 8193 1 0 ^fb(43,10) 6145 1 4098 1 0 ^fb(43,10) 2049 1 0 0 0 ^fb(43,10) 0 261 0 0 0 ^fb(43,11) 4 11 5 5 1 ^fb(43,11) 10241 1 8193 1 0 ^fb(43,11) 6145 1 4098 1 0 ^fb(43,11) 2049 1 0 0 0 ^fb(43,11) 0 261 0 0 0 ^fb(43,16) 4 3 5 5 0 ^fb(43,16) 12291 1 8195 1 0 ^fb(43,16) 6147 1 4097 1 0 ^fb(43,16) 10240 4 0 0 0 ^fb(43,17) 4 4 5 5 0 ^fb(43,17) 12291 1 8195 1 0 ^fb(43,17) 6147 1 4097 1 0 ^fb(43,17) 10240 4 0 0 0 ^fb(43,18) 4 5 5 5 0 ^fb(43,18) 12291 1 8195 1 0 ^fb(43,18) 6147 1 4097 1 0 ^fb(43,18) 10240 4 0 0 0 ^fb(43,19) 4 6 5 5 0 ^fb(43,19) 12291 1 8195 1 0 ^fb(43,19) 6147 1 4097 1 0 ^fb(43,19) 10240 4 0 0 0 ^fb(43,20) 4 7 5 5 0 ^fb(43,20) 12291 1 8195 1 0 ^fb(43,20) 6147 1 4097 1 0 ^fb(43,20) 10240 4 0 0 0 ^fb(43,21) 4 8 5 5 0 ^fb(43,21) 12291 1 8195 1 0 ^fb(43,21) 6147 1 4097 1 0 ^fb(43,21) 10240 4 0 0 0 ^fb(43,22) 4 9 5 5 0 ^fb(43,22) 12291 1 8195 1 0 ^fb(43,22) 6147 1 4097 1 0 ^fb(43,22) 10240 4 0 0 0 ^fb(43,23) 4 10 5 5 0 ^fb(43,23) 12291 1 8195 1 0 ^fb(43,23) 6147 1 4097 1 0 ^fb(43,23) 10240 4 0 0 0 ^fb(43,24) 4 11 5 5 0 ^fb(43,24) 12291 1 8195 1 0 ^fb(43,24) 6147 1 4097 1 0 ^fb(43,24) 10240 4 0 0 0 ^fb(43,25) 4 1 1 5 0 ^fb(43,25) 12290 1 8194 1 0 ^fb(43,25) 6146 1 4096 2 0 ^fb(43,25) 10240 4 0 0 0 ^fb(43,26) 4 1 1 5 0 ^fb(43,26) 12291 1 8195 1 0 ^fb(43,26) 6147 1 4097 1 0 ^fb(43,26) 10240 4 0 0 0 ^fb(43,27) 4 2 5 5 0 ^fb(43,27) 12291 1 8195 1 0 ^fb(43,27) 6147 1 4097 1 0 ^fb(43,27) 10240 4 0 0 0 ^fb(44,0) 4 12 1 5 0 ^fb(44,0) 8192 4 10240 2 0 ^fb(44,0) 6144 2 4097 1 0 ^fb(44,0) 2050 1 0 0 0 ^fb(44,1) 4 12 1 5 0 ^fb(44,1) 10241 1 6145 1 0 ^fb(44,1) 4098 1 2051 1 0 ^fb(44,1) 8192 4 0 0 0 ^fb(44,2) 4 12 1 5 0 ^fb(44,2) 10242 1 6146 1 0 ^fb(44,2) 4099 1 2052 1 0 ^fb(44,2) 8192 4 0 0 0 ^fb(44,3) 4 3 5 5 0 ^fb(44,3) 10241 1 6145 1 0 ^fb(44,3) 4098 1 2051 1 0 ^fb(44,3) 8192 4 0 0 0 ^fb(44,4) 4 4 5 5 0 ^fb(44,4) 10241 1 6145 1 0 ^fb(44,4) 4098 1 2051 1 0 ^fb(44,4) 8192 4 0 0 0 ^fb(44,5) 4 5 5 5 0 ^fb(44,5) 10241 1 6145 1 0 ^fb(44,5) 4098 1 2051 1 0 ^fb(44,5) 8192 4 0 0 0 ^fb(44,6) 4 6 5 5 0 ^fb(44,6) 10241 1 6145 1 0 ^fb(44,6) 4098 1 2051 1 0 ^fb(44,6) 8192 4 0 0 0 ^fb(44,7) 4 7 5 5 0 ^fb(44,7) 10241 1 6145 1 0 ^fb(44,7) 4098 1 2051 1 0 ^fb(44,7) 8192 4 0 0 0 ^fb(44,8) 4 8 5 5 0 ^fb(44,8) 10241 1 6145 1 0 ^fb(44,8) 4098 1 2051 1 0 ^fb(44,8) 8192 4 0 0 0 ^fb(44,9) 4 9 5 5 0 ^fb(44,9) 10241 1 6145 1 0 ^fb(44,9) 4098 1 2051 1 0 ^fb(44,9) 8192 4 0 0 0 ^fb(44,10) 4 10 5 5 0 ^fb(44,10) 10241 1 6145 1 0 ^fb(44,10) 4098 1 2051 1 0 ^fb(44,10) 8192 4 0 0 0 ^fb(44,11) 4 11 5 5 0 ^fb(44,11) 8192 4 10241 1 0 ^fb(44,11) 6145 1 4098 1 0 ^fb(44,11) 2051 1 0 0 0 ^fb(44,16) 4 5 5 6 1 ^fb(44,16) 12289 1 8193 1 0 ^fb(44,16) 6145 1 4099 1 0 ^fb(44,16) 2051 1 10240 4 0 ^fb(44,16) 2 258 0 0 0 ^fb(44,17) 4 6 5 6 1 ^fb(44,17) 12289 1 8193 1 0 ^fb(44,17) 6145 1 4099 1 0 ^fb(44,17) 2051 1 10240 4 0 ^fb(44,17) 2 258 0 0 0 ^fb(44,18) 4 7 5 6 1 ^fb(44,18) 12289 1 8193 1 0 ^fb(44,18) 6145 1 4099 1 0 ^fb(44,18) 2051 1 10240 4 0 ^fb(44,18) 2 258 0 0 0 ^fb(44,19) 4 8 5 6 1 ^fb(44,19) 12289 1 8193 1 0 ^fb(44,19) 6145 1 4099 1 0 ^fb(44,19) 2051 1 10240 4 0 ^fb(44,19) 2 258 0 0 0 ^fb(44,20) 4 9 5 6 1 ^fb(44,20) 12289 1 8193 1 0 ^fb(44,20) 6145 1 4099 1 0 ^fb(44,20) 2051 1 10240 4 0 ^fb(44,20) 2 258 0 0 0 ^fb(44,21) 4 10 5 6 1 ^fb(44,21) 12289 1 8193 1 0 ^fb(44,21) 6145 1 4099 1 0 ^fb(44,21) 2051 1 10240 4 0 ^fb(44,21) 2 258 0 0 0 ^fb(44,22) 4 11 5 6 1 ^fb(44,22) 12289 1 8193 1 0 ^fb(44,22) 6145 1 4099 1 0 ^fb(44,22) 2051 1 10240 4 0 ^fb(44,22) 2 258 0 0 0 ^fb(44,23) 4 12 1 6 1 ^fb(44,23) 10240 4 12288 2 0 ^fb(44,23) 8192 2 6144 2 0 ^fb(44,23) 4098 1 2050 1 0 ^fb(44,23) 1 258 0 0 0 ^fb(44,24) 4 1 1 6 1 ^fb(44,24) 12289 1 8193 1 0 ^fb(44,24) 6145 1 4099 1 0 ^fb(44,24) 2051 1 10240 4 0 ^fb(44,24) 2 258 0 0 0 ^fb(44,25) 4 2 1 6 1 ^fb(44,25) 10240 4 12290 1 0 ^fb(44,25) 8194 1 6146 1 0 ^fb(44,25) 4100 1 2052 1 0 ^fb(44,25) 3 258 0 0 0 ^fb(44,26) 4 3 5 6 1 ^fb(44,26) 12289 1 8193 1 0 ^fb(44,26) 6145 1 4099 1 0 ^fb(44,26) 2051 1 10240 4 0 ^fb(44,26) 2 258 0 0 0 ^fb(44,27) 4 4 5 6 1 ^fb(44,27) 12289 1 8193 1 0 ^fb(44,27) 6145 1 4099 1 0 ^fb(44,27) 2051 1 10240 4 0 ^fb(44,27) 2 258 0 0 0 ^fb(45,0) 4 5 5 6 1 ^fb(45,0) 12289 1 6145 1 0 ^fb(45,0) 4097 1 2049 1 0 ^fb(45,0) 8194 1 10243 1 0 ^fb(45,0) 0 262 0 0 0 ^fb(45,1) 4 6 5 6 1 ^fb(45,1) 12289 1 6145 1 0 ^fb(45,1) 4097 1 2049 1 0 ^fb(45,1) 8194 1 10243 1 0 ^fb(45,1) 0 262 0 0 0 ^fb(45,2) 4 7 5 6 1 ^fb(45,2) 12289 1 6145 1 0 ^fb(45,2) 4097 1 2049 1 0 ^fb(45,2) 8194 1 10243 1 0 ^fb(45,2) 0 262 0 0 0 ^fb(45,3) 4 8 5 6 1 ^fb(45,3) 12289 1 6145 1 0 ^fb(45,3) 4097 1 2049 1 0 ^fb(45,3) 8194 1 10243 1 0 ^fb(45,3) 0 262 0 0 0 ^fb(45,4) 4 9 5 6 1 ^fb(45,4) 12289 1 6145 1 0 ^fb(45,4) 4097 1 2049 1 0 ^fb(45,4) 8194 1 10243 1 0 ^fb(45,4) 0 262 0 0 0 ^fb(45,5) 4 10 5 6 1 ^fb(45,5) 12289 1 6145 1 0 ^fb(45,5) 4097 1 2049 1 0 ^fb(45,5) 8194 1 10243 1 0 ^fb(45,5) 0 262 0 0 0 ^fb(45,6) 4 11 5 6 1 ^fb(45,6) 12289 1 6145 1 0 ^fb(45,6) 4097 1 2049 1 0 ^fb(45,6) 8194 1 10243 1 0 ^fb(45,6) 0 262 0 0 0 ^fb(45,7) 4 1 1 6 0 ^fb(45,7) 12288 2 6144 2 0 ^fb(45,7) 4096 2 2048 2 0 ^fb(45,7) 8193 1 10242 1 0 ^fb(45,8) 4 1 1 6 1 ^fb(45,8) 12289 1 6145 1 0 ^fb(45,8) 4097 1 2049 1 0 ^fb(45,8) 8194 1 10243 1 0 ^fb(45,8) 0 262 0 0 0 ^fb(45,9) 4 1 1 6 1 ^fb(45,9) 12290 1 6146 1 0 ^fb(45,9) 4098 1 2050 1 0 ^fb(45,9) 8195 1 10244 1 0 ^fb(45,9) 1 262 0 0 0 ^fb(45,10) 4 3 5 6 1 ^fb(45,10) 12289 1 6145 1 0 ^fb(45,10) 4097 1 2049 1 0 ^fb(45,10) 8194 1 10243 1 0 ^fb(45,10) 0 262 0 0 0 ^fb(45,11) 4 4 5 6 1 ^fb(45,11) 12289 1 6145 1 0 ^fb(45,11) 4097 1 2049 1 0 ^fb(45,11) 8194 1 10243 1 0 ^fb(45,11) 0 262 0 0 0 ^fb(45,16) 4 1 1 5 0 ^fb(45,16) 10240 2 2048 2 0 ^fb(45,16) 4097 1 6145 1 0 ^fb(45,16) 8194 1 0 0 0 ^fb(45,17) 4 1 1 5 1 ^fb(45,17) 10241 1 2049 1 0 ^fb(45,17) 4098 1 6146 1 0 ^fb(45,17) 8195 1 0 0 0 ^fb(45,17) 0 261 0 0 0 ^fb(45,18) 4 1 1 5 1 ^fb(45,18) 10242 1 2050 1 0 ^fb(45,18) 4099 1 6147 1 0 ^fb(45,18) 8196 1 0 0 0 ^fb(45,18) 1 261 0 0 0 ^fb(45,19) 4 3 5 5 1 ^fb(45,19) 10241 1 2049 1 0 ^fb(45,19) 4098 1 6146 1 0 ^fb(45,19) 8195 1 0 0 0 ^fb(45,19) 0 261 0 0 0 ^fb(45,20) 4 4 5 5 1 ^fb(45,20) 10241 1 2049 1 0 ^fb(45,20) 4098 1 6146 1 0 ^fb(45,20) 8195 1 0 0 0 ^fb(45,20) 0 261 0 0 0 ^fb(45,21) 4 5 5 5 1 ^fb(45,21) 10241 1 2049 1 0 ^fb(45,21) 4098 1 6146 1 0 ^fb(45,21) 8195 1 0 0 0 ^fb(45,21) 0 261 0 0 0 ^fb(45,22) 4 6 5 5 1 ^fb(45,22) 10241 1 2049 1 0 ^fb(45,22) 4098 1 6146 1 0 ^fb(45,22) 8195 1 0 0 0 ^fb(45,22) 0 261 0 0 0 ^fb(45,23) 4 7 5 5 1 ^fb(45,23) 10241 1 2049 1 0 ^fb(45,23) 4098 1 6146 1 0 ^fb(45,23) 8195 1 0 0 0 ^fb(45,23) 0 261 0 0 0 ^fb(45,24) 4 8 5 5 1 ^fb(45,24) 10241 1 2049 1 0 ^fb(45,24) 4098 1 6146 1 0 ^fb(45,24) 8195 1 0 0 0 ^fb(45,24) 0 261 0 0 0 ^fb(45,25) 4 9 5 5 1 ^fb(45,25) 10241 1 2049 1 0 ^fb(45,25) 4098 1 6146 1 0 ^fb(45,25) 8195 1 0 0 0 ^fb(45,25) 0 261 0 0 0 ^fb(45,26) 4 10 5 5 1 ^fb(45,26) 10241 1 2049 1 0 ^fb(45,26) 4098 1 6146 1 0 ^fb(45,26) 8195 1 0 0 0 ^fb(45,26) 0 261 0 0 0 ^fb(45,27) 4 11 5 5 1 ^fb(45,27) 10241 1 2049 1 0 ^fb(45,27) 4098 1 6146 1 0 ^fb(45,27) 8195 1 0 0 0 ^fb(45,27) 0 261 0 0 0 ^fb(46,0) 4 5 5 6 1 ^fb(46,0) 12289 1 6145 1 0 ^fb(46,0) 4097 1 10243 1 0 ^fb(46,0) 8194 1 2051 1 0 ^fb(46,0) 0 518 0 0 0 ^fb(46,1) 4 6 5 6 1 ^fb(46,1) 12289 1 6145 1 0 ^fb(46,1) 4097 1 10243 1 0 ^fb(46,1) 8194 1 2051 1 0 ^fb(46,1) 0 518 0 0 0 ^fb(46,2) 4 7 5 6 1 ^fb(46,2) 12289 1 6145 1 0 ^fb(46,2) 4097 1 10243 1 0 ^fb(46,2) 8194 1 2051 1 0 ^fb(46,2) 0 518 0 0 0 ^fb(46,3) 4 8 5 6 1 ^fb(46,3) 12289 1 6145 1 0 ^fb(46,3) 4097 1 10243 1 0 ^fb(46,3) 8194 1 2051 1 0 ^fb(46,3) 0 518 0 0 0 ^fb(46,4) 4 9 5 6 1 ^fb(46,4) 12289 1 6145 1 0 ^fb(46,4) 4097 1 10243 1 0 ^fb(46,4) 8194 1 2051 1 0 ^fb(46,4) 0 518 0 0 0 ^fb(46,5) 4 10 4 6 1 ^fb(46,5) 12289 1 6145 1 0 ^fb(46,5) 4097 1 10243 1 0 ^fb(46,5) 8194 1 2051 1 0 ^fb(46,5) 0 518 0 0 0 ^fb(46,6) 4 11 4 6 1 ^fb(46,6) 12289 1 6145 1 0 ^fb(46,6) 4097 1 10243 1 0 ^fb(46,6) 8194 1 2051 1 0 ^fb(46,6) 0 518 0 0 0 ^fb(46,7) 4 1 1 6 0 ^fb(46,7) 12288 2 6144 2 0 ^fb(46,7) 4096 2 10242 1 0 ^fb(46,7) 8193 1 2050 1 0 ^fb(46,8) 4 1 1 6 1 ^fb(46,8) 12289 1 6145 1 0 ^fb(46,8) 4097 1 10243 1 0 ^fb(46,8) 8194 1 2051 1 0 ^fb(46,8) 0 518 0 0 0 ^fb(46,9) 4 1 1 6 1 ^fb(46,9) 12290 1 6146 1 0 ^fb(46,9) 4098 1 10244 1 0 ^fb(46,9) 8195 1 2052 1 0 ^fb(46,9) 1 518 0 0 0 ^fb(46,10) 4 3 5 6 1 ^fb(46,10) 12289 1 6145 1 0 ^fb(46,10) 4097 1 10243 1 0 ^fb(46,10) 8194 1 2051 1 0 ^fb(46,10) 0 518 0 0 0 ^fb(46,11) 4 4 5 6 1 ^fb(46,11) 12289 1 6145 1 0 ^fb(46,11) 4097 1 10243 1 0 ^fb(46,11) 8194 1 2051 1 0 ^fb(46,11) 0 518 0 0 0 ^fb(46,16) 4 10 5 4 0 ^fb(46,16) 10243 1 8193 1 0 ^fb(46,16) 4099 1 6148 1 0 ^fb(46,17) 4 11 5 4 0 ^fb(46,17) 10243 1 8193 1 0 ^fb(46,17) 4099 1 6148 1 0 ^fb(46,18) 4 1 1 4 0 ^fb(46,18) 10242 1 8192 2 0 ^fb(46,18) 4098 1 6148 1 0 ^fb(46,19) 4 1 1 4 0 ^fb(46,19) 10243 1 8193 1 0 ^fb(46,19) 4099 1 6148 1 0 ^fb(46,20) 4 2 5 4 0 ^fb(46,20) 10243 1 8193 1 0 ^fb(46,20) 4099 1 6148 1 0 ^fb(46,21) 4 3 5 4 0 ^fb(46,21) 10243 1 8193 1 0 ^fb(46,21) 4099 1 6148 1 0 ^fb(46,22) 4 4 5 4 0 ^fb(46,22) 10243 1 8193 1 0 ^fb(46,22) 4099 1 6148 1 0 ^fb(46,23) 4 5 5 4 0 ^fb(46,23) 10243 1 8193 1 0 ^fb(46,23) 4099 1 6148 1 0 ^fb(46,24) 4 6 5 4 0 ^fb(46,24) 10243 1 8193 1 0 ^fb(46,24) 4099 1 6148 1 0 ^fb(46,25) 4 7 5 4 0 ^fb(46,25) 10243 1 8193 1 0 ^fb(46,25) 4099 1 6148 1 0 ^fb(46,26) 4 8 5 4 0 ^fb(46,26) 10243 1 8193 1 0 ^fb(46,26) 4099 1 6148 1 0 ^fb(46,27) 4 9 5 4 0 ^fb(46,27) 10243 1 8193 1 0 ^fb(46,27) 4099 1 6148 1 0 ^fb(47,0) 4 10 5 5 1 ^fb(47,0) 10243 1 8193 1 0 ^fb(47,0) 4097 1 2049 1 0 ^fb(47,0) 6147 1 0 0 0 ^fb(47,0) 0 260 0 0 0 ^fb(47,1) 4 11 5 5 1 ^fb(47,1) 10243 1 8193 1 0 ^fb(47,1) 4097 1 2049 1 0 ^fb(47,1) 6147 1 0 0 0 ^fb(47,1) 0 260 0 0 0 ^fb(47,2) 4 1 1 5 0 ^fb(47,2) 10242 1 8192 2 0 ^fb(47,2) 4096 2 2048 2 0 ^fb(47,2) 6146 1 0 0 0 ^fb(47,3) 4 1 1 5 1 ^fb(47,3) 10243 1 8193 1 0 ^fb(47,3) 4097 1 2049 1 0 ^fb(47,3) 6147 1 0 0 0 ^fb(47,3) 0 260 0 0 0 ^fb(47,4) 4 1 1 5 1 ^fb(47,4) 10244 1 8194 1 0 ^fb(47,4) 4098 1 2050 1 0 ^fb(47,4) 6148 1 0 0 0 ^fb(47,4) 1 260 0 0 0 ^fb(47,5) 4 3 5 5 1 ^fb(47,5) 10243 1 8193 1 0 ^fb(47,5) 4097 1 2049 1 0 ^fb(47,5) 6147 1 0 0 0 ^fb(47,5) 0 260 0 0 0 ^fb(47,6) 4 4 5 5 1 ^fb(47,6) 10243 1 8193 1 0 ^fb(47,6) 4097 1 2049 1 0 ^fb(47,6) 6147 1 0 0 0 ^fb(47,6) 0 260 0 0 0 ^fb(47,7) 4 5 5 5 1 ^fb(47,7) 10243 1 8193 1 0 ^fb(47,7) 4097 1 2049 1 0 ^fb(47,7) 6147 1 0 0 0 ^fb(47,7) 0 260 0 0 0 ^fb(47,8) 4 6 5 5 1 ^fb(47,8) 10243 1 8193 1 0 ^fb(47,8) 4097 1 2049 1 0 ^fb(47,8) 6147 1 0 0 0 ^fb(47,8) 0 260 0 0 0 ^fb(47,9) 4 7 5 5 1 ^fb(47,9) 10243 1 8193 1 0 ^fb(47,9) 4097 1 2049 1 0 ^fb(47,9) 6147 1 0 0 0 ^fb(47,9) 0 260 0 0 0 ^fb(47,10) 4 8 5 5 1 ^fb(47,10) 10243 1 8193 1 0 ^fb(47,10) 4097 1 2049 1 0 ^fb(47,10) 6147 1 0 0 0 ^fb(47,10) 0 260 0 0 0 ^fb(47,11) 4 9 5 5 1 ^fb(47,11) 10243 1 8193 1 0 ^fb(47,11) 4097 1 2049 1 0 ^fb(47,11) 6147 1 0 0 0 ^fb(47,11) 0 260 0 0 0 ^fb(47,16) 4 3 5 5 0 ^fb(47,16) 12291 1 8195 1 0 ^fb(47,16) 6147 1 4097 1 0 ^fb(47,16) 10240 4 0 0 0 ^fb(47,17) 4 4 5 5 0 ^fb(47,17) 12291 1 8195 1 0 ^fb(47,17) 6147 1 4097 1 0 ^fb(47,17) 10240 4 0 0 0 ^fb(47,18) 4 5 5 5 0 ^fb(47,18) 12291 1 8195 1 0 ^fb(47,18) 6147 1 4097 1 0 ^fb(47,18) 10240 4 0 0 0 ^fb(47,19) 4 6 5 5 0 ^fb(47,19) 12291 1 8195 1 0 ^fb(47,19) 6147 1 4097 1 0 ^fb(47,19) 10240 4 0 0 0 ^fb(47,20) 4 7 5 5 0 ^fb(47,20) 12291 1 8195 1 0 ^fb(47,20) 6147 1 4097 1 0 ^fb(47,20) 10240 4 0 0 0 ^fb(47,21) 4 8 5 5 0 ^fb(47,21) 12291 1 8195 1 0 ^fb(47,21) 6147 1 4097 1 0 ^fb(47,21) 10240 4 0 0 0 ^fb(47,22) 4 9 5 5 0 ^fb(47,22) 12291 1 8195 1 0 ^fb(47,22) 6147 1 4097 1 0 ^fb(47,22) 10240 4 0 0 0 ^fb(47,23) 4 10 5 5 0 ^fb(47,23) 12291 1 8195 1 0 ^fb(47,23) 6147 1 4097 1 0 ^fb(47,23) 10240 4 0 0 0 ^fb(47,24) 4 11 5 5 0 ^fb(47,24) 12291 1 8195 1 0 ^fb(47,24) 6147 1 4097 1 0 ^fb(47,24) 10240 4 0 0 0 ^fb(47,25) 4 1 1 5 0 ^fb(47,25) 12290 1 8194 1 0 ^fb(47,25) 6146 1 4096 2 0 ^fb(47,25) 10240 4 0 0 0 ^fb(47,26) 4 1 1 5 0 ^fb(47,26) 12291 1 8195 1 0 ^fb(47,26) 6147 1 4097 1 0 ^fb(47,26) 10240 4 0 0 0 ^fb(47,27) 4 1 1 5 0 ^fb(47,27) 12292 1 8196 1 0 ^fb(47,27) 6148 1 4098 1 0 ^fb(47,27) 10240 4 0 0 0 ^fb(48,0) 4 10 5 5 1 ^fb(48,0) 10243 1 8193 1 0 ^fb(48,0) 4097 1 2049 1 0 ^fb(48,0) 6147 1 0 0 0 ^fb(48,0) 0 260 0 0 0 ^fb(48,1) 4 11 5 5 1 ^fb(48,1) 10243 1 8193 1 0 ^fb(48,1) 4097 1 2049 1 0 ^fb(48,1) 6147 1 0 0 0 ^fb(48,1) 0 260 0 0 0 ^fb(48,2) 4 1 1 5 0 ^fb(48,2) 10242 1 8192 2 0 ^fb(48,2) 4096 2 2048 2 0 ^fb(48,2) 6146 1 0 0 0 ^fb(48,3) 4 1 1 5 1 ^fb(48,3) 10243 1 8193 1 0 ^fb(48,3) 4097 1 2049 1 0 ^fb(48,3) 6147 1 0 0 0 ^fb(48,3) 0 260 0 0 0 ^fb(48,4) 4 1 1 5 1 ^fb(48,4) 10244 1 8194 1 0 ^fb(48,4) 4098 1 2050 1 0 ^fb(48,4) 6148 1 0 0 0 ^fb(48,4) 1 260 0 0 0 ^fb(48,5) 4 3 5 5 1 ^fb(48,5) 10243 1 8193 1 0 ^fb(48,5) 4097 1 2049 1 0 ^fb(48,5) 6147 1 0 0 0 ^fb(48,5) 0 260 0 0 0 ^fb(48,6) 4 4 5 5 1 ^fb(48,6) 10243 1 8193 1 0 ^fb(48,6) 4097 1 2049 1 0 ^fb(48,6) 6147 1 0 0 0 ^fb(48,6) 0 260 0 0 0 ^fb(48,7) 4 5 5 5 1 ^fb(48,7) 10243 1 8193 1 0 ^fb(48,7) 4097 1 2049 1 0 ^fb(48,7) 6147 1 0 0 0 ^fb(48,7) 0 260 0 0 0 ^fb(48,8) 4 6 5 5 1 ^fb(48,8) 10243 1 8193 1 0 ^fb(48,8) 4097 1 2049 1 0 ^fb(48,8) 6147 1 0 0 0 ^fb(48,8) 0 260 0 0 0 ^fb(48,9) 4 7 5 5 1 ^fb(48,9) 10243 1 8193 1 0 ^fb(48,9) 4097 1 2049 1 0 ^fb(48,9) 6147 1 0 0 0 ^fb(48,9) 0 260 0 0 0 ^fb(48,10) 4 8 5 5 1 ^fb(48,10) 10243 1 8193 1 0 ^fb(48,10) 4097 1 2049 1 0 ^fb(48,10) 6147 1 0 0 0 ^fb(48,10) 0 260 0 0 0 ^fb(48,11) 4 9 5 5 1 ^fb(48,11) 10243 1 8193 1 0 ^fb(48,11) 4097 1 2049 1 0 ^fb(48,11) 6147 1 0 0 0 ^fb(48,11) 0 260 0 0 0 ^fb(48,16) 4 3 5 5 0 ^fb(48,16) 12291 1 8195 1 0 ^fb(48,16) 6147 1 4097 1 0 ^fb(48,16) 10240 4 0 0 0 ^fb(48,17) 4 4 5 5 0 ^fb(48,17) 12291 1 8195 1 0 ^fb(48,17) 6147 1 4097 1 0 ^fb(48,17) 10240 4 0 0 0 ^fb(48,18) 4 5 5 5 0 ^fb(48,18) 12291 1 8195 1 0 ^fb(48,18) 6147 1 4097 1 0 ^fb(48,18) 10240 4 0 0 0 ^fb(48,19) 4 6 5 5 0 ^fb(48,19) 12291 1 8195 1 0 ^fb(48,19) 6147 1 4097 1 0 ^fb(48,19) 10240 4 0 0 0 ^fb(48,20) 4 7 5 5 0 ^fb(48,20) 12291 1 8195 1 0 ^fb(48,20) 6147 1 4097 1 0 ^fb(48,20) 10240 4 0 0 0 ^fb(48,21) 4 8 5 5 0 ^fb(48,21) 12291 1 8195 1 0 ^fb(48,21) 6147 1 4097 1 0 ^fb(48,21) 10240 4 0 0 0 ^fb(48,22) 4 9 5 5 0 ^fb(48,22) 12291 1 8195 1 0 ^fb(48,22) 6147 1 4097 1 0 ^fb(48,22) 10240 4 0 0 0 ^fb(48,23) 4 10 5 5 0 ^fb(48,23) 12291 1 8195 1 0 ^fb(48,23) 6147 1 4097 1 0 ^fb(48,23) 10240 4 0 0 0 ^fb(48,24) 4 11 5 5 0 ^fb(48,24) 12291 1 8195 1 0 ^fb(48,24) 6147 1 4097 1 0 ^fb(48,24) 10240 4 0 0 0 ^fb(48,25) 4 1 1 5 0 ^fb(48,25) 12290 1 8194 1 0 ^fb(48,25) 6146 1 4096 2 0 ^fb(48,25) 10240 4 0 0 0 ^fb(48,26) 4 1 1 5 0 ^fb(48,26) 12291 1 8195 1 0 ^fb(48,26) 6147 1 4097 1 0 ^fb(48,26) 10240 4 0 0 0 ^fb(48,27) 4 1 1 5 0 ^fb(48,27) 12292 1 8196 1 0 ^fb(48,27) 6148 1 4098 1 0 ^fb(48,27) 10240 4 0 0 0 ^fb(49,0) 4 1 1 6 0 ^fb(49,0) 8194 1 4099 1 0 ^fb(49,0) 10240 2 6144 2 0 ^fb(49,0) 2048 2 12288 4 0 ^fb(49,1) 4 1 1 5 1 ^fb(49,1) 8195 1 4100 1 0 ^fb(49,1) 2049 1 6145 1 0 ^fb(49,1) 10241 1 0 0 0 ^fb(49,1) 0 261 0 0 0 ^fb(49,2) 4 2 1 5 0 ^fb(49,2) 10242 1 8194 1 0 ^fb(49,2) 6146 1 2050 1 0 ^fb(49,2) 4096 2 0 0 0 ^fb(49,3) 4 1 1 4 0 ^fb(49,3) 4097 1 6147 1 0 ^fb(49,3) 10243 1 8195 1 0 ^fb(49,4) 4 1 1 4 0 ^fb(49,4) 4098 1 6148 1 0 ^fb(49,4) 10244 1 8196 1 0 ^fb(49,5) 4 1 1 4 0 ^fb(49,5) 4097 1 6146 1 0 ^fb(49,5) 2051 1 8192 2 0 ^fb(49,6) 4 1 1 4 0 ^fb(49,6) 4098 1 6147 1 0 ^fb(49,6) 2052 1 8193 1 0 ^fb(49,7) 4 1 0 6 0 ^fb(49,7) 12288 2 8192 2 0 ^fb(49,7) 4096 2 2048 2 0 ^fb(49,7) 10242 1 6146 1 0 ^fb(49,8) 4 1 1 6 1 ^fb(49,8) 12289 1 8193 1 0 ^fb(49,8) 4097 1 2049 1 0 ^fb(49,8) 10243 1 6147 1 0 ^fb(49,8) 0 262 0 0 0 ^fb(49,9) 4 2 1 6 1 ^fb(49,9) 12290 1 10244 1 0 ^fb(49,9) 8194 1 6148 1 0 ^fb(49,9) 4098 1 2050 1 0 ^fb(49,9) 1 262 0 0 0 ^fb(49,10) 4 3 1 6 0 ^fb(49,10) 12291 1 4097 1 0 ^fb(49,10) 2049 1 6144 2 0 ^fb(49,10) 8192 2 10240 4 0 ^fb(49,11) 4 4 4 6 1 ^fb(49,11) 12289 1 8193 1 0 ^fb(49,11) 4097 1 2049 1 0 ^fb(49,11) 10243 1 6147 1 0 ^fb(49,11) 0 262 0 0 0 ^fb(49,16) 4 5 5 6 1 ^fb(49,16) 12289 1 8193 1 0 ^fb(49,16) 4097 1 2049 1 0 ^fb(49,16) 10243 1 6147 1 0 ^fb(49,16) 0 262 0 0 0 ^fb(49,17) 4 6 5 6 1 ^fb(49,17) 12289 1 8193 1 0 ^fb(49,17) 4097 1 2049 1 0 ^fb(49,17) 10243 1 6147 1 0 ^fb(49,17) 0 262 0 0 0 ^fb(49,18) 4 7 5 6 1 ^fb(49,18) 12289 1 8193 1 0 ^fb(49,18) 4097 1 2049 1 0 ^fb(49,18) 6147 1 10243 1 0 ^fb(49,18) 0 262 0 0 0 ^fb(49,19) 4 3 5 5 1 ^fb(49,19) 2049 1 4100 1 0 ^fb(49,19) 8195 1 10241 1 0 ^fb(49,19) 6145 1 0 0 0 ^fb(49,19) 0 261 0 0 0 ^fb(49,20) 4 4 5 5 1 ^fb(49,20) 2049 1 4100 1 0 ^fb(49,20) 8195 1 10241 1 0 ^fb(49,20) 6145 1 0 0 0 ^fb(49,20) 0 261 0 0 0 ^fb(49,21) 4 5 5 5 1 ^fb(49,21) 2049 1 4100 1 0 ^fb(49,21) 8195 1 10241 1 0 ^fb(49,21) 6145 1 0 0 0 ^fb(49,21) 0 261 0 0 0 ^fb(49,22) 4 6 5 5 1 ^fb(49,22) 2049 1 4100 1 0 ^fb(49,22) 8195 1 10241 1 0 ^fb(49,22) 6145 1 0 0 0 ^fb(49,22) 0 261 0 0 0 ^fb(49,23) 4 7 5 5 1 ^fb(49,23) 2049 1 4100 1 0 ^fb(49,23) 8195 1 10241 1 0 ^fb(49,23) 6145 1 0 0 0 ^fb(49,23) 0 261 0 0 0 ^fb(49,24) 4 8 5 5 1 ^fb(49,24) 2049 1 4100 1 0 ^fb(49,24) 8195 1 10241 1 0 ^fb(49,24) 6145 1 0 0 0 ^fb(49,24) 0 261 0 0 0 ^fb(49,25) 4 9 5 5 1 ^fb(49,25) 2049 1 4100 1 0 ^fb(49,25) 8195 1 10241 1 0 ^fb(49,25) 6145 1 0 0 0 ^fb(49,25) 0 261 0 0 0 ^fb(49,26) 4 10 5 5 1 ^fb(49,26) 2049 1 4100 1 0 ^fb(49,26) 8195 1 10241 1 0 ^fb(49,26) 6145 1 0 0 0 ^fb(49,26) 0 261 0 0 0 ^fb(49,27) 4 11 5 5 1 ^fb(49,27) 2049 1 4100 1 0 ^fb(49,27) 8195 1 10241 1 0 ^fb(49,27) 6145 1 0 0 0 ^fb(49,27) 0 261 0 0 0 ^fb(50,0) 4 4 5 5 0 ^fb(50,0) 12290 1 8194 1 0 ^fb(50,0) 6147 1 4097 1 0 ^fb(50,0) 10240 4 0 0 0 ^fb(50,1) 4 5 5 5 0 ^fb(50,1) 12290 1 8194 1 0 ^fb(50,1) 6147 1 4097 1 0 ^fb(50,1) 10240 4 0 0 0 ^fb(50,2) 4 6 5 5 0 ^fb(50,2) 12290 1 8194 1 0 ^fb(50,2) 6147 1 4097 1 0 ^fb(50,2) 10240 4 0 0 0 ^fb(50,3) 4 7 5 5 0 ^fb(50,3) 12290 1 8194 1 0 ^fb(50,3) 6147 1 4097 1 0 ^fb(50,3) 10240 4 0 0 0 ^fb(50,4) 4 8 5 5 0 ^fb(50,4) 12290 1 8194 1 0 ^fb(50,4) 6147 1 4097 1 0 ^fb(50,4) 10240 4 0 0 0 ^fb(50,5) 4 9 5 5 0 ^fb(50,5) 12290 1 8194 1 0 ^fb(50,5) 6147 1 4097 1 0 ^fb(50,5) 10240 4 0 0 0 ^fb(50,6) 4 10 5 5 0 ^fb(50,6) 12290 1 8194 1 0 ^fb(50,6) 6147 1 4097 1 0 ^fb(50,6) 10240 4 0 0 0 ^fb(50,7) 4 11 5 5 0 ^fb(50,7) 12290 1 8194 1 0 ^fb(50,7) 6147 1 4097 1 0 ^fb(50,7) 10240 4 0 0 0 ^fb(50,8) 4 12 1 5 0 ^fb(50,8) 10240 4 12289 1 0 ^fb(50,8) 8193 1 6146 1 0 ^fb(50,8) 4096 2 0 0 0 ^fb(50,9) 4 1 1 5 0 ^fb(50,9) 12290 1 8194 1 0 ^fb(50,9) 6147 1 4097 1 0 ^fb(50,9) 10240 4 0 0 0 ^fb(50,10) 4 2 5 5 0 ^fb(50,10) 12290 1 8194 1 0 ^fb(50,10) 6147 1 4097 1 0 ^fb(50,10) 10240 4 0 0 0 ^fb(50,11) 4 3 5 5 0 ^fb(50,11) 12290 1 8194 1 0 ^fb(50,11) 6147 1 4097 1 0 ^fb(50,11) 10240 4 0 0 0 ^fb(50,16) 4 10 5 4 0 ^fb(50,16) 2050 1 4097 1 0 ^fb(50,16) 8194 1 6147 1 0 ^fb(50,17) 4 11 5 4 0 ^fb(50,17) 2050 1 4097 1 0 ^fb(50,17) 8194 1 6147 1 0 ^fb(50,18) 4 1 1 4 0 ^fb(50,18) 2049 1 4096 2 0 ^fb(50,18) 8193 1 6146 1 0 ^fb(50,19) 4 1 1 4 0 ^fb(50,19) 2050 1 4097 1 0 ^fb(50,19) 8194 1 6147 1 0 ^fb(50,20) 4 1 1 4 0 ^fb(50,20) 2051 1 4098 1 0 ^fb(50,20) 8195 1 6148 1 0 ^fb(50,21) 4 3 5 4 0 ^fb(50,21) 2050 1 4097 1 0 ^fb(50,21) 8194 1 6147 1 0 ^fb(50,22) 4 4 5 4 0 ^fb(50,22) 2050 1 4097 1 0 ^fb(50,22) 8194 1 6147 1 0 ^fb(50,23) 4 5 5 4 0 ^fb(50,23) 2050 1 4097 1 0 ^fb(50,23) 8194 1 6147 1 0 ^fb(50,24) 4 6 5 4 0 ^fb(50,24) 2050 1 4097 1 0 ^fb(50,24) 8194 1 6147 1 0 ^fb(50,25) 4 7 5 4 0 ^fb(50,25) 2050 1 4097 1 0 ^fb(50,25) 8194 1 6147 1 0 ^fb(50,26) 4 8 5 4 0 ^fb(50,26) 2050 1 4097 1 0 ^fb(50,26) 8194 1 6147 1 0 ^fb(50,27) 4 9 5 4 0 ^fb(50,27) 2050 1 4097 1 0 ^fb(50,27) 8194 1 6147 1 0 ^fb(51,0) 4 11 5 4 0 ^fb(51,0) 10242 1 8193 1 0 ^fb(51,0) 6146 1 4099 1 0 ^fb(51,1) 4 1 1 4 0 ^fb(51,1) 10241 1 8192 2 0 ^fb(51,1) 6145 1 4098 1 0 ^fb(51,2) 4 1 1 4 0 ^fb(51,2) 10242 1 8193 1 0 ^fb(51,2) 6146 1 4099 1 0 ^fb(51,3) 4 1 1 4 0 ^fb(51,3) 10243 1 8194 1 0 ^fb(51,3) 6147 1 4100 1 0 ^fb(51,4) 4 3 5 4 0 ^fb(51,4) 10242 1 8193 1 0 ^fb(51,4) 6146 1 4099 1 0 ^fb(51,5) 4 4 5 4 0 ^fb(51,5) 10242 1 8193 1 0 ^fb(51,5) 6146 1 4099 1 0 ^fb(51,6) 4 5 5 4 0 ^fb(51,6) 10242 1 8193 1 0 ^fb(51,6) 6146 1 4099 1 0 ^fb(51,7) 4 6 5 4 0 ^fb(51,7) 10242 1 8193 1 0 ^fb(51,7) 6146 1 4099 1 0 ^fb(51,8) 4 7 5 4 0 ^fb(51,8) 10242 1 8193 1 0 ^fb(51,8) 6146 1 4099 1 0 ^fb(51,9) 4 8 5 4 0 ^fb(51,9) 10242 1 8193 1 0 ^fb(51,9) 6146 1 4099 1 0 ^fb(51,10) 4 9 5 4 0 ^fb(51,10) 10242 1 8193 1 0 ^fb(51,10) 6146 1 4099 1 0 ^fb(51,11) 4 10 5 4 0 ^fb(51,11) 10242 1 8193 1 0 ^fb(51,11) 6146 1 4099 1 0 ^fb(51,16) 4 6 5 4 1 ^fb(51,16) 8194 1 6145 1 0 ^fb(51,16) 4099 1 2051 1 0 ^fb(51,16) 2 258 0 0 0 ^fb(51,17) 4 7 5 4 1 ^fb(51,17) 8194 1 6145 1 0 ^fb(51,17) 4099 1 2051 1 0 ^fb(51,17) 2 258 0 0 0 ^fb(51,18) 4 8 5 4 1 ^fb(51,18) 8194 1 6145 1 0 ^fb(51,18) 4099 1 2051 1 0 ^fb(51,18) 2 258 0 0 0 ^fb(51,19) 4 9 5 4 1 ^fb(51,19) 8194 1 6145 1 0 ^fb(51,19) 4099 1 2051 1 0 ^fb(51,19) 2 258 0 0 0 ^fb(51,20) 4 10 5 4 1 ^fb(51,20) 8194 1 6145 1 0 ^fb(51,20) 4099 1 2051 1 0 ^fb(51,20) 2 258 0 0 0 ^fb(51,21) 4 11 5 4 1 ^fb(51,21) 8194 1 6145 1 0 ^fb(51,21) 4099 1 2051 1 0 ^fb(51,21) 2 258 0 0 0 ^fb(51,22) 4 1 1 4 1 ^fb(51,22) 8193 1 6144 2 0 ^fb(51,22) 4098 1 2050 1 0 ^fb(51,22) 1 258 0 0 0 ^fb(51,23) 4 1 1 4 1 ^fb(51,23) 8194 1 6145 1 0 ^fb(51,23) 4099 1 2051 1 0 ^fb(51,23) 2 258 0 0 0 ^fb(51,24) 4 1 1 4 1 ^fb(51,24) 8195 1 6146 1 0 ^fb(51,24) 4100 1 2052 1 0 ^fb(51,24) 3 258 0 0 0 ^fb(51,25) 4 3 5 4 1 ^fb(51,25) 8194 1 6145 1 0 ^fb(51,25) 4099 1 2051 1 0 ^fb(51,25) 2 258 0 0 0 ^fb(51,26) 4 4 5 4 1 ^fb(51,26) 8194 1 6145 1 0 ^fb(51,26) 4099 1 2051 1 0 ^fb(51,26) 2 258 0 0 0 ^fb(51,27) 4 5 5 4 1 ^fb(51,27) 8194 1 6145 1 0 ^fb(51,27) 4099 1 2051 1 0 ^fb(51,27) 2 258 0 0 0 ^fb(52,0) 4 11 4 5 0 ^fb(52,0) 10242 1 8193 1 0 ^fb(52,0) 6146 1 4098 1 0 ^fb(52,0) 2049 1 0 0 0 ^fb(52,1) 4 1 0 5 0 ^fb(52,1) 10241 1 8192 2 0 ^fb(52,1) 6145 1 4097 1 0 ^fb(52,1) 2048 2 0 0 0 ^fb(52,2) 4 1 0 5 0 ^fb(52,2) 10242 1 8193 1 0 ^fb(52,2) 6146 1 4098 1 0 ^fb(52,2) 2049 1 0 0 0 ^fb(52,3) 4 1 1 5 0 ^fb(52,3) 10243 1 8194 1 0 ^fb(52,3) 6147 1 4099 1 0 ^fb(52,3) 2050 1 0 0 0 ^fb(52,4) 4 1 1 5 0 ^fb(52,4) 10244 1 8195 1 0 ^fb(52,4) 6148 1 4100 1 0 ^fb(52,4) 2051 1 0 0 0 ^fb(52,5) 4 4 5 5 0 ^fb(52,5) 10242 1 8193 1 0 ^fb(52,5) 6146 1 4098 1 0 ^fb(52,5) 2049 1 0 0 0 ^fb(52,6) 4 5 5 5 0 ^fb(52,6) 10242 1 8193 1 0 ^fb(52,6) 6146 1 4098 1 0 ^fb(52,6) 2049 1 0 0 0 ^fb(52,7) 4 6 5 5 0 ^fb(52,7) 10242 1 8193 1 0 ^fb(52,7) 6146 1 4098 1 0 ^fb(52,7) 2049 1 0 0 0 ^fb(52,8) 4 7 5 5 0 ^fb(52,8) 10242 1 8193 1 0 ^fb(52,8) 6146 1 4098 1 0 ^fb(52,8) 2049 1 0 0 0 ^fb(52,9) 4 8 5 5 0 ^fb(52,9) 10242 1 8193 1 0 ^fb(52,9) 6146 1 4098 1 0 ^fb(52,9) 2049 1 0 0 0 ^fb(52,10) 4 9 5 5 0 ^fb(52,10) 10242 1 8193 1 0 ^fb(52,10) 6146 1 4098 1 0 ^fb(52,10) 2049 1 0 0 0 ^fb(52,11) 4 10 5 5 0 ^fb(52,11) 10242 1 8193 1 0 ^fb(52,11) 6146 1 4098 1 0 ^fb(52,11) 2049 1 0 0 0 ^fb(52,16) 4 4 5 5 0 ^fb(52,16) 10240 4 12290 1 0 ^fb(52,16) 8194 1 6147 1 0 ^fb(52,16) 4097 1 0 0 0 ^fb(52,17) 4 5 5 5 0 ^fb(52,17) 10240 4 12290 1 0 ^fb(52,17) 8194 1 6147 1 0 ^fb(52,17) 4097 1 0 0 0 ^fb(52,18) 4 6 5 5 0 ^fb(52,18) 10240 4 12290 1 0 ^fb(52,18) 8194 1 6147 1 0 ^fb(52,18) 4097 1 0 0 0 ^fb(52,19) 4 7 5 5 0 ^fb(52,19) 10240 4 12290 1 0 ^fb(52,19) 8194 1 6147 1 0 ^fb(52,19) 4097 1 0 0 0 ^fb(52,20) 4 8 5 5 0 ^fb(52,20) 10240 4 12290 1 0 ^fb(52,20) 8194 1 6147 1 0 ^fb(52,20) 4097 1 0 0 0 ^fb(52,21) 4 9 5 5 0 ^fb(52,21) 10240 4 12290 1 0 ^fb(52,21) 8194 1 6147 1 0 ^fb(52,21) 4097 1 0 0 0 ^fb(52,22) 4 10 5 5 0 ^fb(52,22) 10240 4 12290 1 0 ^fb(52,22) 8194 1 6147 1 0 ^fb(52,22) 4097 1 0 0 0 ^fb(52,23) 4 11 5 5 0 ^fb(52,23) 10240 4 12290 1 0 ^fb(52,23) 8194 1 6147 1 0 ^fb(52,23) 4097 1 0 0 0 ^fb(52,24) 4 1 1 5 0 ^fb(52,24) 12289 1 10240 4 0 ^fb(52,24) 8193 1 4096 2 0 ^fb(52,24) 6146 1 0 0 0 ^fb(52,25) 4 1 1 5 0 ^fb(52,25) 12290 1 10240 4 0 ^fb(52,25) 8194 1 4097 1 0 ^fb(52,25) 6147 1 0 0 0 ^fb(52,26) 4 1 1 5 0 ^fb(52,26) 12291 1 10240 4 0 ^fb(52,26) 8195 1 6148 1 0 ^fb(52,26) 4098 1 0 0 0 ^fb(52,27) 4 3 5 5 0 ^fb(52,27) 10240 4 12290 1 0 ^fb(52,27) 8194 1 6147 1 0 ^fb(52,27) 4097 1 0 0 0 ^fb(53,0) 4 11 5 5 1 ^fb(53,0) 10242 1 8193 1 0 ^fb(53,0) 6146 1 4097 1 0 ^fb(53,0) 2049 1 0 0 0 ^fb(53,0) 0 260 0 0 0 ^fb(53,1) 4 1 1 5 0 ^fb(53,1) 10241 1 8192 2 0 ^fb(53,1) 6145 1 4096 2 0 ^fb(53,1) 2048 2 0 0 0 ^fb(53,2) 4 1 1 5 1 ^fb(53,2) 10242 1 8193 1 0 ^fb(53,2) 6146 1 4097 1 0 ^fb(53,2) 2049 1 0 0 0 ^fb(53,2) 0 260 0 0 0 ^fb(53,3) 4 1 1 5 1 ^fb(53,3) 10243 1 8194 1 0 ^fb(53,3) 6147 1 4098 1 0 ^fb(53,3) 2050 1 0 0 0 ^fb(53,3) 1 260 0 0 0 ^fb(53,4) 4 1 1 5 1 ^fb(53,4) 10244 1 8195 1 0 ^fb(53,4) 6148 1 4099 1 0 ^fb(53,4) 2051 1 0 0 0 ^fb(53,4) 2 260 0 0 0 ^fb(53,5) 4 4 5 5 1 ^fb(53,5) 10242 1 8193 1 0 ^fb(53,5) 6146 1 4097 1 0 ^fb(53,5) 2049 1 0 0 0 ^fb(53,5) 0 260 0 0 0 ^fb(53,6) 4 5 5 5 1 ^fb(53,6) 10242 1 8193 1 0 ^fb(53,6) 6146 1 4097 1 0 ^fb(53,6) 2049 1 0 0 0 ^fb(53,6) 0 260 0 0 0 ^fb(53,7) 4 6 5 5 1 ^fb(53,7) 10242 1 8193 1 0 ^fb(53,7) 6146 1 4097 1 0 ^fb(53,7) 2049 1 0 0 0 ^fb(53,7) 0 260 0 0 0 ^fb(53,8) 4 7 5 5 1 ^fb(53,8) 10242 1 8193 1 0 ^fb(53,8) 6146 1 4097 1 0 ^fb(53,8) 2049 1 0 0 0 ^fb(53,8) 0 260 0 0 0 ^fb(53,9) 4 8 5 5 1 ^fb(53,9) 10242 1 8193 1 0 ^fb(53,9) 6146 1 4097 1 0 ^fb(53,9) 2049 1 0 0 0 ^fb(53,9) 0 260 0 0 0 ^fb(53,10) 4 9 5 5 1 ^fb(53,10) 10242 1 8193 1 0 ^fb(53,10) 6146 1 4097 1 0 ^fb(53,10) 2049 1 0 0 0 ^fb(53,10) 0 260 0 0 0 ^fb(53,11) 4 10 5 5 1 ^fb(53,11) 10242 1 8193 1 0 ^fb(53,11) 6146 1 4097 1 0 ^fb(53,11) 2049 1 0 0 0 ^fb(53,11) 0 260 0 0 0 ^fb(53,16) 4 4 5 6 0 ^fb(53,16) 10240 4 12290 1 0 ^fb(53,16) 8194 1 4097 1 0 ^fb(53,16) 6147 1 2051 1 0 ^fb(53,17) 4 5 5 6 0 ^fb(53,17) 10240 4 12290 1 0 ^fb(53,17) 8194 1 4097 1 0 ^fb(53,17) 6147 1 2051 1 0 ^fb(53,18) 4 6 5 6 0 ^fb(53,18) 10240 4 12290 1 0 ^fb(53,18) 8194 1 4097 1 0 ^fb(53,18) 6147 1 2051 1 0 ^fb(53,19) 4 7 5 6 0 ^fb(53,19) 10240 4 12290 1 0 ^fb(53,19) 8194 1 4097 1 0 ^fb(53,19) 6147 1 2051 1 0 ^fb(53,20) 4 8 5 6 0 ^fb(53,20) 10240 4 12290 1 0 ^fb(53,20) 8194 1 4097 1 0 ^fb(53,20) 6147 1 2051 1 0 ^fb(53,21) 4 9 5 6 0 ^fb(53,21) 10240 4 12290 1 0 ^fb(53,21) 8194 1 4097 1 0 ^fb(53,21) 6147 1 2051 1 0 ^fb(53,22) 4 10 5 6 0 ^fb(53,22) 10240 4 12290 1 0 ^fb(53,22) 8194 1 4097 1 0 ^fb(53,22) 6147 1 2051 1 0 ^fb(53,23) 4 11 5 6 0 ^fb(53,23) 10240 4 12290 1 0 ^fb(53,23) 8194 1 4097 1 0 ^fb(53,23) 6147 1 2051 1 0 ^fb(53,24) 4 1 1 6 0 ^fb(53,24) 12289 1 8193 1 0 ^fb(53,24) 4096 2 10240 4 0 ^fb(53,24) 6146 1 2050 1 0 ^fb(53,25) 4 1 1 6 0 ^fb(53,25) 12290 1 8194 1 0 ^fb(53,25) 4097 1 10240 4 0 ^fb(53,25) 6147 1 2051 1 0 ^fb(53,26) 4 1 1 6 0 ^fb(53,26) 12291 1 8195 1 0 ^fb(53,26) 6148 1 2052 1 0 ^fb(53,26) 4098 1 10240 4 0 ^fb(53,27) 4 3 5 6 0 ^fb(53,27) 10240 4 12290 1 0 ^fb(53,27) 8194 1 4097 1 0 ^fb(53,27) 6147 1 2051 1 0 ^fb(54,0) 4 4 5 6 1 ^fb(54,0) 12290 1 10241 1 0 ^fb(54,0) 8194 1 6146 1 0 ^fb(54,0) 2048 4 4097 1 0 ^fb(54,0) 0 517 0 0 0 ^fb(54,1) 4 1 1 4 0 ^fb(54,1) 10241 1 6145 1 0 ^fb(54,1) 4098 1 8192 2 0 ^fb(54,2) 4 1 1 4 0 ^fb(54,2) 10242 1 6146 1 0 ^fb(54,2) 4099 1 8193 1 0 ^fb(54,3) 4 1 1 4 0 ^fb(54,3) 10243 1 6147 1 0 ^fb(54,3) 4100 1 8194 1 0 ^fb(54,4) 4 3 1 5 0 ^fb(54,4) 10244 1 8195 1 0 ^fb(54,4) 6148 1 4096 2 0 ^fb(54,4) 2048 2 0 0 0 ^fb(54,5) 4 4 5 4 0 ^fb(54,5) 10242 1 6146 1 0 ^fb(54,5) 4099 1 8193 1 0 ^fb(54,6) 4 5 1 4 1 ^fb(54,6) 8193 1 4098 1 0 ^fb(54,6) 6144 2 2050 1 0 ^fb(54,6) 1 258 0 0 0 ^fb(54,7) 4 5 1 6 1 ^fb(54,7) 8194 1 4099 1 0 ^fb(54,7) 6145 1 2051 1 0 ^fb(54,7) 12288 2 10240 4 0 ^fb(54,7) 2 258 0 0 0 ^fb(54,8) 4 5 1 6 1 ^fb(54,8) 8195 1 4100 1 0 ^fb(54,8) 6146 1 2052 1 0 ^fb(54,8) 12289 1 10240 4 0 ^fb(54,8) 3 258 0 0 0 ^fb(54,9) 4 2 5 6 1 ^fb(54,9) 8195 1 4100 1 0 ^fb(54,9) 6146 1 2052 1 0 ^fb(54,9) 12289 1 10240 4 0 ^fb(54,9) 3 258 0 0 0 ^fb(54,10) 4 3 5 6 1 ^fb(54,10) 8195 1 4100 1 0 ^fb(54,10) 6146 1 2052 1 0 ^fb(54,10) 12289 1 10240 4 0 ^fb(54,10) 3 258 0 0 0 ^fb(54,11) 4 4 5 6 1 ^fb(54,11) 6146 1 12289 1 0 ^fb(54,11) 8195 1 4100 1 0 ^fb(54,11) 2052 1 10240 4 0 ^fb(54,11) 3 258 0 0 0 ^fb(54,16) 4 6 5 5 1 ^fb(54,16) 10241 1 8194 1 0 ^fb(54,16) 6145 1 4099 1 0 ^fb(54,16) 2051 1 0 0 0 ^fb(54,16) 2 258 0 0 0 ^fb(54,17) 4 7 5 5 1 ^fb(54,17) 10241 1 8194 1 0 ^fb(54,17) 6145 1 4099 1 0 ^fb(54,17) 2051 1 0 0 0 ^fb(54,17) 2 258 0 0 0 ^fb(54,18) 4 8 5 5 1 ^fb(54,18) 10241 1 8194 1 0 ^fb(54,18) 6145 1 4099 1 0 ^fb(54,18) 2051 1 0 0 0 ^fb(54,18) 2 258 0 0 0 ^fb(54,19) 4 9 5 5 1 ^fb(54,19) 10241 1 8194 1 0 ^fb(54,19) 6145 1 4099 1 0 ^fb(54,19) 2051 1 0 0 0 ^fb(54,19) 2 258 0 0 0 ^fb(54,20) 4 3 5 5 1 ^fb(54,20) 10242 1 8193 1 0 ^fb(54,20) 6146 1 2049 1 0 ^fb(54,20) 4099 1 0 0 0 ^fb(54,20) 0 260 0 0 0 ^fb(54,21) 4 11 5 5 1 ^fb(54,21) 10241 1 8194 1 0 ^fb(54,21) 6145 1 4099 1 0 ^fb(54,21) 2051 1 0 0 0 ^fb(54,21) 2 258 0 0 0 ^fb(54,22) 4 5 5 5 1 ^fb(54,22) 10242 1 8193 1 0 ^fb(54,22) 6146 1 4099 1 0 ^fb(54,22) 2049 1 0 0 0 ^fb(54,22) 0 260 0 0 0 ^fb(54,23) 4 6 5 5 1 ^fb(54,23) 10242 1 8193 1 0 ^fb(54,23) 6146 1 4099 1 0 ^fb(54,23) 2049 1 0 0 0 ^fb(54,23) 0 260 0 0 0 ^fb(54,24) 4 7 5 5 1 ^fb(54,24) 10242 1 8193 1 0 ^fb(54,24) 6146 1 4099 1 0 ^fb(54,24) 2049 1 0 0 0 ^fb(54,24) 0 260 0 0 0 ^fb(54,25) 4 8 5 5 1 ^fb(54,25) 10242 1 8193 1 0 ^fb(54,25) 6146 1 4099 1 0 ^fb(54,25) 2049 1 0 0 0 ^fb(54,25) 0 260 0 0 0 ^fb(54,26) 4 4 5 5 1 ^fb(54,26) 10241 1 8194 1 0 ^fb(54,26) 6145 1 4099 1 0 ^fb(54,26) 2051 1 0 0 0 ^fb(54,26) 2 258 0 0 0 ^fb(54,27) 4 5 5 5 1 ^fb(54,27) 10241 1 8194 1 0 ^fb(54,27) 6145 1 4099 1 0 ^fb(54,27) 2051 1 0 0 0 ^fb(54,27) 2 258 0 0 0 ^fb(55,0) 4 5 5 6 1 ^fb(55,0) 12289 1 8193 1 0 ^fb(55,0) 4097 1 10243 1 0 ^fb(55,0) 6147 1 2051 1 0 ^fb(55,0) 0 518 0 0 0 ^fb(55,1) 4 6 5 6 1 ^fb(55,1) 12289 1 8193 1 0 ^fb(55,1) 4097 1 10243 1 0 ^fb(55,1) 6147 1 2051 1 0 ^fb(55,1) 0 518 0 0 0 ^fb(55,2) 4 7 5 6 1 ^fb(55,2) 12289 1 8193 1 0 ^fb(55,2) 4097 1 10243 1 0 ^fb(55,2) 6147 1 2051 1 0 ^fb(55,2) 0 518 0 0 0 ^fb(55,3) 4 8 5 6 1 ^fb(55,3) 12289 1 8193 1 0 ^fb(55,3) 4097 1 10243 1 0 ^fb(55,3) 6147 1 2051 1 0 ^fb(55,3) 0 518 0 0 0 ^fb(55,4) 4 9 5 6 1 ^fb(55,4) 12289 1 8193 1 0 ^fb(55,4) 4097 1 10243 1 0 ^fb(55,4) 6147 1 2051 1 0 ^fb(55,4) 0 518 0 0 0 ^fb(55,5) 4 10 5 6 1 ^fb(55,5) 12289 1 8193 1 0 ^fb(55,5) 4097 1 10243 1 0 ^fb(55,5) 6147 1 2051 1 0 ^fb(55,5) 0 518 0 0 0 ^fb(55,6) 4 11 5 6 1 ^fb(55,6) 12289 1 8193 1 0 ^fb(55,6) 4097 1 10243 1 0 ^fb(55,6) 6147 1 2051 1 0 ^fb(55,6) 0 518 0 0 0 ^fb(55,7) 4 1 1 6 0 ^fb(55,7) 12288 2 8192 2 0 ^fb(55,7) 4096 2 10242 1 0 ^fb(55,7) 6146 1 2050 1 0 ^fb(55,8) 4 1 1 6 1 ^fb(55,8) 12289 1 8193 1 0 ^fb(55,8) 4097 1 10243 1 0 ^fb(55,8) 6147 1 2051 1 0 ^fb(55,8) 0 518 0 0 0 ^fb(55,9) 4 1 1 6 1 ^fb(55,9) 12290 1 8194 1 0 ^fb(55,9) 4098 1 10244 1 0 ^fb(55,9) 6148 1 2052 1 0 ^fb(55,9) 1 518 0 0 0 ^fb(55,10) 4 3 5 6 1 ^fb(55,10) 12289 1 8193 1 0 ^fb(55,10) 4097 1 10243 1 0 ^fb(55,10) 6147 1 2051 1 0 ^fb(55,10) 0 518 0 0 0 ^fb(55,11) 4 4 5 6 1 ^fb(55,11) 12289 1 8193 1 0 ^fb(55,11) 4097 1 10243 1 0 ^fb(55,11) 6147 1 2051 1 0 ^fb(55,11) 0 518 0 0 0 ^fb(55,16) 4 1 1 5 0 ^fb(55,16) 10240 2 8192 2 0 ^fb(55,16) 6144 2 4096 2 0 ^fb(55,16) 2048 2 0 0 0 ^fb(55,17) 4 1 1 5 1 ^fb(55,17) 10241 1 8193 1 0 ^fb(55,17) 6145 1 4097 1 0 ^fb(55,17) 2049 1 0 0 0 ^fb(55,17) 0 261 0 0 0 ^fb(55,18) 4 1 1 5 1 ^fb(55,18) 10242 1 8194 1 0 ^fb(55,18) 6146 1 4098 1 0 ^fb(55,18) 2050 1 0 0 0 ^fb(55,18) 1 261 0 0 0 ^fb(55,19) 4 1 1 5 1 ^fb(55,19) 10243 1 8195 1 0 ^fb(55,19) 6147 1 4099 1 0 ^fb(55,19) 2051 1 0 0 0 ^fb(55,19) 2 261 0 0 0 ^fb(55,20) 4 1 1 5 1 ^fb(55,20) 10244 1 8196 1 0 ^fb(55,20) 6148 1 4100 1 0 ^fb(55,20) 2052 1 0 0 0 ^fb(55,20) 3 261 0 0 0 ^fb(55,21) 4 5 5 5 1 ^fb(55,21) 10241 1 8193 1 0 ^fb(55,21) 6145 1 4097 1 0 ^fb(55,21) 2049 1 0 0 0 ^fb(55,21) 0 261 0 0 0 ^fb(55,22) 4 6 5 5 1 ^fb(55,22) 10241 1 8193 1 0 ^fb(55,22) 6145 1 4097 1 0 ^fb(55,22) 2049 1 0 0 0 ^fb(55,22) 0 261 0 0 0 ^fb(55,23) 4 7 5 5 1 ^fb(55,23) 10241 1 8193 1 0 ^fb(55,23) 6145 1 4097 1 0 ^fb(55,23) 2049 1 0 0 0 ^fb(55,23) 0 261 0 0 0 ^fb(55,24) 4 8 5 5 1 ^fb(55,24) 10241 1 8193 1 0 ^fb(55,24) 6145 1 4097 1 0 ^fb(55,24) 2049 1 0 0 0 ^fb(55,24) 0 261 0 0 0 ^fb(55,25) 4 9 5 5 1 ^fb(55,25) 10241 1 8193 1 0 ^fb(55,25) 6145 1 4097 1 0 ^fb(55,25) 2049 1 0 0 0 ^fb(55,25) 0 261 0 0 0 ^fb(55,26) 4 10 5 5 1 ^fb(55,26) 10241 1 8193 1 0 ^fb(55,26) 6145 1 4097 1 0 ^fb(55,26) 2049 1 0 0 0 ^fb(55,26) 0 261 0 0 0 ^fb(55,27) 4 11 5 5 1 ^fb(55,27) 10241 1 8193 1 0 ^fb(55,27) 6145 1 4097 1 0 ^fb(55,27) 2049 1 0 0 0 ^fb(55,27) 0 261 0 0 0 ^fb(56,0) 4 11 5 5 1 ^fb(56,0) 10242 1 6146 1 0 ^fb(56,0) 4098 1 8193 1 0 ^fb(56,0) 2049 1 0 0 0 ^fb(56,0) 0 260 0 0 0 ^fb(56,1) 4 1 1 5 0 ^fb(56,1) 10241 1 6145 1 0 ^fb(56,1) 4097 1 8192 2 0 ^fb(56,1) 2048 2 0 0 0 ^fb(56,2) 4 1 1 5 1 ^fb(56,2) 10242 1 6146 1 0 ^fb(56,2) 4098 1 8193 1 0 ^fb(56,2) 2049 1 0 0 0 ^fb(56,2) 0 260 0 0 0 ^fb(56,3) 4 1 1 5 1 ^fb(56,3) 10243 1 6147 1 0 ^fb(56,3) 4099 1 8194 1 0 ^fb(56,3) 2050 1 0 0 0 ^fb(56,3) 1 260 0 0 0 ^fb(56,4) 4 1 1 5 1 ^fb(56,4) 10244 1 6148 1 0 ^fb(56,4) 4100 1 8195 1 0 ^fb(56,4) 2051 1 0 0 0 ^fb(56,4) 2 260 0 0 0 ^fb(56,5) 4 4 5 5 1 ^fb(56,5) 10242 1 6146 1 0 ^fb(56,5) 4098 1 8193 1 0 ^fb(56,5) 2049 1 0 0 0 ^fb(56,5) 0 260 0 0 0 ^fb(56,6) 4 5 5 5 1 ^fb(56,6) 10242 1 6146 1 0 ^fb(56,6) 4098 1 8193 1 0 ^fb(56,6) 2049 1 0 0 0 ^fb(56,6) 0 260 0 0 0 ^fb(56,7) 4 6 5 5 1 ^fb(56,7) 10242 1 6146 1 0 ^fb(56,7) 4098 1 8193 1 0 ^fb(56,7) 2049 1 0 0 0 ^fb(56,7) 0 260 0 0 0 ^fb(56,8) 4 7 5 5 1 ^fb(56,8) 10242 1 6146 1 0 ^fb(56,8) 4098 1 8193 1 0 ^fb(56,8) 2049 1 0 0 0 ^fb(56,8) 0 260 0 0 0 ^fb(56,9) 4 8 5 5 1 ^fb(56,9) 10242 1 6146 1 0 ^fb(56,9) 4098 1 8193 1 0 ^fb(56,9) 2049 1 0 0 0 ^fb(56,9) 0 260 0 0 0 ^fb(56,10) 4 9 5 5 1 ^fb(56,10) 10242 1 6146 1 0 ^fb(56,10) 4098 1 8193 1 0 ^fb(56,10) 2049 1 0 0 0 ^fb(56,10) 0 260 0 0 0 ^fb(56,11) 4 10 5 5 1 ^fb(56,11) 10242 1 6146 1 0 ^fb(56,11) 4098 1 8193 1 0 ^fb(56,11) 2049 1 0 0 0 ^fb(56,11) 0 260 0 0 0 ^fb(56,16) 4 4 5 5 0 ^fb(56,16) 12290 1 10241 1 0 ^fb(56,16) 8194 1 6145 1 0 ^fb(56,16) 4097 1 0 0 0 ^fb(56,17) 4 5 5 5 0 ^fb(56,17) 12290 1 10241 1 0 ^fb(56,17) 8194 1 6145 1 0 ^fb(56,17) 4097 1 0 0 0 ^fb(56,18) 4 6 5 5 0 ^fb(56,18) 12290 1 10241 1 0 ^fb(56,18) 8194 1 6145 1 0 ^fb(56,18) 4097 1 0 0 0 ^fb(56,19) 4 7 5 5 0 ^fb(56,19) 12290 1 10241 1 0 ^fb(56,19) 8194 1 6145 1 0 ^fb(56,19) 4097 1 0 0 0 ^fb(56,20) 4 8 5 5 0 ^fb(56,20) 12290 1 10241 1 0 ^fb(56,20) 8194 1 6145 1 0 ^fb(56,20) 4097 1 0 0 0 ^fb(56,21) 4 9 5 5 0 ^fb(56,21) 12290 1 10241 1 0 ^fb(56,21) 8194 1 6145 1 0 ^fb(56,21) 4097 1 0 0 0 ^fb(56,22) 4 10 5 5 0 ^fb(56,22) 12290 1 10241 1 0 ^fb(56,22) 8194 1 6145 1 0 ^fb(56,22) 4097 1 0 0 0 ^fb(56,23) 4 11 5 5 0 ^fb(56,23) 12290 1 10241 1 0 ^fb(56,23) 8194 1 6145 1 0 ^fb(56,23) 4097 1 0 0 0 ^fb(56,24) 4 1 1 5 0 ^fb(56,24) 12289 1 10240 2 0 ^fb(56,24) 8193 1 6144 2 0 ^fb(56,24) 4096 2 0 0 0 ^fb(56,25) 4 1 1 5 0 ^fb(56,25) 12290 1 10241 1 0 ^fb(56,25) 8194 1 6145 1 0 ^fb(56,25) 4097 1 0 0 0 ^fb(56,26) 4 1 1 5 0 ^fb(56,26) 12291 1 10242 1 0 ^fb(56,26) 8195 1 6146 1 0 ^fb(56,26) 4098 1 0 0 0 ^fb(56,27) 4 1 1 5 0 ^fb(56,27) 12292 1 10243 1 0 ^fb(56,27) 8196 1 6147 1 0 ^fb(56,27) 4099 1 0 0 0 ^fb(57,0) 4 11 5 5 0 ^fb(57,0) 10242 1 8193 1 0 ^fb(57,0) 6146 1 4098 1 0 ^fb(57,0) 2049 1 0 0 0 ^fb(57,1) 4 12 1 5 0 ^fb(57,1) 8192 2 2048 2 0 ^fb(57,1) 10241 1 6145 1 0 ^fb(57,1) 4097 1 0 0 0 ^fb(57,2) 4 12 1 5 1 ^fb(57,2) 8193 1 2049 1 0 ^fb(57,2) 10242 1 6146 1 0 ^fb(57,2) 4098 1 0 0 0 ^fb(57,2) 0 260 0 0 0 ^fb(57,3) 4 2 5 5 0 ^fb(57,3) 10242 1 8193 1 0 ^fb(57,3) 6146 1 4098 1 0 ^fb(57,3) 2049 1 0 0 0 ^fb(57,4) 4 3 5 5 0 ^fb(57,4) 10242 1 8193 1 0 ^fb(57,4) 6146 1 4098 1 0 ^fb(57,4) 2049 1 0 0 0 ^fb(57,5) 4 4 5 5 0 ^fb(57,5) 10242 1 8193 1 0 ^fb(57,5) 6146 1 4098 1 0 ^fb(57,5) 2049 1 0 0 0 ^fb(57,6) 4 5 5 5 0 ^fb(57,6) 10242 1 8193 1 0 ^fb(57,6) 6146 1 4098 1 0 ^fb(57,6) 2049 1 0 0 0 ^fb(57,7) 4 6 5 5 0 ^fb(57,7) 10242 1 8193 1 0 ^fb(57,7) 6146 1 4098 1 0 ^fb(57,7) 2049 1 0 0 0 ^fb(57,8) 4 7 5 5 0 ^fb(57,8) 10242 1 8193 1 0 ^fb(57,8) 6146 1 4098 1 0 ^fb(57,8) 2049 1 0 0 0 ^fb(57,9) 4 8 5 5 0 ^fb(57,9) 10242 1 8193 1 0 ^fb(57,9) 6146 1 4098 1 0 ^fb(57,9) 2049 1 0 0 0 ^fb(57,10) 4 9 5 5 0 ^fb(57,10) 10242 1 8193 1 0 ^fb(57,10) 6146 1 4098 1 0 ^fb(57,10) 2049 1 0 0 0 ^fb(57,11) 4 10 5 5 0 ^fb(57,11) 10242 1 8193 1 0 ^fb(57,11) 6146 1 4098 1 0 ^fb(57,11) 2049 1 0 0 0 ^fb(57,16) 4 4 5 5 0 ^fb(57,16) 12290 1 10241 1 0 ^fb(57,16) 8194 1 6145 1 0 ^fb(57,16) 4097 1 0 0 0 ^fb(57,17) 4 5 5 5 0 ^fb(57,17) 12290 1 10241 1 0 ^fb(57,17) 8194 1 6145 1 0 ^fb(57,17) 4097 1 0 0 0 ^fb(57,18) 4 6 5 5 0 ^fb(57,18) 12290 1 10241 1 0 ^fb(57,18) 8194 1 6145 1 0 ^fb(57,18) 4097 1 0 0 0 ^fb(57,19) 4 7 5 5 0 ^fb(57,19) 12290 1 10241 1 0 ^fb(57,19) 8194 1 6145 1 0 ^fb(57,19) 4097 1 0 0 0 ^fb(57,20) 4 8 5 5 0 ^fb(57,20) 12290 1 10241 1 0 ^fb(57,20) 8194 1 6145 1 0 ^fb(57,20) 4097 1 0 0 0 ^fb(57,21) 4 9 5 5 0 ^fb(57,21) 12290 1 10241 1 0 ^fb(57,21) 8194 1 6145 1 0 ^fb(57,21) 4097 1 0 0 0 ^fb(57,22) 4 10 5 5 0 ^fb(57,22) 12290 1 10241 1 0 ^fb(57,22) 8194 1 6145 1 0 ^fb(57,22) 4097 1 0 0 0 ^fb(57,23) 4 11 5 5 0 ^fb(57,23) 12290 1 10241 1 0 ^fb(57,23) 8194 1 6145 1 0 ^fb(57,23) 4097 1 0 0 0 ^fb(57,24) 4 1 1 5 0 ^fb(57,24) 12289 1 10240 2 0 ^fb(57,24) 8193 1 6144 2 0 ^fb(57,24) 4096 2 0 0 0 ^fb(57,25) 4 1 1 5 0 ^fb(57,25) 12290 1 10241 1 0 ^fb(57,25) 8194 1 6145 1 0 ^fb(57,25) 4097 1 0 0 0 ^fb(57,26) 4 1 1 5 0 ^fb(57,26) 12291 1 10242 1 0 ^fb(57,26) 8195 1 6146 1 0 ^fb(57,26) 4098 1 0 0 0 ^fb(57,27) 4 1 1 5 0 ^fb(57,27) 12292 1 10243 1 0 ^fb(57,27) 8196 1 6147 1 0 ^fb(57,27) 4099 1 0 0 0 ^fb(58,0) 4 5 5 5 0 ^fb(58,0) 12289 1 8193 1 0 ^fb(58,0) 6147 1 4099 1 0 ^fb(58,0) 10240 4 0 0 0 ^fb(58,1) 4 6 5 5 0 ^fb(58,1) 12289 1 8193 1 0 ^fb(58,1) 6147 1 4099 1 0 ^fb(58,1) 10240 4 0 0 0 ^fb(58,2) 4 7 5 5 0 ^fb(58,2) 12289 1 8193 1 0 ^fb(58,2) 6147 1 4099 1 0 ^fb(58,2) 10240 4 0 0 0 ^fb(58,3) 4 8 5 5 0 ^fb(58,3) 12289 1 8193 1 0 ^fb(58,3) 6147 1 4099 1 0 ^fb(58,3) 10240 4 0 0 0 ^fb(58,4) 4 9 5 5 0 ^fb(58,4) 12289 1 8193 1 0 ^fb(58,4) 6147 1 4099 1 0 ^fb(58,4) 10240 4 0 0 0 ^fb(58,5) 4 10 5 5 0 ^fb(58,5) 12289 1 8193 1 0 ^fb(58,5) 6147 1 4099 1 0 ^fb(58,5) 10240 4 0 0 0 ^fb(58,6) 4 11 5 5 0 ^fb(58,6) 12289 1 8193 1 0 ^fb(58,6) 6147 1 4099 1 0 ^fb(58,6) 10240 4 0 0 0 ^fb(58,7) 4 1 1 5 0 ^fb(58,7) 12288 2 8192 2 0 ^fb(58,7) 6146 1 4098 1 0 ^fb(58,7) 10240 4 0 0 0 ^fb(58,8) 4 1 1 5 0 ^fb(58,8) 12289 1 8193 1 0 ^fb(58,8) 6147 1 4099 1 0 ^fb(58,8) 10240 4 0 0 0 ^fb(58,9) 4 1 1 5 0 ^fb(58,9) 12290 1 8194 1 0 ^fb(58,9) 6148 1 4100 1 0 ^fb(58,9) 10240 4 0 0 0 ^fb(58,10) 4 3 5 5 0 ^fb(58,10) 12289 1 8193 1 0 ^fb(58,10) 6147 1 4099 1 0 ^fb(58,10) 10240 4 0 0 0 ^fb(58,11) 4 4 5 5 0 ^fb(58,11) 12289 1 8193 1 0 ^fb(58,11) 6147 1 4099 1 0 ^fb(58,11) 10240 4 0 0 0 ^fb(58,16) 4 1 1 5 0 ^fb(58,16) 10240 2 8192 2 0 ^fb(58,16) 6144 2 4096 2 0 ^fb(58,16) 2050 1 0 0 0 ^fb(58,17) 4 1 1 5 0 ^fb(58,17) 10241 1 8193 1 0 ^fb(58,17) 6145 1 4097 1 0 ^fb(58,17) 2051 1 0 0 0 ^fb(58,18) 4 2 5 5 0 ^fb(58,18) 10241 1 8193 1 0 ^fb(58,18) 6145 1 4097 1 0 ^fb(58,18) 2051 1 0 0 0 ^fb(58,19) 4 3 5 5 0 ^fb(58,19) 10241 1 8193 1 0 ^fb(58,19) 6145 1 4097 1 0 ^fb(58,19) 2051 1 0 0 0 ^fb(58,20) 4 4 5 5 0 ^fb(58,20) 10241 1 8193 1 0 ^fb(58,20) 6145 1 4097 1 0 ^fb(58,20) 2051 1 0 0 0 ^fb(58,21) 4 5 5 5 0 ^fb(58,21) 10241 1 8193 1 0 ^fb(58,21) 6145 1 4097 1 0 ^fb(58,21) 2051 1 0 0 0 ^fb(58,22) 4 6 5 5 0 ^fb(58,22) 10241 1 8193 1 0 ^fb(58,22) 6145 1 4097 1 0 ^fb(58,22) 2051 1 0 0 0 ^fb(58,23) 4 7 5 5 0 ^fb(58,23) 10241 1 8193 1 0 ^fb(58,23) 6145 1 4097 1 0 ^fb(58,23) 2051 1 0 0 0 ^fb(58,24) 4 8 5 5 0 ^fb(58,24) 10241 1 8193 1 0 ^fb(58,24) 6145 1 4097 1 0 ^fb(58,24) 2051 1 0 0 0 ^fb(58,25) 4 9 5 5 0 ^fb(58,25) 10241 1 8193 1 0 ^fb(58,25) 6145 1 4097 1 0 ^fb(58,25) 2051 1 0 0 0 ^fb(58,26) 4 10 5 5 0 ^fb(58,26) 10241 1 8193 1 0 ^fb(58,26) 6145 1 4097 1 0 ^fb(58,26) 2051 1 0 0 0 ^fb(58,27) 4 11 5 5 0 ^fb(58,27) 10241 1 8193 1 0 ^fb(58,27) 6145 1 4097 1 0 ^fb(58,27) 2051 1 0 0 0 ^fb(59,0) 4 5 5 6 1 ^fb(59,0) 12289 1 8193 1 0 ^fb(59,0) 10242 1 6146 1 0 ^fb(59,0) 4099 1 2051 1 0 ^fb(59,0) 0 1030 0 0 0 ^fb(59,1) 4 6 5 6 1 ^fb(59,1) 12289 1 8193 1 0 ^fb(59,1) 10242 1 6146 1 0 ^fb(59,1) 4099 1 2051 1 0 ^fb(59,1) 0 1030 0 0 0 ^fb(59,2) 4 7 5 6 1 ^fb(59,2) 12289 1 8193 1 0 ^fb(59,2) 10242 1 6146 1 0 ^fb(59,2) 4099 1 2051 1 0 ^fb(59,2) 0 1030 0 0 0 ^fb(59,3) 4 8 5 6 1 ^fb(59,3) 12289 1 8193 1 0 ^fb(59,3) 10242 1 6146 1 0 ^fb(59,3) 4099 1 2051 1 0 ^fb(59,3) 0 1030 0 0 0 ^fb(59,4) 4 9 5 6 1 ^fb(59,4) 12289 1 8193 1 0 ^fb(59,4) 10242 1 6146 1 0 ^fb(59,4) 4099 1 2051 1 0 ^fb(59,4) 0 1030 0 0 0 ^fb(59,5) 4 10 5 6 1 ^fb(59,5) 12289 1 8193 1 0 ^fb(59,5) 10242 1 6146 1 0 ^fb(59,5) 4099 1 2051 1 0 ^fb(59,5) 0 1030 0 0 0 ^fb(59,6) 4 11 5 6 1 ^fb(59,6) 12289 1 8193 1 0 ^fb(59,6) 10242 1 6146 1 0 ^fb(59,6) 4099 1 2051 1 0 ^fb(59,6) 0 1030 0 0 0 ^fb(59,7) 4 1 1 6 0 ^fb(59,7) 12288 2 8192 2 0 ^fb(59,7) 10241 1 6145 1 0 ^fb(59,7) 4098 1 2050 1 0 ^fb(59,8) 4 1 1 6 1 ^fb(59,8) 12289 1 8193 1 0 ^fb(59,8) 10242 1 6146 1 0 ^fb(59,8) 4099 1 2051 1 0 ^fb(59,8) 0 1030 0 0 0 ^fb(59,9) 4 1 1 6 1 ^fb(59,9) 12290 1 8194 1 0 ^fb(59,9) 10243 1 6147 1 0 ^fb(59,9) 4100 1 2052 1 0 ^fb(59,9) 1 1030 0 0 0 ^fb(59,10) 4 3 5 6 1 ^fb(59,10) 12289 1 8193 1 0 ^fb(59,10) 10242 1 6146 1 0 ^fb(59,10) 4099 1 2051 1 0 ^fb(59,10) 0 1030 0 0 0 ^fb(59,11) 4 4 5 6 1 ^fb(59,11) 12289 1 8193 1 0 ^fb(59,11) 10242 1 6146 1 0 ^fb(59,11) 4099 1 2051 1 0 ^fb(59,11) 0 1030 0 0 0 ^fb(59,16) 4 1 1 5 0 ^fb(59,16) 10240 2 8193 1 0 ^fb(59,16) 6144 2 4096 2 0 ^fb(59,16) 2050 1 0 0 0 ^fb(59,17) 4 1 1 5 0 ^fb(59,17) 10241 1 8194 1 0 ^fb(59,17) 6145 1 4097 1 0 ^fb(59,17) 2051 1 0 0 0 ^fb(59,18) 4 2 5 5 0 ^fb(59,18) 10241 1 8194 1 0 ^fb(59,18) 6145 1 4097 1 0 ^fb(59,18) 2051 1 0 0 0 ^fb(59,19) 4 3 5 5 0 ^fb(59,19) 10241 1 8194 1 0 ^fb(59,19) 6145 1 4097 1 0 ^fb(59,19) 2051 1 0 0 0 ^fb(59,20) 4 4 5 5 0 ^fb(59,20) 10241 1 8194 1 0 ^fb(59,20) 6145 1 4097 1 0 ^fb(59,20) 2051 1 0 0 0 ^fb(59,21) 4 5 5 5 0 ^fb(59,21) 10241 1 8194 1 0 ^fb(59,21) 6145 1 4097 1 0 ^fb(59,21) 2051 1 0 0 0 ^fb(59,22) 4 6 5 5 0 ^fb(59,22) 10241 1 8194 1 0 ^fb(59,22) 6145 1 4097 1 0 ^fb(59,22) 2051 1 0 0 0 ^fb(59,23) 4 7 5 5 0 ^fb(59,23) 10241 1 8194 1 0 ^fb(59,23) 6145 1 4097 1 0 ^fb(59,23) 2051 1 0 0 0 ^fb(59,24) 4 8 5 5 0 ^fb(59,24) 10241 1 8194 1 0 ^fb(59,24) 6145 1 4097 1 0 ^fb(59,24) 2051 1 0 0 0 ^fb(59,25) 4 9 5 5 0 ^fb(59,25) 10241 1 8194 1 0 ^fb(59,25) 6145 1 4097 1 0 ^fb(59,25) 2051 1 0 0 0 ^fb(59,26) 4 10 5 5 0 ^fb(59,26) 10241 1 8194 1 0 ^fb(59,26) 6145 1 4097 1 0 ^fb(59,26) 2051 1 0 0 0 ^fb(59,27) 4 11 5 5 0 ^fb(59,27) 10241 1 8194 1 0 ^fb(59,27) 6145 1 4097 1 0 ^fb(59,27) 2051 1 0 0 0 ^fb(60,0) 4 5 5 6 0 ^fb(60,0) 12289 1 8193 1 0 ^fb(60,0) 10240 4 6146 1 0 ^fb(60,0) 2050 1 4099 1 0 ^fb(60,1) 4 6 5 6 0 ^fb(60,1) 12289 1 8193 1 0 ^fb(60,1) 10240 4 6146 1 0 ^fb(60,1) 2050 1 4099 1 0 ^fb(60,2) 4 7 5 6 0 ^fb(60,2) 12289 1 8193 1 0 ^fb(60,2) 10240 4 6146 1 0 ^fb(60,2) 2050 1 4099 1 0 ^fb(60,3) 4 8 5 6 0 ^fb(60,3) 12289 1 8193 1 0 ^fb(60,3) 10240 4 6146 1 0 ^fb(60,3) 2050 1 4099 1 0 ^fb(60,4) 4 9 5 6 0 ^fb(60,4) 12289 1 8193 1 0 ^fb(60,4) 10240 4 6146 1 0 ^fb(60,4) 2050 1 4099 1 0 ^fb(60,5) 4 10 5 6 0 ^fb(60,5) 12289 1 8193 1 0 ^fb(60,5) 10240 4 6146 1 0 ^fb(60,5) 2050 1 4099 1 0 ^fb(60,6) 4 11 5 6 0 ^fb(60,6) 12289 1 8193 1 0 ^fb(60,6) 10240 4 6146 1 0 ^fb(60,6) 2050 1 4099 1 0 ^fb(60,7) 4 1 1 6 0 ^fb(60,7) 12288 2 8192 2 0 ^fb(60,7) 10240 4 6145 1 0 ^fb(60,7) 2049 1 4098 1 0 ^fb(60,8) 4 1 1 6 0 ^fb(60,8) 12289 1 8193 1 0 ^fb(60,8) 10240 4 6146 1 0 ^fb(60,8) 2050 1 4099 1 0 ^fb(60,9) 4 1 1 6 0 ^fb(60,9) 12290 1 8194 1 0 ^fb(60,9) 10240 4 6147 1 0 ^fb(60,9) 2051 1 4100 1 0 ^fb(60,10) 4 3 5 6 0 ^fb(60,10) 12289 1 8193 1 0 ^fb(60,10) 10240 4 6146 1 0 ^fb(60,10) 2050 1 4099 1 0 ^fb(60,11) 4 4 5 6 0 ^fb(60,11) 12289 1 8193 1 0 ^fb(60,11) 10240 4 6146 1 0 ^fb(60,11) 2050 1 4099 1 0 ^fb(60,16) 4 11 5 5 0 ^fb(60,16) 10242 1 8193 1 0 ^fb(60,16) 6146 1 4097 1 0 ^fb(60,16) 2052 1 0 0 0 ^fb(60,17) 4 1 1 5 0 ^fb(60,17) 10241 1 8192 2 0 ^fb(60,17) 6145 1 4096 2 0 ^fb(60,17) 2051 1 0 0 0 ^fb(60,18) 4 1 1 5 0 ^fb(60,18) 10242 1 8193 1 0 ^fb(60,18) 6146 1 4097 1 0 ^fb(60,18) 2052 1 0 0 0 ^fb(60,19) 4 2 5 5 0 ^fb(60,19) 10242 1 8193 1 0 ^fb(60,19) 6146 1 4097 1 0 ^fb(60,19) 2052 1 0 0 0 ^fb(60,20) 4 3 5 5 0 ^fb(60,20) 10242 1 8193 1 0 ^fb(60,20) 6146 1 4097 1 0 ^fb(60,20) 2052 1 0 0 0 ^fb(60,21) 4 4 5 5 0 ^fb(60,21) 10242 1 8193 1 0 ^fb(60,21) 6146 1 4097 1 0 ^fb(60,21) 2052 1 0 0 0 ^fb(60,22) 4 5 5 5 0 ^fb(60,22) 10242 1 8193 1 0 ^fb(60,22) 6146 1 4097 1 0 ^fb(60,22) 2052 1 0 0 0 ^fb(60,23) 4 6 5 5 0 ^fb(60,23) 10242 1 8193 1 0 ^fb(60,23) 6146 1 4097 1 0 ^fb(60,23) 2052 1 0 0 0 ^fb(60,24) 4 7 5 5 0 ^fb(60,24) 10242 1 8193 1 0 ^fb(60,24) 6146 1 4097 1 0 ^fb(60,24) 2052 1 0 0 0 ^fb(60,25) 4 8 5 5 0 ^fb(60,25) 10242 1 8193 1 0 ^fb(60,25) 6146 1 4097 1 0 ^fb(60,25) 2052 1 0 0 0 ^fb(60,26) 4 9 5 5 0 ^fb(60,26) 10242 1 8193 1 0 ^fb(60,26) 6146 1 4097 1 0 ^fb(60,26) 2052 1 0 0 0 ^fb(60,27) 4 10 5 5 0 ^fb(60,27) 10242 1 8193 1 0 ^fb(60,27) 6146 1 4097 1 0 ^fb(60,27) 2052 1 0 0 0 ^fb(61,0) 4 5 5 6 0 ^fb(61,0) 12289 1 8193 1 0 ^fb(61,0) 6146 1 4099 1 0 ^fb(61,0) 2052 1 10240 4 0 ^fb(61,1) 4 6 5 6 0 ^fb(61,1) 12289 1 8193 1 0 ^fb(61,1) 6146 1 4099 1 0 ^fb(61,1) 2052 1 10240 4 0 ^fb(61,2) 4 7 5 6 0 ^fb(61,2) 12289 1 8193 1 0 ^fb(61,2) 6146 1 4099 1 0 ^fb(61,2) 2052 1 10240 4 0 ^fb(61,3) 4 8 5 6 0 ^fb(61,3) 12289 1 8193 1 0 ^fb(61,3) 6146 1 4099 1 0 ^fb(61,3) 2052 1 10240 4 0 ^fb(61,4) 4 9 5 6 0 ^fb(61,4) 12289 1 8193 1 0 ^fb(61,4) 6146 1 4099 1 0 ^fb(61,4) 2052 1 10240 4 0 ^fb(61,5) 4 10 5 6 0 ^fb(61,5) 12289 1 8193 1 0 ^fb(61,5) 6146 1 4099 1 0 ^fb(61,5) 2052 1 10240 4 0 ^fb(61,6) 4 11 5 6 0 ^fb(61,6) 12289 1 8193 1 0 ^fb(61,6) 6146 1 4099 1 0 ^fb(61,6) 2052 1 10240 4 0 ^fb(61,7) 4 1 1 6 0 ^fb(61,7) 12288 2 8192 2 0 ^fb(61,7) 6145 1 4098 1 0 ^fb(61,7) 2051 1 10240 4 0 ^fb(61,8) 4 1 1 6 0 ^fb(61,8) 12289 1 8193 1 0 ^fb(61,8) 6146 1 4099 1 0 ^fb(61,8) 2052 1 10240 4 0 ^fb(61,9) 4 2 5 6 0 ^fb(61,9) 12289 1 8193 1 0 ^fb(61,9) 6146 1 4099 1 0 ^fb(61,9) 2052 1 10240 4 0 ^fb(61,10) 4 3 5 6 0 ^fb(61,10) 12289 1 8193 1 0 ^fb(61,10) 6146 1 4099 1 0 ^fb(61,10) 2052 1 10240 4 0 ^fb(61,11) 4 4 5 6 0 ^fb(61,11) 12289 1 8193 1 0 ^fb(61,11) 6146 1 4099 1 0 ^fb(61,11) 2052 1 10240 4 0 ^fb(62,0) 4 1 1 5 0 ^fb(62,0) 10240 2 6144 2 0 ^fb(62,0) 2048 2 8196 1 0 ^fb(62,0) 4099 1 0 0 0 ^fb(62,1) 5 1 1 5 1 ^fb(62,1) 10241 1 6145 1 0 ^fb(62,1) 2049 1 8197 1 0 ^fb(62,1) 4100 1 0 0 0 ^fb(62,1) 0 261 0 0 0 ^fb(62,2) 5 2 5 5 1 ^fb(62,2) 10241 1 6145 1 0 ^fb(62,2) 2049 1 8197 1 0 ^fb(62,2) 4100 1 0 0 0 ^fb(62,2) 0 261 0 0 0 ^fb(62,3) 5 3 5 5 1 ^fb(62,3) 10241 1 6145 1 0 ^fb(62,3) 2049 1 8197 1 0 ^fb(62,3) 4100 1 0 0 0 ^fb(62,3) 0 261 0 0 0 ^fb(62,4) 5 4 5 5 1 ^fb(62,4) 10241 1 6145 1 0 ^fb(62,4) 2049 1 8197 1 0 ^fb(62,4) 4100 1 0 0 0 ^fb(62,4) 0 261 0 0 0 ^fb(62,5) 5 5 5 5 1 ^fb(62,5) 10241 1 6145 1 0 ^fb(62,5) 2049 1 8197 1 0 ^fb(62,5) 4100 1 0 0 0 ^fb(62,5) 0 261 0 0 0 ^fb(62,6) 5 6 5 5 1 ^fb(62,6) 10241 1 6145 1 0 ^fb(62,6) 2049 1 8197 1 0 ^fb(62,6) 4100 1 0 0 0 ^fb(62,6) 0 261 0 0 0 ^fb(62,7) 5 7 5 5 1 ^fb(62,7) 10241 1 6145 1 0 ^fb(62,7) 2049 1 8197 1 0 ^fb(62,7) 4100 1 0 0 0 ^fb(62,7) 0 261 0 0 0 ^fb(62,8) 5 8 5 5 1 ^fb(62,8) 10241 1 6145 1 0 ^fb(62,8) 2049 1 8197 1 0 ^fb(62,8) 4100 1 0 0 0 ^fb(62,8) 0 261 0 0 0 ^fb(62,9) 5 9 5 5 1 ^fb(62,9) 10241 1 6145 1 0 ^fb(62,9) 2049 1 8197 1 0 ^fb(62,9) 4100 1 0 0 0 ^fb(62,9) 0 261 0 0 0 ^fb(62,10) 5 10 5 5 1 ^fb(62,10) 10241 1 6145 1 0 ^fb(62,10) 2049 1 8197 1 0 ^fb(62,10) 4100 1 0 0 0 ^fb(62,10) 0 261 0 0 0 ^fb(62,11) 5 11 5 5 1 ^fb(62,11) 10241 1 6145 1 0 ^fb(62,11) 2049 1 8197 1 0 ^fb(62,11) 4100 1 0 0 0 ^fb(62,11) 0 261 0 0 0 ^fb(63,0) 4 4 5 5 0 ^fb(63,0) 12290 1 8193 1 0 ^fb(63,0) 4098 1 6147 1 0 ^fb(63,0) 10240 4 0 0 0 ^fb(63,1) 4 5 5 5 0 ^fb(63,1) 12290 1 8193 1 0 ^fb(63,1) 4098 1 6147 1 0 ^fb(63,1) 10240 4 0 0 0 ^fb(63,2) 4 6 5 5 0 ^fb(63,2) 12290 1 8193 1 0 ^fb(63,2) 4098 1 6147 1 0 ^fb(63,2) 10240 4 0 0 0 ^fb(63,3) 4 7 5 5 0 ^fb(63,3) 12290 1 8193 1 0 ^fb(63,3) 4098 1 6147 1 0 ^fb(63,3) 10240 4 0 0 0 ^fb(63,4) 4 8 5 5 0 ^fb(63,4) 12290 1 8193 1 0 ^fb(63,4) 4098 1 6147 1 0 ^fb(63,4) 10240 4 0 0 0 ^fb(63,5) 4 9 5 5 0 ^fb(63,5) 12290 1 8193 1 0 ^fb(63,5) 4098 1 6147 1 0 ^fb(63,5) 10240 4 0 0 0 ^fb(63,6) 4 10 5 5 0 ^fb(63,6) 12290 1 8193 1 0 ^fb(63,6) 4098 1 6147 1 0 ^fb(63,6) 10240 4 0 0 0 ^fb(63,7) 4 11 5 5 0 ^fb(63,7) 12290 1 8193 1 0 ^fb(63,7) 4098 1 6147 1 0 ^fb(63,7) 10240 4 0 0 0 ^fb(63,8) 4 1 1 5 0 ^fb(63,8) 12289 1 8192 2 0 ^fb(63,8) 4097 1 6146 1 0 ^fb(63,8) 10240 4 0 0 0 ^fb(63,9) 4 1 1 5 0 ^fb(63,9) 12290 1 8193 1 0 ^fb(63,9) 4098 1 6147 1 0 ^fb(63,9) 10240 4 0 0 0 ^fb(63,10) 4 1 1 5 0 ^fb(63,10) 12291 1 8194 1 0 ^fb(63,10) 4099 1 6148 1 0 ^fb(63,10) 10240 4 0 0 0 ^fb(63,11) 4 3 5 5 0 ^fb(63,11) 12290 1 8193 1 0 ^fb(63,11) 4098 1 6147 1 0 ^fb(63,11) 10240 4 0 0 0 ^fb(63,16) 4 10 5 4 0 ^fb(63,16) 10243 1 8194 1 0 ^fb(63,16) 6146 1 4097 1 0 ^fb(63,17) 4 11 5 4 0 ^fb(63,17) 10243 1 8194 1 0 ^fb(63,17) 6146 1 4097 1 0 ^fb(63,18) 4 1 1 4 0 ^fb(63,18) 10242 1 8193 1 0 ^fb(63,18) 6145 1 4096 2 0 ^fb(63,19) 4 1 1 4 0 ^fb(63,19) 10243 1 8194 1 0 ^fb(63,19) 6146 1 4097 1 0 ^fb(63,20) 4 1 1 4 0 ^fb(63,20) 10244 1 8195 1 0 ^fb(63,20) 6147 1 4098 1 0 ^fb(63,21) 4 3 5 4 0 ^fb(63,21) 10243 1 8194 1 0 ^fb(63,21) 6146 1 4097 1 0 ^fb(63,22) 4 4 5 4 0 ^fb(63,22) 10243 1 8194 1 0 ^fb(63,22) 6146 1 4097 1 0 ^fb(63,23) 4 5 5 4 0 ^fb(63,23) 10243 1 8194 1 0 ^fb(63,23) 6146 1 4097 1 0 ^fb(63,24) 4 6 5 4 0 ^fb(63,24) 10243 1 8194 1 0 ^fb(63,24) 6146 1 4097 1 0 ^fb(63,25) 4 7 5 4 0 ^fb(63,25) 10243 1 8194 1 0 ^fb(63,25) 6146 1 4097 1 0 ^fb(63,26) 4 8 5 4 0 ^fb(63,26) 10243 1 8194 1 0 ^fb(63,26) 6146 1 4097 1 0 ^fb(63,27) 4 9 5 4 0 ^fb(63,27) 10243 1 8194 1 0 ^fb(63,27) 6146 1 4097 1 0 ^fb(64,0) 4 5 5 6 0 ^fb(64,0) 12289 1 8194 1 0 ^fb(64,0) 6146 1 4097 1 0 ^fb(64,0) 2051 1 10240 4 0 ^fb(64,1) 4 6 5 6 0 ^fb(64,1) 12289 1 8194 1 0 ^fb(64,1) 6146 1 4097 1 0 ^fb(64,1) 2051 1 10240 4 0 ^fb(64,2) 4 7 5 6 0 ^fb(64,2) 12289 1 8194 1 0 ^fb(64,2) 6146 1 4097 1 0 ^fb(64,2) 2051 1 10240 4 0 ^fb(64,3) 4 8 5 6 0 ^fb(64,3) 12289 1 8194 1 0 ^fb(64,3) 6146 1 4097 1 0 ^fb(64,3) 2051 1 10240 4 0 ^fb(64,4) 4 9 5 6 0 ^fb(64,4) 12289 1 8194 1 0 ^fb(64,4) 6146 1 4097 1 0 ^fb(64,4) 2051 1 10240 4 0 ^fb(64,5) 4 10 5 6 0 ^fb(64,5) 12289 1 8194 1 0 ^fb(64,5) 6146 1 4097 1 0 ^fb(64,5) 2051 1 10240 4 0 ^fb(64,6) 4 11 5 6 0 ^fb(64,6) 12289 1 8194 1 0 ^fb(64,6) 6146 1 4097 1 0 ^fb(64,6) 2051 1 10240 4 0 ^fb(64,7) 4 1 1 6 0 ^fb(64,7) 12288 2 8193 1 0 ^fb(64,7) 6145 1 4096 2 0 ^fb(64,7) 2050 1 10240 4 0 ^fb(64,8) 4 1 1 6 0 ^fb(64,8) 12289 1 8194 1 0 ^fb(64,8) 6146 1 4097 1 0 ^fb(64,8) 2051 1 10240 4 0 ^fb(64,9) 4 2 5 6 0 ^fb(64,9) 12289 1 8194 1 0 ^fb(64,9) 6146 1 4097 1 0 ^fb(64,9) 2051 1 10240 4 0 ^fb(64,10) 4 3 5 6 0 ^fb(64,10) 12289 1 8194 1 0 ^fb(64,10) 6146 1 4097 1 0 ^fb(64,10) 2051 1 10240 4 0 ^fb(64,11) 4 4 5 6 0 ^fb(64,11) 12289 1 8194 1 0 ^fb(64,11) 6146 1 4097 1 0 ^fb(64,11) 2051 1 10240 4 0 ^fb(64,16) 4 1 1 5 0 ^fb(64,16) 10240 2 4096 2 0 ^fb(64,16) 2048 2 6145 1 0 ^fb(64,16) 8194 1 0 0 0 ^fb(64,17) 4 1 1 5 0 ^fb(64,17) 10241 1 4097 1 0 ^fb(64,17) 2049 1 6146 1 0 ^fb(64,17) 8195 1 0 0 0 ^fb(64,18) 4 2 5 5 0 ^fb(64,18) 10241 1 4097 1 0 ^fb(64,18) 2049 1 6146 1 0 ^fb(64,18) 8195 1 0 0 0 ^fb(64,19) 4 3 5 5 0 ^fb(64,19) 10241 1 4097 1 0 ^fb(64,19) 2049 1 6146 1 0 ^fb(64,19) 8195 1 0 0 0 ^fb(64,20) 4 4 5 5 0 ^fb(64,20) 10241 1 4097 1 0 ^fb(64,20) 2049 1 6146 1 0 ^fb(64,20) 8195 1 0 0 0 ^fb(64,21) 4 5 5 5 0 ^fb(64,21) 10241 1 4097 1 0 ^fb(64,21) 2049 1 6146 1 0 ^fb(64,21) 8195 1 0 0 0 ^fb(64,22) 4 6 5 5 0 ^fb(64,22) 10241 1 4097 1 0 ^fb(64,22) 2049 1 6146 1 0 ^fb(64,22) 8195 1 0 0 0 ^fb(64,23) 4 7 5 5 0 ^fb(64,23) 10241 1 4097 1 0 ^fb(64,23) 2049 1 6146 1 0 ^fb(64,23) 8195 1 0 0 0 ^fb(64,24) 4 8 5 5 0 ^fb(64,24) 10241 1 4097 1 0 ^fb(64,24) 2049 1 6146 1 0 ^fb(64,24) 8195 1 0 0 0 ^fb(64,25) 4 9 5 5 0 ^fb(64,25) 10241 1 4097 1 0 ^fb(64,25) 2049 1 6146 1 0 ^fb(64,25) 8195 1 0 0 0 ^fb(64,26) 4 10 5 5 0 ^fb(64,26) 10241 1 4097 1 0 ^fb(64,26) 2049 1 6146 1 0 ^fb(64,26) 8195 1 0 0 0 ^fb(64,27) 4 11 5 5 0 ^fb(64,27) 10241 1 4097 1 0 ^fb(64,27) 2049 1 6146 1 0 ^fb(64,27) 8195 1 0 0 0 ^fb(65,0) 4 2 1 5 0 ^fb(65,0) 8194 1 6146 1 0 ^fb(65,0) 4098 1 10240 2 0 ^fb(65,0) 2048 2 0 0 0 ^fb(65,1) 4 2 1 5 1 ^fb(65,1) 8195 1 6147 1 0 ^fb(65,1) 4099 1 2049 1 0 ^fb(65,1) 10241 1 0 0 0 ^fb(65,1) 0 261 0 0 0 ^fb(65,2) 4 2 1 5 1 ^fb(65,2) 10242 1 2050 1 0 ^fb(65,2) 8196 1 6148 1 0 ^fb(65,2) 4100 1 0 0 0 ^fb(65,2) 1 261 0 0 0 ^fb(65,3) 4 1 1 5 0 ^fb(65,3) 4097 1 8194 1 0 ^fb(65,3) 10243 1 6144 2 0 ^fb(65,3) 2048 2 0 0 0 ^fb(65,4) 4 1 1 5 1 ^fb(65,4) 4098 1 8195 1 0 ^fb(65,4) 10244 1 2049 1 0 ^fb(65,4) 6145 1 0 0 0 ^fb(65,4) 0 259 0 0 0 ^fb(65,5) 4 1 1 4 0 ^fb(65,5) 2050 1 4099 1 0 ^fb(65,5) 6146 1 8192 2 0 ^fb(65,6) 4 1 1 4 0 ^fb(65,6) 2051 1 4100 1 0 ^fb(65,6) 6147 1 8193 1 0 ^fb(65,7) 4 1 1 6 0 ^fb(65,7) 2048 2 4096 2 0 ^fb(65,7) 12288 2 6145 1 0 ^fb(65,7) 8194 1 10242 1 0 ^fb(65,8) 4 1 1 6 1 ^fb(65,8) 6146 1 8195 1 0 ^fb(65,8) 10243 1 2049 1 0 ^fb(65,8) 4097 1 12289 1 0 ^fb(65,8) 0 262 0 0 0 ^fb(65,9) 4 2 1 6 0 ^fb(65,9) 12290 1 10244 1 0 ^fb(65,9) 8196 1 6147 1 0 ^fb(65,9) 4098 1 2050 1 0 ^fb(65,10) 4 1 1 6 0 ^fb(65,10) 2051 1 10242 1 0 ^fb(65,10) 12291 1 8192 2 0 ^fb(65,10) 6144 2 4096 2 0 ^fb(65,11) 4 4 5 6 1 ^fb(65,11) 2049 1 4097 1 0 ^fb(65,11) 6146 1 8195 1 0 ^fb(65,11) 10243 1 12289 1 0 ^fb(65,11) 0 262 0 0 0 ^fb(65,16) 4 5 5 6 1 ^fb(65,16) 2049 1 4097 1 0 ^fb(65,16) 6146 1 8195 1 0 ^fb(65,16) 10243 1 12289 1 0 ^fb(65,16) 0 262 0 0 0 ^fb(65,17) 4 6 5 6 1 ^fb(65,17) 2049 1 4097 1 0 ^fb(65,17) 6146 1 8195 1 0 ^fb(65,17) 10243 1 12289 1 0 ^fb(65,17) 0 262 0 0 0 ^fb(65,18) 4 7 5 6 1 ^fb(65,18) 2049 1 4097 1 0 ^fb(65,18) 6146 1 8195 1 0 ^fb(65,18) 10243 1 12289 1 0 ^fb(65,18) 0 262 0 0 0 ^fb(65,19) 4 3 5 5 1 ^fb(65,19) 8195 1 6147 1 0 ^fb(65,19) 4099 1 2049 1 0 ^fb(65,19) 10241 1 0 0 0 ^fb(65,19) 0 261 0 0 0 ^fb(65,20) 4 4 5 5 1 ^fb(65,20) 8195 1 6147 1 0 ^fb(65,20) 4099 1 2049 1 0 ^fb(65,20) 10241 1 0 0 0 ^fb(65,20) 0 261 0 0 0 ^fb(65,21) 4 5 5 5 1 ^fb(65,21) 8195 1 6147 1 0 ^fb(65,21) 4099 1 2049 1 0 ^fb(65,21) 10241 1 0 0 0 ^fb(65,21) 0 261 0 0 0 ^fb(65,22) 4 6 5 5 1 ^fb(65,22) 8195 1 6147 1 0 ^fb(65,22) 4099 1 2049 1 0 ^fb(65,22) 10241 1 0 0 0 ^fb(65,22) 0 261 0 0 0 ^fb(65,23) 4 7 5 5 1 ^fb(65,23) 8195 1 6147 1 0 ^fb(65,23) 4099 1 2049 1 0 ^fb(65,23) 10241 1 0 0 0 ^fb(65,23) 0 261 0 0 0 ^fb(65,24) 4 8 5 5 1 ^fb(65,24) 8195 1 6147 1 0 ^fb(65,24) 4099 1 2049 1 0 ^fb(65,24) 10241 1 0 0 0 ^fb(65,24) 0 261 0 0 0 ^fb(65,25) 4 9 5 5 1 ^fb(65,25) 8195 1 6147 1 0 ^fb(65,25) 4099 1 2049 1 0 ^fb(65,25) 10241 1 0 0 0 ^fb(65,25) 0 261 0 0 0 ^fb(65,26) 4 3 5 6 1 ^fb(65,26) 2049 1 4097 1 0 ^fb(65,26) 6146 1 8195 1 0 ^fb(65,26) 10243 1 12289 1 0 ^fb(65,26) 0 262 0 0 0 ^fb(65,27) 4 11 5 5 1 ^fb(65,27) 8195 1 6147 1 0 ^fb(65,27) 4099 1 2049 1 0 ^fb(65,27) 10241 1 0 0 0 ^fb(65,27) 0 261 0 0 0 ^fb(66,0) 4 5 5 5 0 ^fb(66,0) 12289 1 8193 1 0 ^fb(66,0) 6146 1 4098 1 0 ^fb(66,0) 10240 4 0 0 0 ^fb(66,1) 4 6 5 5 0 ^fb(66,1) 12289 1 8193 1 0 ^fb(66,1) 6146 1 4098 1 0 ^fb(66,1) 10240 4 0 0 0 ^fb(66,2) 4 7 5 5 0 ^fb(66,2) 12289 1 8193 1 0 ^fb(66,2) 6146 1 4098 1 0 ^fb(66,2) 10240 4 0 0 0 ^fb(66,3) 4 8 5 5 0 ^fb(66,3) 12289 1 8193 1 0 ^fb(66,3) 6146 1 4098 1 0 ^fb(66,3) 10240 4 0 0 0 ^fb(66,4) 4 9 5 5 0 ^fb(66,4) 12289 1 8193 1 0 ^fb(66,4) 6146 1 4098 1 0 ^fb(66,4) 10240 4 0 0 0 ^fb(66,5) 4 10 5 5 0 ^fb(66,5) 12289 1 8193 1 0 ^fb(66,5) 6146 1 4098 1 0 ^fb(66,5) 10240 4 0 0 0 ^fb(66,6) 4 11 5 5 0 ^fb(66,6) 12289 1 8193 1 0 ^fb(66,6) 6146 1 4098 1 0 ^fb(66,6) 10240 4 0 0 0 ^fb(66,7) 4 1 1 5 0 ^fb(66,7) 12288 2 8192 2 0 ^fb(66,7) 6145 1 4097 1 0 ^fb(66,7) 10240 4 0 0 0 ^fb(66,8) 4 1 1 5 0 ^fb(66,8) 12289 1 8193 1 0 ^fb(66,8) 6146 1 4098 1 0 ^fb(66,8) 10240 4 0 0 0 ^fb(66,9) 4 1 1 5 0 ^fb(66,9) 12290 1 8194 1 0 ^fb(66,9) 6147 1 4099 1 0 ^fb(66,9) 10240 4 0 0 0 ^fb(66,10) 4 1 1 5 0 ^fb(66,10) 12291 1 8195 1 0 ^fb(66,10) 6148 1 4100 1 0 ^fb(66,10) 10240 4 0 0 0 ^fb(66,11) 4 4 5 5 0 ^fb(66,11) 12289 1 8193 1 0 ^fb(66,11) 6146 1 4098 1 0 ^fb(66,11) 10240 4 0 0 0 ^fb(67,0) 4 11 5 5 1 ^fb(67,0) 8193 1 4097 1 0 ^fb(67,0) 10242 1 6146 1 0 ^fb(67,0) 2050 1 0 0 0 ^fb(67,0) 0 516 0 0 0 ^fb(67,1) 4 1 1 5 0 ^fb(67,1) 10241 1 8192 2 0 ^fb(67,1) 6145 1 4096 2 0 ^fb(67,1) 2049 1 0 0 0 ^fb(67,2) 4 1 1 5 1 ^fb(67,2) 10242 1 8193 1 0 ^fb(67,2) 6146 1 4097 1 0 ^fb(67,2) 2050 1 0 0 0 ^fb(67,2) 0 516 0 0 0 ^fb(67,3) 4 1 1 5 1 ^fb(67,3) 10243 1 8194 1 0 ^fb(67,3) 6147 1 4098 1 0 ^fb(67,3) 2051 1 0 0 0 ^fb(67,3) 1 516 0 0 0 ^fb(67,4) 4 1 1 5 1 ^fb(67,4) 10244 1 8195 1 0 ^fb(67,4) 6148 1 4099 1 0 ^fb(67,4) 2052 1 0 0 0 ^fb(67,4) 2 516 0 0 0 ^fb(67,5) 4 4 5 5 1 ^fb(67,5) 8193 1 4097 1 0 ^fb(67,5) 10242 1 6146 1 0 ^fb(67,5) 2050 1 0 0 0 ^fb(67,5) 0 516 0 0 0 ^fb(67,6) 4 5 5 5 1 ^fb(67,6) 8193 1 4097 1 0 ^fb(67,6) 10242 1 6146 1 0 ^fb(67,6) 2050 1 0 0 0 ^fb(67,6) 0 516 0 0 0 ^fb(67,7) 4 6 5 5 1 ^fb(67,7) 8193 1 4097 1 0 ^fb(67,7) 10242 1 6146 1 0 ^fb(67,7) 2050 1 0 0 0 ^fb(67,7) 0 516 0 0 0 ^fb(67,8) 4 7 5 5 1 ^fb(67,8) 8193 1 4097 1 0 ^fb(67,8) 10242 1 6146 1 0 ^fb(67,8) 2050 1 0 0 0 ^fb(67,8) 0 516 0 0 0 ^fb(67,9) 4 8 5 5 1 ^fb(67,9) 8193 1 4097 1 0 ^fb(67,9) 10242 1 6146 1 0 ^fb(67,9) 2050 1 0 0 0 ^fb(67,9) 0 516 0 0 0 ^fb(67,10) 4 9 5 5 1 ^fb(67,10) 8193 1 4097 1 0 ^fb(67,10) 10242 1 6146 1 0 ^fb(67,10) 2050 1 0 0 0 ^fb(67,10) 0 516 0 0 0 ^fb(67,11) 4 10 5 5 1 ^fb(67,11) 8193 1 4097 1 0 ^fb(67,11) 10242 1 6146 1 0 ^fb(67,11) 2050 1 0 0 0 ^fb(67,11) 0 516 0 0 0 ^fb(67,16) 4 5 5 6 1 ^fb(67,16) 12289 1 8193 1 0 ^fb(67,16) 4097 1 10243 1 0 ^fb(67,16) 6146 1 2050 1 0 ^fb(67,16) 0 518 0 0 0 ^fb(67,17) 4 6 5 6 1 ^fb(67,17) 12289 1 8193 1 0 ^fb(67,17) 4097 1 10243 1 0 ^fb(67,17) 6146 1 2050 1 0 ^fb(67,17) 0 518 0 0 0 ^fb(67,18) 4 7 5 6 1 ^fb(67,18) 12289 1 8193 1 0 ^fb(67,18) 4097 1 10243 1 0 ^fb(67,18) 6146 1 2050 1 0 ^fb(67,18) 0 518 0 0 0 ^fb(67,19) 4 8 5 6 1 ^fb(67,19) 12289 1 8193 1 0 ^fb(67,19) 4097 1 10243 1 0 ^fb(67,19) 6146 1 2050 1 0 ^fb(67,19) 0 518 0 0 0 ^fb(67,20) 4 9 5 6 1 ^fb(67,20) 12289 1 8193 1 0 ^fb(67,20) 4097 1 10243 1 0 ^fb(67,20) 6146 1 2050 1 0 ^fb(67,20) 0 518 0 0 0 ^fb(67,21) 4 10 5 6 1 ^fb(67,21) 12289 1 8193 1 0 ^fb(67,21) 4097 1 10243 1 0 ^fb(67,21) 6146 1 2050 1 0 ^fb(67,21) 0 518 0 0 0 ^fb(67,22) 4 11 5 6 1 ^fb(67,22) 12289 1 8193 1 0 ^fb(67,22) 4097 1 10243 1 0 ^fb(67,22) 6146 1 2050 1 0 ^fb(67,22) 0 518 0 0 0 ^fb(67,23) 4 1 1 6 0 ^fb(67,23) 12288 2 8192 2 0 ^fb(67,23) 4096 2 10242 1 0 ^fb(67,23) 6145 1 2049 1 0 ^fb(67,24) 4 1 1 6 1 ^fb(67,24) 12289 1 8193 1 0 ^fb(67,24) 4097 1 10243 1 0 ^fb(67,24) 6146 1 2050 1 0 ^fb(67,24) 0 518 0 0 0 ^fb(67,25) 4 1 1 6 1 ^fb(67,25) 12290 1 8194 1 0 ^fb(67,25) 4098 1 10244 1 0 ^fb(67,25) 6147 1 2051 1 0 ^fb(67,25) 1 518 0 0 0 ^fb(67,26) 4 3 5 6 1 ^fb(67,26) 12289 1 8193 1 0 ^fb(67,26) 4097 1 10243 1 0 ^fb(67,26) 6146 1 2050 1 0 ^fb(67,26) 0 518 0 0 0 ^fb(67,27) 4 4 5 6 1 ^fb(67,27) 12289 1 8193 1 0 ^fb(67,27) 4097 1 10243 1 0 ^fb(67,27) 6146 1 2050 1 0 ^fb(67,27) 0 518 0 0 0 ^fb(68,0) 4 11 5 4 0 ^fb(68,0) 10242 1 8193 1 0 ^fb(68,0) 6146 1 4099 1 0 ^fb(68,1) 4 1 1 4 0 ^fb(68,1) 10241 1 8192 2 0 ^fb(68,1) 6145 1 4098 1 0 ^fb(68,2) 4 1 1 4 0 ^fb(68,2) 10242 1 8193 1 0 ^fb(68,2) 6146 1 4099 1 0 ^fb(68,3) 4 1 1 4 0 ^fb(68,3) 10243 1 8194 1 0 ^fb(68,3) 6147 1 4100 1 0 ^fb(68,4) 4 3 5 4 0 ^fb(68,4) 10242 1 8193 1 0 ^fb(68,4) 6146 1 4099 1 0 ^fb(68,5) 4 4 5 4 0 ^fb(68,5) 10242 1 8193 1 0 ^fb(68,5) 6146 1 4099 1 0 ^fb(68,6) 4 5 5 4 0 ^fb(68,6) 10242 1 8193 1 0 ^fb(68,6) 6146 1 4099 1 0 ^fb(68,7) 4 6 5 4 0 ^fb(68,7) 10242 1 8193 1 0 ^fb(68,7) 6146 1 4099 1 0 ^fb(68,8) 4 7 5 4 0 ^fb(68,8) 10242 1 8193 1 0 ^fb(68,8) 6146 1 4099 1 0 ^fb(68,9) 4 8 5 4 0 ^fb(68,9) 10242 1 8193 1 0 ^fb(68,9) 6146 1 4099 1 0 ^fb(68,10) 4 9 5 4 0 ^fb(68,10) 10242 1 8193 1 0 ^fb(68,10) 6146 1 4099 1 0 ^fb(68,11) 4 10 5 4 0 ^fb(68,11) 10242 1 8193 1 0 ^fb(68,11) 6146 1 4099 1 0 ^fb(68,16) 4 5 5 6 0 ^fb(68,16) 12289 1 8193 1 0 ^fb(68,16) 4097 1 10243 1 0 ^fb(68,16) 6146 1 2052 1 0 ^fb(68,17) 4 6 5 6 0 ^fb(68,17) 12289 1 8193 1 0 ^fb(68,17) 4097 1 10243 1 0 ^fb(68,17) 6146 1 2052 1 0 ^fb(68,18) 4 7 5 6 0 ^fb(68,18) 12289 1 8193 1 0 ^fb(68,18) 4097 1 10243 1 0 ^fb(68,18) 6146 1 2052 1 0 ^fb(68,19) 4 8 5 6 0 ^fb(68,19) 12289 1 8193 1 0 ^fb(68,19) 4097 1 10243 1 0 ^fb(68,19) 6146 1 2052 1 0 ^fb(68,20) 4 9 5 6 0 ^fb(68,20) 12289 1 8193 1 0 ^fb(68,20) 4097 1 10243 1 0 ^fb(68,20) 6146 1 2052 1 0 ^fb(68,21) 4 10 5 6 0 ^fb(68,21) 12289 1 8193 1 0 ^fb(68,21) 4097 1 10243 1 0 ^fb(68,21) 6146 1 2052 1 0 ^fb(68,22) 4 11 5 6 0 ^fb(68,22) 12289 1 8193 1 0 ^fb(68,22) 4097 1 10243 1 0 ^fb(68,22) 6146 1 2052 1 0 ^fb(68,23) 4 1 1 6 0 ^fb(68,23) 12288 2 8192 2 0 ^fb(68,23) 4096 2 10242 1 0 ^fb(68,23) 6145 1 2051 1 0 ^fb(68,24) 4 1 1 6 0 ^fb(68,24) 12289 1 8193 1 0 ^fb(68,24) 4097 1 10243 1 0 ^fb(68,24) 6146 1 2052 1 0 ^fb(68,25) 4 2 5 6 0 ^fb(68,25) 12289 1 8193 1 0 ^fb(68,25) 4097 1 10243 1 0 ^fb(68,25) 6146 1 2052 1 0 ^fb(68,26) 4 3 5 6 0 ^fb(68,26) 12289 1 8193 1 0 ^fb(68,26) 4097 1 10243 1 0 ^fb(68,26) 6146 1 2052 1 0 ^fb(68,27) 4 4 5 6 0 ^fb(68,27) 12289 1 8193 1 0 ^fb(68,27) 4097 1 10243 1 0 ^fb(68,27) 6146 1 2052 1 0 ^fb(69,0) 4 11 5 5 1 ^fb(69,0) 10242 1 8193 1 0 ^fb(69,0) 6146 1 4099 1 0 ^fb(69,0) 2051 1 0 0 0 ^fb(69,0) 2 258 0 0 0 ^fb(69,1) 4 1 1 5 1 ^fb(69,1) 10241 1 8192 2 0 ^fb(69,1) 6145 1 4098 1 0 ^fb(69,1) 2050 1 0 0 0 ^fb(69,1) 1 258 0 0 0 ^fb(69,2) 4 1 1 5 1 ^fb(69,2) 10242 1 8193 1 0 ^fb(69,2) 6146 1 4099 1 0 ^fb(69,2) 2051 1 0 0 0 ^fb(69,2) 2 258 0 0 0 ^fb(69,3) 4 1 1 5 1 ^fb(69,3) 10243 1 8194 1 0 ^fb(69,3) 6147 1 4100 1 0 ^fb(69,3) 2052 1 0 0 0 ^fb(69,3) 3 258 0 0 0 ^fb(69,4) 4 3 5 5 1 ^fb(69,4) 10242 1 8193 1 0 ^fb(69,4) 6146 1 4099 1 0 ^fb(69,4) 2051 1 0 0 0 ^fb(69,4) 2 258 0 0 0 ^fb(69,5) 4 4 5 5 1 ^fb(69,5) 10242 1 8193 1 0 ^fb(69,5) 6146 1 4099 1 0 ^fb(69,5) 2051 1 0 0 0 ^fb(69,5) 2 258 0 0 0 ^fb(69,6) 4 5 5 5 1 ^fb(69,6) 10242 1 8193 1 0 ^fb(69,6) 6146 1 4099 1 0 ^fb(69,6) 2051 1 0 0 0 ^fb(69,6) 2 258 0 0 0 ^fb(69,7) 4 6 5 5 1 ^fb(69,7) 10242 1 8193 1 0 ^fb(69,7) 6146 1 4099 1 0 ^fb(69,7) 2051 1 0 0 0 ^fb(69,7) 2 258 0 0 0 ^fb(69,8) 4 7 5 5 1 ^fb(69,8) 10242 1 8193 1 0 ^fb(69,8) 6146 1 4099 1 0 ^fb(69,8) 2051 1 0 0 0 ^fb(69,8) 2 258 0 0 0 ^fb(69,9) 4 8 5 5 1 ^fb(69,9) 10242 1 8193 1 0 ^fb(69,9) 6146 1 4099 1 0 ^fb(69,9) 2051 1 0 0 0 ^fb(69,9) 2 258 0 0 0 ^fb(69,10) 4 9 5 5 1 ^fb(69,10) 10242 1 8193 1 0 ^fb(69,10) 6146 1 4099 1 0 ^fb(69,10) 2051 1 0 0 0 ^fb(69,10) 2 258 0 0 0 ^fb(69,11) 4 10 5 5 1 ^fb(69,11) 10242 1 8193 1 0 ^fb(69,11) 6146 1 4099 1 0 ^fb(69,11) 2051 1 0 0 0 ^fb(69,11) 2 258 0 0 0 ^fb(70,0) 4 11 5 5 1 ^fb(70,0) 10242 1 8193 1 0 ^fb(70,0) 6146 1 4099 1 0 ^fb(70,0) 2051 1 0 0 0 ^fb(70,0) 2 258 0 0 0 ^fb(70,1) 4 1 1 5 1 ^fb(70,1) 10241 1 8192 2 0 ^fb(70,1) 6145 1 4098 1 0 ^fb(70,1) 2050 1 0 0 0 ^fb(70,1) 1 258 0 0 0 ^fb(70,2) 4 1 1 5 1 ^fb(70,2) 10242 1 8193 1 0 ^fb(70,2) 6146 1 4099 1 0 ^fb(70,2) 2051 1 0 0 0 ^fb(70,2) 2 258 0 0 0 ^fb(70,3) 4 1 1 5 1 ^fb(70,3) 10243 1 8194 1 0 ^fb(70,3) 6147 1 4100 1 0 ^fb(70,3) 2050 1 0 0 0 ^fb(70,3) 1 260 0 0 0 ^fb(70,4) 4 3 5 5 1 ^fb(70,4) 10242 1 8193 1 0 ^fb(70,4) 6146 1 4099 1 0 ^fb(70,4) 2051 1 0 0 0 ^fb(70,4) 2 258 0 0 0 ^fb(70,5) 4 4 5 5 1 ^fb(70,5) 10242 1 8193 1 0 ^fb(70,5) 6146 1 4099 1 0 ^fb(70,5) 2051 1 0 0 0 ^fb(70,5) 2 258 0 0 0 ^fb(70,6) 4 5 5 5 1 ^fb(70,6) 10242 1 8193 1 0 ^fb(70,6) 6146 1 4099 1 0 ^fb(70,6) 2051 1 0 0 0 ^fb(70,6) 2 258 0 0 0 ^fb(70,7) 4 6 5 5 1 ^fb(70,7) 10242 1 8193 1 0 ^fb(70,7) 6146 1 4099 1 0 ^fb(70,7) 2051 1 0 0 0 ^fb(70,7) 2 258 0 0 0 ^fb(70,8) 4 7 5 5 1 ^fb(70,8) 10242 1 8193 1 0 ^fb(70,8) 6146 1 4099 1 0 ^fb(70,8) 2051 1 0 0 0 ^fb(70,8) 2 258 0 0 0 ^fb(70,9) 4 8 5 5 1 ^fb(70,9) 10242 1 8193 1 0 ^fb(70,9) 6146 1 4099 1 0 ^fb(70,9) 2051 1 0 0 0 ^fb(70,9) 2 258 0 0 0 ^fb(70,10) 4 9 5 5 1 ^fb(70,10) 10242 1 8193 1 0 ^fb(70,10) 6146 1 4099 1 0 ^fb(70,10) 2051 1 0 0 0 ^fb(70,10) 2 258 0 0 0 ^fb(70,11) 4 10 5 5 1 ^fb(70,11) 10242 1 8193 1 0 ^fb(70,11) 6146 1 4099 1 0 ^fb(70,11) 2051 1 0 0 0 ^fb(70,11) 2 258 0 0 0 ^fb(71,0) 4 7 5 5 0 ^fb(71,0) 8193 1 10242 1 0 ^fb(71,0) 6146 1 4098 1 0 ^fb(71,0) 2052 1 0 0 0 ^fb(71,1) 4 8 5 5 0 ^fb(71,1) 8193 1 10242 1 0 ^fb(71,1) 6146 1 4098 1 0 ^fb(71,1) 2052 1 0 0 0 ^fb(71,2) 4 9 5 5 0 ^fb(71,2) 8193 1 10242 1 0 ^fb(71,2) 6146 1 4098 1 0 ^fb(71,2) 2052 1 0 0 0 ^fb(71,3) 4 10 5 5 0 ^fb(71,3) 8193 1 10242 1 0 ^fb(71,3) 6146 1 4098 1 0 ^fb(71,3) 2052 1 0 0 0 ^fb(71,4) 4 11 5 5 0 ^fb(71,4) 8193 1 10242 1 0 ^fb(71,4) 6146 1 4098 1 0 ^fb(71,4) 2052 1 0 0 0 ^fb(71,5) 4 1 1 5 0 ^fb(71,5) 8192 2 10241 1 0 ^fb(71,5) 6145 1 4097 1 0 ^fb(71,5) 2051 1 0 0 0 ^fb(71,6) 4 1 1 5 0 ^fb(71,6) 8193 1 10242 1 0 ^fb(71,6) 6146 1 4098 1 0 ^fb(71,6) 2052 1 0 0 0 ^fb(71,7) 4 2 5 5 0 ^fb(71,7) 8193 1 10242 1 0 ^fb(71,7) 6146 1 4098 1 0 ^fb(71,7) 2052 1 0 0 0 ^fb(71,8) 4 3 5 5 0 ^fb(71,8) 8193 1 10242 1 0 ^fb(71,8) 6146 1 4098 1 0 ^fb(71,8) 2052 1 0 0 0 ^fb(71,9) 4 4 5 5 0 ^fb(71,9) 8193 1 10242 1 0 ^fb(71,9) 6146 1 4098 1 0 ^fb(71,9) 2052 1 0 0 0 ^fb(71,10) 4 5 5 5 0 ^fb(71,10) 8193 1 10242 1 0 ^fb(71,10) 6146 1 4098 1 0 ^fb(71,10) 2052 1 0 0 0 ^fb(71,11) 4 6 5 5 0 ^fb(71,11) 8193 1 10242 1 0 ^fb(71,11) 6146 1 4098 1 0 ^fb(71,11) 2052 1 0 0 0 ^fb(71,16) 4 5 5 6 0 ^fb(71,16) 12289 1 8193 1 0 ^fb(71,16) 6146 1 2051 1 0 ^fb(71,16) 4099 1 10240 4 0 ^fb(71,17) 4 6 5 6 0 ^fb(71,17) 12289 1 8193 1 0 ^fb(71,17) 6146 1 2051 1 0 ^fb(71,17) 4099 1 10240 4 0 ^fb(71,18) 4 7 5 6 0 ^fb(71,18) 12289 1 8193 1 0 ^fb(71,18) 6146 1 2051 1 0 ^fb(71,18) 4099 1 10240 4 0 ^fb(71,19) 4 8 5 6 0 ^fb(71,19) 12289 1 8193 1 0 ^fb(71,19) 6146 1 2051 1 0 ^fb(71,19) 4099 1 10240 4 0 ^fb(71,20) 4 9 5 6 0 ^fb(71,20) 12289 1 8193 1 0 ^fb(71,20) 6146 1 2051 1 0 ^fb(71,20) 4099 1 10240 4 0 ^fb(71,21) 4 10 5 6 0 ^fb(71,21) 12289 1 8193 1 0 ^fb(71,21) 6146 1 2051 1 0 ^fb(71,21) 4099 1 10240 4 0 ^fb(71,22) 4 11 5 6 0 ^fb(71,22) 12289 1 8193 1 0 ^fb(71,22) 6146 1 2051 1 0 ^fb(71,22) 4099 1 10240 4 0 ^fb(71,23) 4 1 1 6 0 ^fb(71,23) 12288 2 8192 2 0 ^fb(71,23) 6145 1 2050 1 0 ^fb(71,23) 4098 1 10240 4 0 ^fb(71,24) 4 1 1 6 0 ^fb(71,24) 12289 1 8193 1 0 ^fb(71,24) 6146 1 2051 1 0 ^fb(71,24) 4099 1 10240 4 0 ^fb(71,25) 4 1 1 6 0 ^fb(71,25) 12290 1 8194 1 0 ^fb(71,25) 6147 1 2052 1 0 ^fb(71,25) 4100 1 10240 4 0 ^fb(71,26) 4 3 5 6 0 ^fb(71,26) 12289 1 8193 1 0 ^fb(71,26) 6146 1 2051 1 0 ^fb(71,26) 4099 1 10240 4 0 ^fb(71,27) 4 4 5 6 0 ^fb(71,27) 12289 1 8193 1 0 ^fb(71,27) 6146 1 2051 1 0 ^fb(71,27) 4099 1 10240 4 0 ^fb(72,0) 4 11 4 5 0 ^fb(72,0) 10242 1 8193 1 0 ^fb(72,0) 6146 1 4098 1 0 ^fb(72,0) 2049 1 0 0 0 ^fb(72,1) 4 1 0 5 0 ^fb(72,1) 10241 1 8192 2 0 ^fb(72,1) 6145 1 4097 1 0 ^fb(72,1) 2048 2 0 0 0 ^fb(72,2) 4 1 0 5 0 ^fb(72,2) 10242 1 8193 1 0 ^fb(72,2) 6146 1 4098 1 0 ^fb(72,2) 2049 1 0 0 0 ^fb(72,3) 4 1 1 5 0 ^fb(72,3) 10243 1 8194 1 0 ^fb(72,3) 6147 1 4099 1 0 ^fb(72,3) 2050 1 0 0 0 ^fb(72,4) 4 1 1 5 0 ^fb(72,4) 10244 1 8195 1 0 ^fb(72,4) 6148 1 4100 1 0 ^fb(72,4) 2051 1 0 0 0 ^fb(72,5) 4 4 5 5 0 ^fb(72,5) 10242 1 8193 1 0 ^fb(72,5) 6146 1 4098 1 0 ^fb(72,5) 2049 1 0 0 0 ^fb(72,6) 4 5 5 5 0 ^fb(72,6) 10242 1 8193 1 0 ^fb(72,6) 6146 1 4098 1 0 ^fb(72,6) 2049 1 0 0 0 ^fb(72,7) 4 6 5 5 0 ^fb(72,7) 10242 1 8193 1 0 ^fb(72,7) 6146 1 4098 1 0 ^fb(72,7) 2049 1 0 0 0 ^fb(72,8) 4 7 5 5 0 ^fb(72,8) 10242 1 8193 1 0 ^fb(72,8) 6146 1 4098 1 0 ^fb(72,8) 2049 1 0 0 0 ^fb(72,9) 4 8 5 5 0 ^fb(72,9) 10242 1 8193 1 0 ^fb(72,9) 6146 1 4098 1 0 ^fb(72,9) 2049 1 0 0 0 ^fb(72,10) 4 9 5 5 0 ^fb(72,10) 10242 1 8193 1 0 ^fb(72,10) 6146 1 4098 1 0 ^fb(72,10) 2049 1 0 0 0 ^fb(72,11) 4 10 5 5 0 ^fb(72,11) 10242 1 8193 1 0 ^fb(72,11) 6146 1 4098 1 0 ^fb(72,11) 2049 1 0 0 0 ^fb(72,16) 4 4 5 5 0 ^fb(72,16) 10240 4 12290 1 0 ^fb(72,16) 8194 1 6147 1 0 ^fb(72,16) 4097 1 0 0 0 ^fb(72,17) 4 5 5 5 0 ^fb(72,17) 10240 4 12290 1 0 ^fb(72,17) 8194 1 6147 1 0 ^fb(72,17) 4097 1 0 0 0 ^fb(72,18) 4 6 5 5 0 ^fb(72,18) 10240 4 12290 1 0 ^fb(72,18) 8194 1 6147 1 0 ^fb(72,18) 4097 1 0 0 0 ^fb(72,19) 4 7 5 5 0 ^fb(72,19) 10240 4 12290 1 0 ^fb(72,19) 8194 1 6147 1 0 ^fb(72,19) 4097 1 0 0 0 ^fb(72,20) 4 8 5 5 0 ^fb(72,20) 10240 4 12290 1 0 ^fb(72,20) 8194 1 6147 1 0 ^fb(72,20) 4097 1 0 0 0 ^fb(72,21) 4 9 5 5 0 ^fb(72,21) 10240 4 12290 1 0 ^fb(72,21) 8194 1 6147 1 0 ^fb(72,21) 4097 1 0 0 0 ^fb(72,22) 4 10 5 5 0 ^fb(72,22) 10240 4 12290 1 0 ^fb(72,22) 8194 1 6147 1 0 ^fb(72,22) 4097 1 0 0 0 ^fb(72,23) 4 11 5 5 0 ^fb(72,23) 10240 4 12290 1 0 ^fb(72,23) 8194 1 6147 1 0 ^fb(72,23) 4097 1 0 0 0 ^fb(72,24) 4 1 1 5 0 ^fb(72,24) 12289 1 10240 4 0 ^fb(72,24) 8193 1 4096 2 0 ^fb(72,24) 6146 1 0 0 0 ^fb(72,25) 4 1 1 5 0 ^fb(72,25) 12290 1 10240 4 0 ^fb(72,25) 8194 1 4097 1 0 ^fb(72,25) 6147 1 0 0 0 ^fb(72,26) 4 1 1 5 0 ^fb(72,26) 12291 1 10240 4 0 ^fb(72,26) 8195 1 6148 1 0 ^fb(72,26) 4098 1 0 0 0 ^fb(72,27) 4 3 5 5 0 ^fb(72,27) 10240 4 12290 1 0 ^fb(72,27) 8194 1 6147 1 0 ^fb(72,27) 4097 1 0 0 0 ^fb(73,0) 4 5 4 6 0 ^fb(73,0) 12289 1 8193 1 0 ^fb(73,0) 4097 1 10243 1 0 ^fb(73,0) 6147 1 2051 1 0 ^fb(73,1) 4 6 4 6 0 ^fb(73,1) 12289 1 8193 1 0 ^fb(73,1) 4097 1 10243 1 0 ^fb(73,1) 6147 1 2051 1 0 ^fb(73,2) 4 7 4 6 0 ^fb(73,2) 12289 1 8193 1 0 ^fb(73,2) 4097 1 10243 1 0 ^fb(73,2) 6147 1 2051 1 0 ^fb(73,3) 4 8 4 6 0 ^fb(73,3) 12289 1 8193 1 0 ^fb(73,3) 4097 1 10243 1 0 ^fb(73,3) 6147 1 2051 1 0 ^fb(73,4) 4 9 4 6 0 ^fb(73,4) 12289 1 8193 1 0 ^fb(73,4) 4097 1 10243 1 0 ^fb(73,4) 6147 1 2051 1 0 ^fb(73,5) 4 10 4 6 0 ^fb(73,5) 12289 1 8193 1 0 ^fb(73,5) 4097 1 10243 1 0 ^fb(73,5) 6147 1 2051 1 0 ^fb(73,6) 4 11 4 6 0 ^fb(73,6) 12289 1 8193 1 0 ^fb(73,6) 4097 1 10243 1 0 ^fb(73,6) 6147 1 2051 1 0 ^fb(73,7) 4 1 0 6 0 ^fb(73,7) 12288 2 8192 2 0 ^fb(73,7) 4096 2 10242 1 0 ^fb(73,7) 6146 1 2050 1 0 ^fb(73,8) 4 1 1 6 0 ^fb(73,8) 12289 1 8193 1 0 ^fb(73,8) 4097 1 10243 1 0 ^fb(73,8) 6147 1 2051 1 0 ^fb(73,9) 4 1 0 6 0 ^fb(73,9) 12290 1 8194 1 0 ^fb(73,9) 4098 1 10244 1 0 ^fb(73,9) 6148 1 2052 1 0 ^fb(73,10) 4 3 4 6 0 ^fb(73,10) 12289 1 8193 1 0 ^fb(73,10) 4097 1 10243 1 0 ^fb(73,10) 6147 1 2051 1 0 ^fb(73,11) 4 4 4 6 0 ^fb(73,11) 12289 1 8193 1 0 ^fb(73,11) 4097 1 10243 1 0 ^fb(73,11) 6147 1 2051 1 0 ^fb(74,0) 4 5 5 5 0 ^fb(74,0) 12289 1 8193 1 0 ^fb(74,0) 6147 1 4099 1 0 ^fb(74,0) 10240 4 0 0 0 ^fb(74,1) 4 6 5 5 0 ^fb(74,1) 12289 1 8193 1 0 ^fb(74,1) 6147 1 4099 1 0 ^fb(74,1) 10240 4 0 0 0 ^fb(74,2) 4 7 5 5 0 ^fb(74,2) 12289 1 8193 1 0 ^fb(74,2) 6147 1 4099 1 0 ^fb(74,2) 10240 4 0 0 0 ^fb(74,3) 4 8 5 5 0 ^fb(74,3) 12289 1 8193 1 0 ^fb(74,3) 6147 1 4099 1 0 ^fb(74,3) 10240 4 0 0 0 ^fb(74,4) 4 9 5 5 0 ^fb(74,4) 12289 1 8193 1 0 ^fb(74,4) 6147 1 4099 1 0 ^fb(74,4) 10240 4 0 0 0 ^fb(74,5) 4 10 5 5 0 ^fb(74,5) 12289 1 8193 1 0 ^fb(74,5) 6147 1 4099 1 0 ^fb(74,5) 10240 4 0 0 0 ^fb(74,6) 4 11 5 5 0 ^fb(74,6) 12289 1 8193 1 0 ^fb(74,6) 6147 1 4099 1 0 ^fb(74,6) 10240 4 0 0 0 ^fb(74,7) 4 1 1 5 0 ^fb(74,7) 12288 2 8192 2 0 ^fb(74,7) 6146 1 4098 1 0 ^fb(74,7) 10240 4 0 0 0 ^fb(74,8) 4 1 1 5 0 ^fb(74,8) 12289 1 8193 1 0 ^fb(74,8) 6147 1 4099 1 0 ^fb(74,8) 10240 4 0 0 0 ^fb(74,9) 4 1 1 5 0 ^fb(74,9) 12290 1 8194 1 0 ^fb(74,9) 6148 1 4100 1 0 ^fb(74,9) 10240 4 0 0 0 ^fb(74,10) 4 3 5 5 0 ^fb(74,10) 12289 1 8193 1 0 ^fb(74,10) 6147 1 4099 1 0 ^fb(74,10) 10240 4 0 0 0 ^fb(74,11) 4 4 5 5 0 ^fb(74,11) 12289 1 8193 1 0 ^fb(74,11) 6147 1 4099 1 0 ^fb(74,11) 10240 4 0 0 0 ^fb(74,16) 4 1 1 5 0 ^fb(74,16) 10240 2 8192 2 0 ^fb(74,16) 6144 2 4096 2 0 ^fb(74,16) 2050 1 0 0 0 ^fb(74,17) 4 1 1 5 0 ^fb(74,17) 10241 1 8193 1 0 ^fb(74,17) 6145 1 4097 1 0 ^fb(74,17) 2051 1 0 0 0 ^fb(74,18) 4 2 5 5 0 ^fb(74,18) 10241 1 8193 1 0 ^fb(74,18) 6145 1 4097 1 0 ^fb(74,18) 2051 1 0 0 0 ^fb(74,19) 4 3 5 5 0 ^fb(74,19) 10241 1 8193 1 0 ^fb(74,19) 6145 1 4097 1 0 ^fb(74,19) 2051 1 0 0 0 ^fb(74,20) 4 4 5 5 0 ^fb(74,20) 10241 1 8193 1 0 ^fb(74,20) 6145 1 4097 1 0 ^fb(74,20) 2051 1 0 0 0 ^fb(74,21) 4 5 5 5 0 ^fb(74,21) 10241 1 8193 1 0 ^fb(74,21) 6145 1 4097 1 0 ^fb(74,21) 2051 1 0 0 0 ^fb(74,22) 4 6 5 5 0 ^fb(74,22) 10241 1 8193 1 0 ^fb(74,22) 6145 1 4097 1 0 ^fb(74,22) 2051 1 0 0 0 ^fb(74,23) 4 7 5 5 0 ^fb(74,23) 10241 1 8193 1 0 ^fb(74,23) 6145 1 4097 1 0 ^fb(74,23) 2051 1 0 0 0 ^fb(74,24) 4 8 5 5 0 ^fb(74,24) 10241 1 8193 1 0 ^fb(74,24) 6145 1 4097 1 0 ^fb(74,24) 2051 1 0 0 0 ^fb(74,25) 4 9 5 5 0 ^fb(74,25) 10241 1 8193 1 0 ^fb(74,25) 6145 1 4097 1 0 ^fb(74,25) 2051 1 0 0 0 ^fb(74,26) 4 10 5 5 0 ^fb(74,26) 10241 1 8193 1 0 ^fb(74,26) 6145 1 4097 1 0 ^fb(74,26) 2051 1 0 0 0 ^fb(74,27) 4 11 5 5 0 ^fb(74,27) 10241 1 8193 1 0 ^fb(74,27) 6145 1 4097 1 0 ^fb(74,27) 2051 1 0 0 0 ^fb(75,0) 4 11 5 5 0 ^fb(75,0) 10242 1 8193 1 0 ^fb(75,0) 6146 1 4098 1 0 ^fb(75,0) 2051 1 0 0 0 ^fb(75,1) 4 1 1 5 0 ^fb(75,1) 10241 1 8192 2 0 ^fb(75,1) 6145 1 4097 1 0 ^fb(75,1) 2050 1 0 0 0 ^fb(75,2) 4 1 1 5 0 ^fb(75,2) 10242 1 8193 1 0 ^fb(75,2) 6146 1 4098 1 0 ^fb(75,2) 2051 1 0 0 0 ^fb(75,3) 4 1 1 5 0 ^fb(75,3) 10243 1 8194 1 0 ^fb(75,3) 6147 1 4099 1 0 ^fb(75,3) 2052 1 0 0 0 ^fb(75,4) 4 3 5 5 0 ^fb(75,4) 10242 1 8193 1 0 ^fb(75,4) 6146 1 4098 1 0 ^fb(75,4) 2051 1 0 0 0 ^fb(75,5) 4 4 5 5 0 ^fb(75,5) 10242 1 8193 1 0 ^fb(75,5) 6146 1 4098 1 0 ^fb(75,5) 2051 1 0 0 0 ^fb(75,6) 4 5 5 5 0 ^fb(75,6) 10242 1 8193 1 0 ^fb(75,6) 6146 1 4098 1 0 ^fb(75,6) 2051 1 0 0 0 ^fb(75,7) 4 6 5 5 0 ^fb(75,7) 10242 1 8193 1 0 ^fb(75,7) 6146 1 4098 1 0 ^fb(75,7) 2051 1 0 0 0 ^fb(75,8) 4 7 5 5 0 ^fb(75,8) 10242 1 8193 1 0 ^fb(75,8) 6146 1 4098 1 0 ^fb(75,8) 2051 1 0 0 0 ^fb(75,9) 4 8 5 5 0 ^fb(75,9) 10242 1 8193 1 0 ^fb(75,9) 6146 1 4098 1 0 ^fb(75,9) 2051 1 0 0 0 ^fb(75,10) 4 9 5 5 0 ^fb(75,10) 10242 1 8193 1 0 ^fb(75,10) 6146 1 4098 1 0 ^fb(75,10) 2051 1 0 0 0 ^fb(75,11) 4 10 5 5 0 ^fb(75,11) 10242 1 8193 1 0 ^fb(75,11) 6146 1 4098 1 0 ^fb(75,11) 2051 1 0 0 0 ^fb(76,0) 4 11 5 5 1 ^fb(76,0) 10242 1 8193 1 0 ^fb(76,0) 6146 1 4099 1 0 ^fb(76,0) 2051 1 0 0 0 ^fb(76,0) 2 258 0 0 0 ^fb(76,1) 4 1 1 5 1 ^fb(76,1) 10241 1 8192 2 0 ^fb(76,1) 6145 1 4098 1 0 ^fb(76,1) 2050 1 0 0 0 ^fb(76,1) 1 258 0 0 0 ^fb(76,2) 4 1 1 5 1 ^fb(76,2) 10242 1 8193 1 0 ^fb(76,2) 6146 1 4099 1 0 ^fb(76,2) 2051 1 0 0 0 ^fb(76,2) 2 258 0 0 0 ^fb(76,3) 4 1 1 5 1 ^fb(76,3) 10243 1 8194 1 0 ^fb(76,3) 6147 1 4100 1 0 ^fb(76,3) 2052 1 0 0 0 ^fb(76,3) 3 258 0 0 0 ^fb(76,4) 4 3 5 5 1 ^fb(76,4) 10242 1 8193 1 0 ^fb(76,4) 6146 1 4099 1 0 ^fb(76,4) 2051 1 0 0 0 ^fb(76,4) 2 258 0 0 0 ^fb(76,5) 4 4 5 5 1 ^fb(76,5) 10242 1 8193 1 0 ^fb(76,5) 6146 1 4099 1 0 ^fb(76,5) 2051 1 0 0 0 ^fb(76,5) 2 258 0 0 0 ^fb(76,6) 4 5 5 5 1 ^fb(76,6) 10242 1 8193 1 0 ^fb(76,6) 6146 1 4099 1 0 ^fb(76,6) 2051 1 0 0 0 ^fb(76,6) 2 258 0 0 0 ^fb(76,7) 4 6 5 5 1 ^fb(76,7) 10242 1 8193 1 0 ^fb(76,7) 6146 1 4099 1 0 ^fb(76,7) 2051 1 0 0 0 ^fb(76,7) 2 258 0 0 0 ^fb(76,8) 4 7 5 5 1 ^fb(76,8) 10242 1 8193 1 0 ^fb(76,8) 6146 1 4099 1 0 ^fb(76,8) 2051 1 0 0 0 ^fb(76,8) 2 258 0 0 0 ^fb(76,9) 4 8 5 5 1 ^fb(76,9) 10242 1 8193 1 0 ^fb(76,9) 6146 1 4099 1 0 ^fb(76,9) 2051 1 0 0 0 ^fb(76,9) 2 258 0 0 0 ^fb(76,10) 4 9 5 5 1 ^fb(76,10) 10242 1 8193 1 0 ^fb(76,10) 6146 1 4099 1 0 ^fb(76,10) 2051 1 0 0 0 ^fb(76,10) 2 258 0 0 0 ^fb(76,11) 4 10 5 5 1 ^fb(76,11) 10242 1 8193 1 0 ^fb(76,11) 6146 1 4099 1 0 ^fb(76,11) 2051 1 0 0 0 ^fb(76,11) 2 258 0 0 0 ^fb(77,0) 4 5 5 6 0 ^fb(77,0) 12289 1 8193 1 0 ^fb(77,0) 4097 1 10243 1 0 ^fb(77,0) 6147 1 2050 1 0 ^fb(77,1) 4 6 5 6 0 ^fb(77,1) 12289 1 8193 1 0 ^fb(77,1) 4097 1 10243 1 0 ^fb(77,1) 6147 1 2050 1 0 ^fb(77,2) 4 7 5 6 0 ^fb(77,2) 12289 1 8193 1 0 ^fb(77,2) 4097 1 10243 1 0 ^fb(77,2) 6147 1 2050 1 0 ^fb(77,3) 4 8 5 6 0 ^fb(77,3) 12289 1 8193 1 0 ^fb(77,3) 4097 1 10243 1 0 ^fb(77,3) 6147 1 2050 1 0 ^fb(77,4) 4 9 5 6 0 ^fb(77,4) 12289 1 8193 1 0 ^fb(77,4) 4097 1 10243 1 0 ^fb(77,4) 6147 1 2050 1 0 ^fb(77,5) 4 10 5 6 0 ^fb(77,5) 12289 1 8193 1 0 ^fb(77,5) 4097 1 10243 1 0 ^fb(77,5) 6147 1 2050 1 0 ^fb(77,6) 4 11 5 6 0 ^fb(77,6) 12289 1 8193 1 0 ^fb(77,6) 4097 1 10243 1 0 ^fb(77,6) 6147 1 2050 1 0 ^fb(77,7) 4 1 1 6 0 ^fb(77,7) 12288 2 8192 2 0 ^fb(77,7) 4096 2 10242 1 0 ^fb(77,7) 6146 1 2049 1 0 ^fb(77,8) 4 1 1 6 0 ^fb(77,8) 12289 1 8193 1 0 ^fb(77,8) 4097 1 10243 1 0 ^fb(77,8) 6147 1 2050 1 0 ^fb(77,9) 4 1 1 6 0 ^fb(77,9) 12290 1 8194 1 0 ^fb(77,9) 4098 1 10244 1 0 ^fb(77,9) 6148 1 2051 1 0 ^fb(77,10) 4 3 5 6 0 ^fb(77,10) 12289 1 8193 1 0 ^fb(77,10) 4097 1 10243 1 0 ^fb(77,10) 6147 1 2050 1 0 ^fb(77,11) 4 4 5 6 0 ^fb(77,11) 12289 1 8193 1 0 ^fb(77,11) 4097 1 10243 1 0 ^fb(77,11) 6147 1 2050 1 0 ^fb(78,0) 4 5 5 6 0 ^fb(78,0) 12289 1 8193 1 0 ^fb(78,0) 6147 1 4099 1 0 ^fb(78,0) 2050 1 10240 4 0 ^fb(78,1) 4 6 5 6 0 ^fb(78,1) 12289 1 8193 1 0 ^fb(78,1) 6147 1 4099 1 0 ^fb(78,1) 2050 1 10240 4 0 ^fb(78,2) 4 7 5 6 0 ^fb(78,2) 12289 1 8193 1 0 ^fb(78,2) 6147 1 4099 1 0 ^fb(78,2) 2050 1 10240 4 0 ^fb(78,3) 4 8 5 6 0 ^fb(78,3) 12289 1 8193 1 0 ^fb(78,3) 6147 1 4099 1 0 ^fb(78,3) 2050 1 10240 4 0 ^fb(78,4) 4 9 5 6 0 ^fb(78,4) 12289 1 8193 1 0 ^fb(78,4) 6147 1 4099 1 0 ^fb(78,4) 2050 1 10240 4 0 ^fb(78,5) 4 10 5 6 0 ^fb(78,5) 12289 1 8193 1 0 ^fb(78,5) 6147 1 4099 1 0 ^fb(78,5) 2050 1 10240 4 0 ^fb(78,6) 4 11 5 6 0 ^fb(78,6) 12289 1 8193 1 0 ^fb(78,6) 6147 1 4099 1 0 ^fb(78,6) 2050 1 10240 4 0 ^fb(78,7) 4 1 1 6 0 ^fb(78,7) 12288 2 8192 2 0 ^fb(78,7) 6146 1 4098 1 0 ^fb(78,7) 2049 1 10240 4 0 ^fb(78,8) 4 1 1 6 0 ^fb(78,8) 12289 1 8193 1 0 ^fb(78,8) 6147 1 4099 1 0 ^fb(78,8) 2050 1 10240 4 0 ^fb(78,9) 4 1 1 6 0 ^fb(78,9) 12290 1 8194 1 0 ^fb(78,9) 6148 1 4100 1 0 ^fb(78,9) 2051 1 10240 4 0 ^fb(78,10) 4 3 5 6 0 ^fb(78,10) 12289 1 8193 1 0 ^fb(78,10) 6147 1 4099 1 0 ^fb(78,10) 2050 1 10240 4 0 ^fb(78,11) 4 4 5 6 0 ^fb(78,11) 12289 1 8193 1 0 ^fb(78,11) 6147 1 4099 1 0 ^fb(78,11) 2050 1 10240 4 0 ^fb(79,0) 4 11 5 5 0 ^fb(79,0) 10242 1 8193 1 0 ^fb(79,0) 6146 1 4097 1 0 ^fb(79,0) 2051 1 0 0 0 ^fb(79,1) 4 1 1 5 0 ^fb(79,1) 10241 1 8192 2 0 ^fb(79,1) 6145 1 4096 2 0 ^fb(79,1) 2050 1 0 0 0 ^fb(79,2) 4 1 1 5 0 ^fb(79,2) 10242 1 8193 1 0 ^fb(79,2) 6146 1 4097 1 0 ^fb(79,2) 2051 1 0 0 0 ^fb(79,3) 4 1 1 5 0 ^fb(79,3) 10243 1 8194 1 0 ^fb(79,3) 6147 1 4098 1 0 ^fb(79,3) 2052 1 0 0 0 ^fb(79,4) 4 3 5 5 0 ^fb(79,4) 10242 1 8193 1 0 ^fb(79,4) 6146 1 4097 1 0 ^fb(79,4) 2051 1 0 0 0 ^fb(79,5) 4 4 5 5 0 ^fb(79,5) 10242 1 8193 1 0 ^fb(79,5) 6146 1 4097 1 0 ^fb(79,5) 2051 1 0 0 0 ^fb(79,6) 4 5 5 5 0 ^fb(79,6) 10242 1 8193 1 0 ^fb(79,6) 6146 1 4097 1 0 ^fb(79,6) 2051 1 0 0 0 ^fb(79,7) 4 6 5 5 0 ^fb(79,7) 10242 1 8193 1 0 ^fb(79,7) 6146 1 4097 1 0 ^fb(79,7) 2051 1 0 0 0 ^fb(79,8) 4 7 5 5 0 ^fb(79,8) 10242 1 8193 1 0 ^fb(79,8) 6146 1 4097 1 0 ^fb(79,8) 2051 1 0 0 0 ^fb(79,9) 4 8 5 5 0 ^fb(79,9) 10242 1 8193 1 0 ^fb(79,9) 6146 1 4097 1 0 ^fb(79,9) 2051 1 0 0 0 ^fb(79,10) 4 9 5 5 0 ^fb(79,10) 10242 1 8193 1 0 ^fb(79,10) 6146 1 4097 1 0 ^fb(79,10) 2051 1 0 0 0 ^fb(79,11) 4 10 5 5 0 ^fb(79,11) 10242 1 8193 1 0 ^fb(79,11) 6146 1 4097 1 0 ^fb(79,11) 2051 1 0 0 0 ^fb(80,0) 4 4 5 6 0 ^fb(80,0) 12290 1 8194 1 0 ^fb(80,0) 6147 1 2051 1 0 ^fb(80,0) 4097 1 10240 4 0 ^fb(80,1) 4 5 5 6 0 ^fb(80,1) 12290 1 8194 1 0 ^fb(80,1) 6147 1 2051 1 0 ^fb(80,1) 4097 1 10240 4 0 ^fb(80,2) 4 6 5 6 0 ^fb(80,2) 12290 1 8194 1 0 ^fb(80,2) 6147 1 2051 1 0 ^fb(80,2) 4097 1 10240 4 0 ^fb(80,3) 4 7 5 6 0 ^fb(80,3) 12290 1 8194 1 0 ^fb(80,3) 6147 1 2051 1 0 ^fb(80,3) 4097 1 10240 4 0 ^fb(80,4) 4 8 5 6 0 ^fb(80,4) 12290 1 8194 1 0 ^fb(80,4) 6147 1 2051 1 0 ^fb(80,4) 4097 1 10240 4 0 ^fb(80,5) 4 9 5 6 0 ^fb(80,5) 12290 1 8194 1 0 ^fb(80,5) 6147 1 2051 1 0 ^fb(80,5) 4097 1 10240 4 0 ^fb(80,6) 4 10 5 6 0 ^fb(80,6) 12290 1 8194 1 0 ^fb(80,6) 6147 1 2051 1 0 ^fb(80,6) 4097 1 10240 4 0 ^fb(80,7) 4 11 5 6 0 ^fb(80,7) 12290 1 8194 1 0 ^fb(80,7) 6147 1 2051 1 0 ^fb(80,7) 4097 1 10240 4 0 ^fb(80,8) 4 1 1 6 0 ^fb(80,8) 12289 1 8193 1 0 ^fb(80,8) 6146 1 2050 1 0 ^fb(80,8) 4096 2 10240 4 0 ^fb(80,9) 4 1 1 6 0 ^fb(80,9) 12290 1 8194 1 0 ^fb(80,9) 6147 1 2051 1 0 ^fb(80,9) 4097 1 10240 4 0 ^fb(80,10) 4 1 1 6 0 ^fb(80,10) 12291 1 8195 1 0 ^fb(80,10) 6148 1 2052 1 0 ^fb(80,10) 4098 1 10240 4 0 ^fb(80,11) 4 3 5 6 0 ^fb(80,11) 12290 1 8194 1 0 ^fb(80,11) 6147 1 2051 1 0 ^fb(80,11) 4097 1 10240 4 0 ^fb(81,0) 5 8 5 5 0 ^fb(81,0) 10245 1 8196 1 0 ^fb(81,0) 6145 1 4097 1 0 ^fb(81,0) 2049 1 0 0 0 ^fb(81,1) 5 9 5 5 0 ^fb(81,1) 10245 1 8196 1 0 ^fb(81,1) 6145 1 4097 1 0 ^fb(81,1) 2049 1 0 0 0 ^fb(81,2) 5 10 5 5 0 ^fb(81,2) 10245 1 8196 1 0 ^fb(81,2) 6145 1 4097 1 0 ^fb(81,2) 2049 1 0 0 0 ^fb(81,3) 5 11 5 5 0 ^fb(81,3) 10245 1 8196 1 0 ^fb(81,3) 6145 1 4097 1 0 ^fb(81,3) 2049 1 0 0 0 ^fb(81,4) 5 1 1 5 0 ^fb(81,4) 10244 1 8195 1 0 ^fb(81,4) 6144 2 4096 2 0 ^fb(81,4) 2048 2 0 0 0 ^fb(81,5) 5 1 1 5 0 ^fb(81,5) 10245 1 8196 1 0 ^fb(81,5) 6145 1 4097 1 0 ^fb(81,5) 2049 1 0 0 0 ^fb(81,6) 5 2 5 5 0 ^fb(81,6) 10245 1 8196 1 0 ^fb(81,6) 6145 1 4097 1 0 ^fb(81,6) 2049 1 0 0 0 ^fb(81,7) 5 3 5 5 0 ^fb(81,7) 10245 1 8196 1 0 ^fb(81,7) 6145 1 4097 1 0 ^fb(81,7) 2049 1 0 0 0 ^fb(81,8) 5 4 5 5 0 ^fb(81,8) 10245 1 8196 1 0 ^fb(81,8) 6145 1 4097 1 0 ^fb(81,8) 2049 1 0 0 0 ^fb(81,9) 5 5 5 5 0 ^fb(81,9) 10245 1 8196 1 0 ^fb(81,9) 6145 1 4097 1 0 ^fb(81,9) 2049 1 0 0 0 ^fb(81,10) 5 6 5 5 0 ^fb(81,10) 10245 1 8196 1 0 ^fb(81,10) 6145 1 4097 1 0 ^fb(81,10) 2049 1 0 0 0 ^fb(81,11) 5 7 5 5 0 ^fb(81,11) 10245 1 8196 1 0 ^fb(81,11) 6145 1 4097 1 0 ^fb(81,11) 2049 1 0 0 0 ^fb(82,0) 4 5 5 6 0 ^fb(82,0) 12289 1 10240 4 0 ^fb(82,0) 8193 1 6146 1 0 ^fb(82,0) 4098 1 2051 1 0 ^fb(82,1) 4 6 5 6 0 ^fb(82,1) 12289 1 10240 4 0 ^fb(82,1) 8193 1 6146 1 0 ^fb(82,1) 4098 1 2051 1 0 ^fb(82,2) 4 7 5 6 0 ^fb(82,2) 12289 1 10240 4 0 ^fb(82,2) 8193 1 6146 1 0 ^fb(82,2) 4098 1 2051 1 0 ^fb(82,3) 4 8 5 6 0 ^fb(82,3) 12289 1 10240 4 0 ^fb(82,3) 8193 1 6146 1 0 ^fb(82,3) 4098 1 2051 1 0 ^fb(82,4) 4 9 5 6 0 ^fb(82,4) 12289 1 10240 4 0 ^fb(82,4) 8193 1 6146 1 0 ^fb(82,4) 4098 1 2051 1 0 ^fb(82,5) 4 10 5 6 0 ^fb(82,5) 12289 1 10240 4 0 ^fb(82,5) 8193 1 6146 1 0 ^fb(82,5) 4098 1 2051 1 0 ^fb(82,6) 4 11 5 6 0 ^fb(82,6) 12289 1 10240 4 0 ^fb(82,6) 8193 1 6146 1 0 ^fb(82,6) 4098 1 2051 1 0 ^fb(82,7) 4 1 1 6 0 ^fb(82,7) 12288 2 10240 4 0 ^fb(82,7) 8192 2 6145 1 0 ^fb(82,7) 4097 1 2050 1 0 ^fb(82,8) 4 1 1 6 0 ^fb(82,8) 12289 1 10240 4 0 ^fb(82,8) 8193 1 6146 1 0 ^fb(82,8) 4098 1 2051 1 0 ^fb(82,9) 4 1 1 6 0 ^fb(82,9) 12290 1 10240 4 0 ^fb(82,9) 8194 1 6147 1 0 ^fb(82,9) 4099 1 2052 1 0 ^fb(82,10) 4 3 5 6 0 ^fb(82,10) 12289 1 10240 4 0 ^fb(82,10) 8193 1 6146 1 0 ^fb(82,10) 4098 1 2051 1 0 ^fb(82,11) 4 4 5 6 0 ^fb(82,11) 12289 1 10240 4 0 ^fb(82,11) 8193 1 6146 1 0 ^fb(82,11) 4098 1 2051 1 0 ^fb(83,0) 4 1 1 6 0 ^fb(83,0) 10240 2 8193 1 0 ^fb(83,0) 4097 1 12288 4 0 ^fb(83,0) 6146 1 2051 1 0 ^fb(83,1) 4 1 1 4 0 ^fb(83,1) 8194 1 6145 1 0 ^fb(83,1) 4098 1 10241 1 0 ^fb(83,2) 4 2 1 4 0 ^fb(83,2) 10242 1 6146 1 0 ^fb(83,2) 8195 1 4099 1 0 ^fb(83,3) 4 3 1 4 0 ^fb(83,3) 10243 1 8196 1 0 ^fb(83,3) 6147 1 4100 1 0 ^fb(83,4) 4 4 5 4 0 ^fb(83,4) 10241 1 8194 1 0 ^fb(83,4) 6145 1 4098 1 0 ^fb(83,5) 4 1 1 4 1 ^fb(83,5) 2049 1 4097 1 0 ^fb(83,5) 6145 1 8192 2 0 ^fb(83,5) 0 259 0 0 0 ^fb(83,6) 4 1 1 4 1 ^fb(83,6) 2050 1 4098 1 0 ^fb(83,6) 6146 1 8193 1 0 ^fb(83,6) 1 259 0 0 0 ^fb(83,7) 4 2 1 4 1 ^fb(83,7) 8194 1 6147 1 0 ^fb(83,7) 4099 1 2051 1 0 ^fb(83,7) 2 259 0 0 0 ^fb(83,8) 4 1 1 5 0 ^fb(83,8) 12289 1 8193 1 0 ^fb(83,8) 6145 1 10240 4 0 ^fb(83,8) 4096 2 0 0 0 ^fb(83,9) 4 1 1 5 0 ^fb(83,9) 12290 1 8194 1 0 ^fb(83,9) 6146 1 10240 4 0 ^fb(83,9) 4097 1 0 0 0 ^fb(83,10) 4 2 1 5 0 ^fb(83,10) 10240 4 12291 1 0 ^fb(83,10) 8195 1 6147 1 0 ^fb(83,10) 4098 1 0 0 0 ^fb(83,11) 4 3 1 5 0 ^fb(83,11) 10240 4 4099 1 0 ^fb(83,11) 6148 1 8196 1 0 ^fb(83,11) 12292 1 0 0 0 ^fb(83,16) 4 11 5 5 0 ^fb(83,16) 2049 1 4099 1 0 ^fb(83,16) 6146 1 10242 1 0 ^fb(83,16) 8192 4 0 0 0 ^fb(83,17) 4 1 1 5 0 ^fb(83,17) 2048 2 4098 1 0 ^fb(83,17) 6145 1 10241 1 0 ^fb(83,17) 8192 4 0 0 0 ^fb(83,18) 4 1 1 5 0 ^fb(83,18) 2049 1 4099 1 0 ^fb(83,18) 6146 1 10242 1 0 ^fb(83,18) 8192 4 0 0 0 ^fb(83,19) 4 1 1 5 0 ^fb(83,19) 2050 1 4100 1 0 ^fb(83,19) 6147 1 10243 1 0 ^fb(83,19) 8192 4 0 0 0 ^fb(83,20) 4 3 5 5 0 ^fb(83,20) 2049 1 4099 1 0 ^fb(83,20) 6146 1 10242 1 0 ^fb(83,20) 8192 4 0 0 0 ^fb(83,21) 4 4 5 5 0 ^fb(83,21) 2049 1 4099 1 0 ^fb(83,21) 6146 1 10242 1 0 ^fb(83,21) 8192 4 0 0 0 ^fb(83,22) 4 5 5 5 0 ^fb(83,22) 2049 1 4099 1 0 ^fb(83,22) 6146 1 10242 1 0 ^fb(83,22) 8192 4 0 0 0 ^fb(83,23) 4 6 5 5 0 ^fb(83,23) 2049 1 4099 1 0 ^fb(83,23) 6146 1 10242 1 0 ^fb(83,23) 8192 4 0 0 0 ^fb(83,24) 4 7 5 5 0 ^fb(83,24) 2049 1 4099 1 0 ^fb(83,24) 6146 1 10242 1 0 ^fb(83,24) 8192 4 0 0 0 ^fb(83,25) 4 8 5 5 0 ^fb(83,25) 2049 1 4099 1 0 ^fb(83,25) 6146 1 10242 1 0 ^fb(83,25) 8192 4 0 0 0 ^fb(83,26) 4 9 5 5 0 ^fb(83,26) 2049 1 4099 1 0 ^fb(83,26) 6146 1 10242 1 0 ^fb(83,26) 8192 4 0 0 0 ^fb(83,27) 4 10 5 5 0 ^fb(83,27) 2049 1 4099 1 0 ^fb(83,27) 6146 1 10242 1 0 ^fb(83,27) 8192 4 0 0 0 ^fb(83,32) 4 4 5 5 0 ^fb(83,32) 10240 4 12290 1 0 ^fb(83,32) 8194 1 6146 1 0 ^fb(83,32) 4097 1 0 0 0 ^fb(83,33) 4 5 5 5 0 ^fb(83,33) 10240 4 12290 1 0 ^fb(83,33) 8194 1 6146 1 0 ^fb(83,33) 4097 1 0 0 0 ^fb(83,34) 4 6 5 5 0 ^fb(83,34) 10240 4 12290 1 0 ^fb(83,34) 8194 1 6146 1 0 ^fb(83,34) 4097 1 0 0 0 ^fb(83,35) 4 7 5 5 0 ^fb(83,35) 10240 4 12290 1 0 ^fb(83,35) 8194 1 6146 1 0 ^fb(83,35) 4097 1 0 0 0 ^fb(83,36) 4 8 5 5 0 ^fb(83,36) 10240 4 12290 1 0 ^fb(83,36) 8194 1 6146 1 0 ^fb(83,36) 4097 1 0 0 0 ^fb(83,37) 4 9 5 5 0 ^fb(83,37) 10240 4 12290 1 0 ^fb(83,37) 8194 1 6146 1 0 ^fb(83,37) 4097 1 0 0 0 ^fb(83,38) 4 10 5 5 0 ^fb(83,38) 10240 4 12290 1 0 ^fb(83,38) 8194 1 6146 1 0 ^fb(83,38) 4097 1 0 0 0 ^fb(83,39) 4 11 5 5 0 ^fb(83,39) 10240 4 12290 1 0 ^fb(83,39) 8194 1 6146 1 0 ^fb(83,39) 4097 1 0 0 0 ^fb(83,40) 4 1 1 5 0 ^fb(83,40) 4096 2 6145 1 0 ^fb(83,40) 8193 1 12289 1 0 ^fb(83,40) 10240 4 0 0 0 ^fb(83,41) 4 1 1 5 0 ^fb(83,41) 4097 1 6146 1 0 ^fb(83,41) 8194 1 12290 1 0 ^fb(83,41) 10240 4 0 0 0 ^fb(83,42) 4 1 1 5 0 ^fb(83,42) 4098 1 6147 1 0 ^fb(83,42) 8195 1 12291 1 0 ^fb(83,42) 10240 4 0 0 0 ^fb(83,43) 4 1 1 5 0 ^fb(83,43) 4099 1 6148 1 0 ^fb(83,43) 8196 1 12292 1 0 ^fb(83,43) 10240 4 0 0 0 ^fb(83,48) 4 7 5 4 1 ^fb(83,48) 8193 1 6146 1 0 ^fb(83,48) 4098 1 2050 1 0 ^fb(83,48) 1 259 0 0 0 ^fb(83,49) 4 8 5 4 1 ^fb(83,49) 8193 1 6146 1 0 ^fb(83,49) 4098 1 2050 1 0 ^fb(83,49) 1 259 0 0 0 ^fb(83,50) 4 9 5 4 1 ^fb(83,50) 8193 1 6146 1 0 ^fb(83,50) 4098 1 2050 1 0 ^fb(83,50) 1 259 0 0 0 ^fb(83,51) 4 10 5 4 1 ^fb(83,51) 8193 1 6146 1 0 ^fb(83,51) 4098 1 2050 1 0 ^fb(83,51) 1 259 0 0 0 ^fb(83,52) 4 11 5 4 1 ^fb(83,52) 8193 1 6146 1 0 ^fb(83,52) 4098 1 2050 1 0 ^fb(83,52) 1 259 0 0 0 ^fb(83,53) 4 1 1 4 1 ^fb(83,53) 8192 2 6145 1 0 ^fb(83,53) 4097 1 2049 1 0 ^fb(83,53) 0 259 0 0 0 ^fb(83,54) 4 1 0 4 1 ^fb(83,54) 8193 1 6146 1 0 ^fb(83,54) 4098 1 2050 1 0 ^fb(83,54) 1 259 0 0 0 ^fb(83,55) 4 1 1 4 1 ^fb(83,55) 8194 1 6147 1 0 ^fb(83,55) 4099 1 2051 1 0 ^fb(83,55) 2 259 0 0 0 ^fb(83,56) 4 1 1 4 1 ^fb(83,56) 8195 1 6148 1 0 ^fb(83,56) 4100 1 2052 1 0 ^fb(83,56) 3 259 0 0 0 ^fb(83,57) 4 4 5 4 1 ^fb(83,57) 8193 1 6146 1 0 ^fb(83,57) 4098 1 2050 1 0 ^fb(83,57) 1 259 0 0 0 ^fb(83,58) 4 5 5 4 1 ^fb(83,58) 8193 1 6146 1 0 ^fb(83,58) 4098 1 2050 1 0 ^fb(83,58) 1 259 0 0 0 ^fb(83,59) 4 6 5 4 1 ^fb(83,59) 8193 1 6146 1 0 ^fb(83,59) 4098 1 2050 1 0 ^fb(83,59) 1 259 0 0 0 ^fb(65534,0) 4 2 1 5 0 ^fb(65534,0) 8194 1 6146 1 0 ^fb(65534,0) 4098 1 10240 2 0 ^fb(65534,0) 2048 2 0 0 0 ^fb(65534,1) 4 2 1 5 1 ^fb(65534,1) 8195 1 6147 1 0 ^fb(65534,1) 4099 1 2049 1 0 ^fb(65534,1) 10241 1 0 0 0 ^fb(65534,1) 0 261 0 0 0 ^fb(65534,2) 4 2 1 5 1 ^fb(65534,2) 10242 1 2050 1 0 ^fb(65534,2) 8196 1 6148 1 0 ^fb(65534,2) 4100 1 0 0 0 ^fb(65534,2) 1 261 0 0 0 ^fb(65534,3) 4 1 1 5 0 ^fb(65534,3) 4097 1 8194 1 0 ^fb(65534,3) 10243 1 6144 2 0 ^fb(65534,3) 2048 2 0 0 0 ^fb(65534,4) 4 1 1 5 1 ^fb(65534,4) 4098 1 8195 1 0 ^fb(65534,4) 10244 1 2049 1 0 ^fb(65534,4) 6145 1 0 0 0 ^fb(65534,4) 0 259 0 0 0 ^fb(65534,5) 4 1 1 4 0 ^fb(65534,5) 2050 1 4099 1 0 ^fb(65534,5) 6146 1 8192 2 0 ^fb(65534,6) 4 1 1 4 0 ^fb(65534,6) 2051 1 4100 1 0 ^fb(65534,6) 6147 1 8193 1 0 ^fb(65534,7) 4 1 1 6 0 ^fb(65534,7) 2048 2 4096 2 0 ^fb(65534,7) 12288 2 6145 1 0 ^fb(65534,7) 8194 1 10242 1 0 ^fb(65534,8) 4 1 1 6 1 ^fb(65534,8) 6146 1 8195 1 0 ^fb(65534,8) 10243 1 2049 1 0 ^fb(65534,8) 4097 1 12289 1 0 ^fb(65534,8) 0 262 0 0 0 ^fb(65534,9) 4 2 1 6 0 ^fb(65534,9) 12290 1 10244 1 0 ^fb(65534,9) 8196 1 6147 1 0 ^fb(65534,9) 4098 1 2050 1 0 ^fb(65534,10) 4 1 1 6 0 ^fb(65534,10) 2051 1 10242 1 0 ^fb(65534,10) 12291 1 8192 2 0 ^fb(65534,10) 6144 2 4096 2 0 ^fb(65534,11) 4 4 5 6 1 ^fb(65534,11) 2049 1 4097 1 0 ^fb(65534,11) 6146 1 8195 1 0 ^fb(65534,11) 10243 1 12289 1 0 ^fb(65534,11) 0 262 0 0 0 ^fb(65534,16) 4 5 5 6 1 ^fb(65534,16) 2049 1 4097 1 0 ^fb(65534,16) 6146 1 8195 1 0 ^fb(65534,16) 10243 1 12289 1 0 ^fb(65534,16) 0 262 0 0 0 ^fb(65534,17) 4 6 5 6 1 ^fb(65534,17) 2049 1 4097 1 0 ^fb(65534,17) 6146 1 8195 1 0 ^fb(65534,17) 10243 1 12289 1 0 ^fb(65534,17) 0 262 0 0 0 ^fb(65534,18) 4 7 5 6 1 ^fb(65534,18) 2049 1 4097 1 0 ^fb(65534,18) 6146 1 8195 1 0 ^fb(65534,18) 10243 1 12289 1 0 ^fb(65534,18) 0 262 0 0 0 ^fb(65534,19) 4 3 5 5 1 ^fb(65534,19) 8195 1 6147 1 0 ^fb(65534,19) 4099 1 2049 1 0 ^fb(65534,19) 10241 1 0 0 0 ^fb(65534,19) 0 261 0 0 0 ^fb(65534,20) 4 4 5 5 1 ^fb(65534,20) 8195 1 6147 1 0 ^fb(65534,20) 4099 1 2049 1 0 ^fb(65534,20) 10241 1 0 0 0 ^fb(65534,20) 0 261 0 0 0 ^fb(65534,21) 4 5 5 5 1 ^fb(65534,21) 8195 1 6147 1 0 ^fb(65534,21) 4099 1 2049 1 0 ^fb(65534,21) 10241 1 0 0 0 ^fb(65534,21) 0 261 0 0 0 ^fb(65534,22) 4 6 5 5 1 ^fb(65534,22) 8195 1 6147 1 0 ^fb(65534,22) 4099 1 2049 1 0 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1024 0 $C4100800 0 1 32 $80010000 ^eE(5) 4 6 1024 0 $C0100800 0 1 32 $80010000 ^eE(6) 5 7 1024 0 $C4100801 0 1 16 $80010000 ^eE(7) 6 8 1024 0 $C0100801 0 1 0 $80010000 ^eE(8) 7 9 1024 0 $C4100801 0 1 16 $80010000 ^eE(9) 8 10 1024 0 $C0100800 0 1 32 $80010000 ^eE(10) 9 11 1024 0 $C4100801 128 1 16 $80010000 ^eE(11) 10 12 1024 0 $C0100801 128 1 0 $80010000 ^eE(12) 11 13 1024 0 $C4100800 0 1 32 $80010000 ^eE(13) 12 14 1024 0 $C4100801 0 1 16 $80010000 ^eE(14) 13 15 3072 0 $C4100801 0 1 0 $80010000 ^eE(15) 14 16 1024 0 $C4100801 0 1 16 $80010000 ^eE(16) 15 17 1024 0 $C4100800 0 1 32 $80010000 ^eE(17) 16 18 1024 0 $C0100801 0 1 16 $80010000 ^eE(18) 17 19 1024 0 $C4100801 0 1 0 $80010000 ^eE(19) 18 20 1024 0 $C0100800 0 1 32 $80010000 ^eE(20) 19 21 512 0 $C4100800 32 1 64 $80010000 ^eE(21) 20 22 512 0 $C0000000 32 1 48 $80010000 ^eE(22) 21 23 512 0 $C0100000 32 1 32 $80010000 ^eE(23) 22 24 512 0 $C0000000 32 1 16 $80010000 ^eE(24) 23 25 1024 0 $C0100800 0 1 32 $80010000 ^eE(25) 24 26 1024 0 $C4100800 0 1 64 $80010000 ^eE(26) 25 27 2048 0 $C4100800 0 1 64 $80010000 ^eE(27) 26 28 2048 0 $C4100800 0 1 64 $80010000 ^eE(28) 27 29 2048 0 $C4100800 128 1 80 $80010000 ^eE(29) 28 30 1024 0 $C4100800 160 1 64 $80010000 ^eE(30) 29 31 1024 0 $C4000800 160 1 49 $81010000 ^eE(31) 30 32 3072 0 $C4100800 0 1 64 $80010000 ^eE(32) 31 33 1024 0 $C4100800 0 1 32 $80010000 ^eE(33) 32 34 1024 0 $C4100800 0 1 64 $80010000 ^eE(34) 33 35 1024 0 $C0100800 0 1 32 $80010000 ^eE(35) 34 36 1024 0 $C4100801 0 1 0 $80010000 ^eE(36) 35 37 1024 0 $C0100800 0 1 32 $80010000 ^eE(37) 36 38 512 0 $C4100801 32 1 16 $80010000 ^eE(38) 37 39 512 0 $C0000001 32 1 0 $80010000 ^eE(39) 38 40 512 0 $C0100001 32 1 16 $80010000 ^eE(40) 39 41 512 0 $C0000001 32 1 32 $80010000 ^eE(41) 40 42 1024 0 $C4100801 0 1 16 $80010000 ^eE(42) 41 43 1024 0 $C0100801 0 1 0 $80010000 ^eE(43) 42 44 2048 0 $C4100800 0 1 64 $80010000 ^eE(44) 43 45 2048 0 $C4100800 0 1 48 $80010000 ^eE(45) 44 46 1536 0 $C4100901 160 1 32 $80010000 ^eE(46) 45 47 512 0 $C0000101 128 1 48 $80010000 ^eE(47) 46 48 1024 0 $C4000801 160 1 16 $80010000 ^eE(48) 47 49 1024 0 $C0100801 128 1 16 $80010000 ^eE(49) 48 50 3072 0 $C4100801 128 1 0 $80010000 ^eE(50) 49 0 1024 0 $81000800 144 0 ^text ^block(1)^font(Trajan,4096)^size(24)^efx(plain)All Hail the Power of JesusΥ Name!^end ^block(2)^font(Times New Roman,4096)^size(12)^efx(plain)Words by Edward Perronet (v.1,2) and John Rippon (v.3,4) Music by Oliver Holden^end ^block(3)^font(Times New Roman,4096)^size(12)^efx(plain)Public Domain^end ^block(4)^font(Times New Roman,8192)^size(12)^efx(plain)Percussion^end ^block(5)^font(Times New Roman,8192)^size(12)^efx(plain)Perc.^end ^block(6)^font(Times New Roman,8192)^size(12)^efx(plain)Percussion^end ^block(7)^font(Times New Roman,8192)^size(12)^efx(plain)Perc.^end ^block(8)^font(Times New Roman,8192)^size(12)^efx(plain)Flute^end ^block(9)^font(Times New Roman,8192)^size(12)^efx(plain)Fl.^end ^block(10)^font(Times New Roman,8192)^size(12)^efx(plain)Alto Saxophone^end ^block(11)^font(Times New Roman,8192)^size(12)^efx(plain)A. Sx.^end ^block(12)^font(Times New Roman,8192)^size(12)^efx(plain)Clarinet in B^size(18)^flat()^end ^block(13)^font(Times New Roman,8192)^size(12)^efx(plain)B^size(18)^flat()^size(12) Cl.^end ^block(14)^font(Times New Roman,8192)^size(12)^efx(plain)Tenor Saxophone^end ^block(15)^font(Times New Roman,8192)^size(12)^efx(plain)T. Sx.^end ^block(16)^font(Times New Roman,4096)^size(14)^efx(plain)^efx(bold)Score Marking^end ^block(17)^font(Times New Roman,4096)^size(10)^efx(plain)5^end ^block(18)^font(Times New Roman,4096)^size(12)^efx(plain)5. Let ev'ry kindred, ev'ry tribe on this terrestrial ball To Him all majesty ascribe, and crown Him Lord of all. To Him all majesty ascribe, and crown Him Lord of all. 6. O that with yonder sacred throng we at His feet may fall! We'll join the everlasting song, and crown Him Lord of all. We'll join the everlasting song, and crown Him Lord of all.^end ^block(19)^font(Times New Roman,4096)^size(12)^efx(plain)22^end ^smartshape(1)^font(Times New Roman,4096)^size(12)^efx(plain)^efx(italic)Glissando^end ^smartshape(2)^font(Times,4096)^size(12)^efx(plain)^efx(italic)Gliss.^end ^smartshape(3)^font(Maestro,8191)^size(24)^nfx(0)‘^end ^smartshape(4)^font(Maestro,8191)^size(24)^nfx(0)*^end ^smartshape(5)^font(Times,4096)^size(12)^efx(plain)^efx(italic)rit.^end ^expression(1)^font(Maestro,8191)^size(24)^nfx(0)λ^end ^expression(2)^font(Maestro,8191)^size(24)^nfx(0)μ^end ^expression(3)^font(Maestro,8191)^size(24)^nfx(0)Δ^end ^expression(4)^font(Maestro,8191)^size(24)^nfx(0)f^end ^expression(5)^font(Maestro,8191)^size(24)^nfx(0)F^end ^expression(6)^font(Maestro,8191)^size(24)^nfx(0)P^end ^expression(7)^font(Maestro,8191)^size(24)^nfx(0)p^end ^expression(8)^font(Maestro,8191)^size(24)^nfx(0)Ή^end ^expression(9)^font(Maestro,8191)^size(24)^nfx(0)Έ^end ^expression(10)^font(Maestro,8191)^size(24)^nfx(0)―^end ^expression(11)^font(Maestro,8191)^size(24)^nfx(0)κ^end ^expression(12)^font(Maestro,8191)^size(24)^nfx(0)Z^end ^expression(13)^font(Maestro,8191)^size(24)^nfx(0)S^end ^expression(14)^font(Maestro,8191)^size(24)^nfx(0)§^end ^expression(15)^font(Maestro,8191)^size(24)^nfx(0)^end ^expression(16)^font(Times New Roman,4096)^size(14)^nfx(0)Adagio^end ^expression(17)^font(Times New Roman,4096)^size(14)^nfx(0)Moderato^end ^expression(18)^font(Times New Roman,4096)^size(14)^nfx(0)Allegro^end ^expression(19)^font(Maestro,8191)^size(24)^nfx(0)ς^end ^expression(20)^font(Maestro,8191)^size(24)^nfx(0)Γ^end ^expression(21)^font(Maestro,8191)^size(24)^nfx(0)Χ^end ^expression(22)^font(Times New Roman,4096)^size(12)^nfx(2)accel.^end ^expression(23)^font(Times New Roman,4096)^size(12)^nfx(2)rit.^end ^expression(24)^font(Times New Roman,4096)^size(12)^nfx(0)A^end ^expression(25)^font(Times New Roman,4096)^size(12)^nfx(0)B^end ^expression(26)^font(Times New Roman,4096)^size(12)^nfx(0)C^end ^expression(27)^font(Times New Roman,4096)^size(12)^nfx(0)D^end ^lyrics ^verse(1)^font(Times New Roman,4096)^size(12)^efx(plain)1.All hail the pow'r of Je-susΥ name! Let an-gels pro-strate fall; Bring forth the roy-al di-a-dem, And crown Him Lord of all. Bring forth the roy-al di-a-dem, And crown Him Lord of all. ^end ^verse(2)^font(Times New Roman,4096)^size(12)^efx(plain)2.Ye cho-sen seed of Is-raelΥs race, Ye ran-somed from the fall, Hail Him Who saves you by His grace, And crown Him Lord of all. Hail Him Who saves you by His grace, And crown Him Lord of all. ^end ^verse(3)^font(Times New Roman,4096)^size(12)^efx(plain)3.Let ev-ery kind-red, ev-ery tribe On this ter-res-trial ball To Him all maj-es-ty a-scribe, And crown Him Lord of all. To Him all ma-jes-ty a-scribe, And crown Him Lord of all. ^end ^verse(4)^font(Times New Roman,4096)^size(12)^efx(plain)4.O that with yon-der sa-cred throng We at His feet may fall WeΥll join the ev-er-last-ing song, And crown Him Lord of all. WeΥll join the ev-er-last-ing song, And crown Him Lord of all. ^end