Jump to: Coaching History Year-by-Year Statistics Season H/A/N Splits All-Time H/A/N Totals Career Coaching Select any column heading to sort the season or coaching tables.
Season-by-Season Coaching History Overall Conference Year ↕ Coach ↕ W ↕ L ↕ T ↕ W% ↕ W ↕ L ↕ W% ↕ Achievements ↕ 1978 Jean Zimmerman 7 1 0 .875 — — — — 1979 Jean Zimmerman 3 3 0 .500 — — — — 1980 Jean Zimmerman 8 3 0 .727 — — — — 1981 Jean Zimmerman 10 2 0 .833 — — — Maine State Champions 1982 Jean Zimmerman 8 8 0 .500 — — — — 1983 Pat Bouton 3 15 0 .167 — — — — 1984 Martha McLean 1 12 0 .077 — — — — 1985 Dick Bailey 6 15 0 .286 — — — — 1986 Dick Bailey 20 15 0 .571 — — — — 1987 Dick Bailey 13 8 0 .619 — — — — 1988 Dick Bailey 22 7 0 .759 — — — WMAC Champions 1989 Dick Bailey 20 8 0 .714 — — — — 1990 Dick Bailey 25 6 0 .806 — — — NAIA New England Champions 1991 Dick Bailey 26 13 0 .667 — — — WMAC Champions 1992 Dick Bailey 23 7 0 .767 — — — NAIA New England Champions 1993 Dick Bailey 25 4 0 .862 — — — NAIA New England Champions 1994 Dick Bailey 27 9 0 .750 — — — NAIA Northeast Champions · NAIA National Tournament 1995 Dick Bailey 37 9 0 .804 — — — MAC Champions 1996 Rick Simonds 38 11 0 .776 — — — NAIA Northeast Champions · NAIA National Tournament 1997 Curt Smyth 30 7 0 .811 — — — MAC Champions 1998 Jamie Smyth 22 20 0 .524 — — — — 1999 Jamie Smyth 30 12 0 .714 — — — NAIA Northeast Champions · NAIA National Tournament 2000 Jamie Smyth 23 18 0 .561 — — — — 2001 Jamie Smyth 25 16 0 .610 — — — NAIA New England Champions 2002 Jamie Smyth 27 18 0 .600 — — — NAIA New England Champions 2003 Jamie Smyth 11 13 0 .458 — — — — 2004 Jamie Smyth 10 29 0 .256 — — — — 2005 Jamie Smyth 12 25 0 .324 — — — — 2006 Jamie Smyth 24 17 0 .585 — — — DIII Independents Northeast Champions 2007 Jamie Smyth 16 17 0 .485 — — — — 2008 Jamie Smyth 26 17 0 .605 19 7 .731 ECAC Tournament 2009 Jamie Smyth 29 14 0 .674 18 6 .750 ECAC Tournament 2010 Jamie Smyth 30 10 0 .750 21 3 .875 — 2011 Jamie Smyth 37 10 0 .787 21 3 .875 GNAC Champions · NCAA Tournament 2012 Jamie Smyth 33 9 0 .786 23 3 .885 GNAC Champions · NCAA Tournament 2013 Jamie Smyth / Dick Bailey 34 13 0 .723 18 6 .750 GNAC Champions · NCAA Tournament 2014 Jamie Smyth / Dick Bailey 34 6 0 .850 20 2 .909 GNAC Champions · NCAA Tournament 2015 Jamie Smyth / Dick Bailey 27 13 0 .675 16 6 .727 — 2016 Jamie Smyth / Dick Bailey 22 18 0 .550 13 9 .591 — 2017 Jamie Smyth / Dick Bailey 22 17 0 .564 17 5 .773 — 2018 Jamie Smyth / Dick Bailey 20 19 0 .513 15 9 .625 — 2019 Jamie Smyth / Dick Bailey 13 23 0 .361 8 8 .500 — 2020 Jamie Smyth / Dick Bailey 4 6 0 .400 0 0 — — 2021 Jamie Smyth 6 6 0 .500 2 0 1.000 — 2022 Jamie Smyth 20 18 0 .526 11 5 .688 — 2023 Jamie Smyth 21 18 0 .538 8 2 .800 — 2024 Jamie Smyth 21 18 0 .538 12 4 .750 — 2025 Jamie Smyth 17 24 0 .415 10 6 .625 — 2026 Jamie Smyth 19 22 0 .463 11 7 .611 GNAC North Division No. 2 seed TOTAL 987 629 0 .611 263 91 .743
Saint Joseph’s Opponents
Jump to: Hitting Pitching Fielding Saint Joseph’s Hitting Year ↕ G ↕ AB ↕ R ↕ H ↕ 2B ↕ 3B ↕ HR ↕ TB ↕ RBI ↕ BB ↕ IBB ↕ HBP ↕ SO ↕ KL ↕ SH ↕ SF ↕ SB ↕ CS ↕ PO ↕ AVG ↕ OBP ↕ SLG ↕ OPS ↕ 1987 21 629 210 175 30 6 0 217 129 190 — — 34 — 13 — 31 — — .278 — .345 — 1988 29 850 264 230 26 5 2 272 189 235 — — 54 — 31 — 16 — — .271 — .320 — 1989 28 758 189 198 24 2 2 232 122 176 — 0 71 — — — 19 — — .261 — .306 — 1990 31 834 164 221 21 10 2 268 118 162 — 6 67 — 43 — 23 — — .265 — .321 — 1991 39 1,057 322 347 43 12 4 426 255 178 — 6 56 — 67 — 18 — — .328 — .403 — 1992 30 854 279 312 39 24 3 408 231 144 — 7 60 — 17 18 27 — — .365 .453 .478 .930 1993 29 848 208 281 29 26 2 368 167 97 — 9 70 — 19 13 17 — — .331 .400 .434 .834 1994 36 981 275 327 46 7 8 411 216 148 — 0 105 — 25 15 25 0 — .333 .415 .419 .834 1995 46 1,302 359 453 79 25 6 600 301 136 — 0 96 — — — 55 — — .348 — .461 — 1996 49 1,339 283 447 79 16 10 588 227 131 — 10 112 — 69 — 75 — — .334 — .439 — 1997 37 957 251 317 54 10 7 412 192 117 — 7 77 — 54 — 77 — — .331 — .431 — 1998 42 1,111 204 287 47 8 7 371 140 110 — 5 119 — 48 — 26 — — .258 — .334 — 1999 42 1,131 259 350 53 12 4 439 181 139 — 4 133 — 37 — 50 — — .309 — .388 — 2000 41 1,064 146 270 53 4 6 349 122 114 0 13 151 1 28 6 30 4 0 .254 .332 .328 .660 2001 41 1,151 193 316 39 13 11 414 164 66 0 10 151 0 30 7 45 5 0 .275 .318 .360 .677 2002 45 1,219 247 381 57 18 14 516 216 84 0 17 159 0 29 9 56 7 2 .313 .363 .423 .786 2003 24 664 92 173 25 9 1 219 82 51 — 7 105 — 15 — 16 — — .261 — .330 — 2004 39 971 79 181 18 4 1 210 67 71 0 8 206 15 28 3 16 1 1 .186 .247 .216 .463 2005 37 929 122 208 18 10 6 264 93 73 0 6 187 46 10 6 17 3 1 .224 .283 .284 .567 2006 41 1,082 224 319 45 9 4 394 191 114 0 12 216 34 22 10 24 5 0 .295 .365 .364 .729 2007 33 887 127 265 36 5 2 317 95 63 1 7 149 25 13 5 24 4 2 .299 .348 .357 .706 2008 43 1,249 256 408 51 12 8 507 211 105 1 2 201 24 11 11 56 8 0 .327 .377 .406 .783 2009 43 1,189 230 384 68 11 10 504 202 107 2 10 162 30 23 6 36 3 5 .323 .382 .424 .806 2010 40 1,138 256 377 59 7 26 528 223 92 0 12 168 36 22 10 32 3 0 .331 .384 .464 .848 2011 47 1,340 305 472 74 4 32 650 280 99 2 14 166 49 45 12 32 6 2 .352 .399 .485 .884 2012 42 1,153 285 386 84 14 31 591 244 110 0 15 150 36 24 10 33 3 0 .335 .397 .513 .909 2013 47 1,315 261 427 96 15 8 577 230 97 0 14 195 37 32 14 48 6 1 .325 .374 .439 .812 2014 40 1,099 227 362 55 14 10 475 192 102 0 21 148 38 32 12 29 6 3 .329 .393 .432 .825 2015 40 1,107 224 346 62 16 15 485 197 136 0 20 152 49 26 8 31 5 0 .313 .395 .438 .833 2016 40 1,102 169 318 59 4 6 403 139 88 0 11 145 40 26 6 31 2 2 .289 .345 .366 .711 2017 39 1,024 155 282 45 7 0 341 126 92 0 5 153 40 23 9 22 8 1 .275 .335 .333 .668 2018 39 1,046 194 336 56 6 12 440 170 86 1 9 129 43 23 5 37 2 0 .321 .376 .421 .797 2019 36 982 165 290 39 11 1 354 139 79 1 5 124 26 18 7 24 3 1 .295 .349 .360 .709 2020 10 248 38 76 9 1 0 87 33 16 0 1 47 7 5 1 18 0 0 .306 .350 .351 .700 2021 12 297 53 85 16 1 3 112 42 32 0 3 77 20 8 3 9 3 0 .286 .358 .377 .735 2022 38 1,043 186 317 60 9 5 410 166 78 0 6 179 55 23 9 27 5 0 .304 .353 .393 .746 2023 39 1,055 149 289 36 8 4 353 127 93 0 10 168 41 15 10 39 7 1 .274 .336 .335 .670 2024 39 1,104 214 352 54 7 16 468 177 111 0 12 131 31 23 11 30 4 1 .319 .384 .424 .808 2025 41 1,145 228 355 74 9 12 483 207 115 0 9 163 45 25 19 23 1 3 .310 .372 .422 .794 2026 41 1,124 218 346 66 11 11 467 188 102 0 17 121 33 25 10 47 8 1 .308 .371 .415 .787 Totals 1,476 40,378 8,310 12,266 1,924 402 312 15,930 6,791 4,339 8† 330† 5,157 801† 1,027† 265† 1,291 112† 27† .304 .366† .395 .765†
Saint Joseph’s Pitching Year ↕ G ↕ W ↕ L ↕ SV ↕ IP ↕ BF ↕ AB ↕ H ↕ 2B ↕ 3B ↕ HR ↕ R ↕ ER ↕ BB ↕ IBB ↕ SO ↕ KL ↕ HBP ↕ WP ↕ SH ↕ SF ↕ ERA ↕ WHIP ↕ OBA ↕ 1987 21 13 8 — 145.2 — — 105 — — — 158 74 143 — 70 — — — — — 3.56 1.70 — 1988 29 22 7 — 198.0 — — 137 — — — 97 41 82 — 88 — — — — — 1.45 1.11 — 1989 28 20 8 0 194.0 — — 140 — — — 79 36 69 — 119 — — — — — 1.30 1.08 — 1990 31 25 6 0 207.2 — — 145 — — — 69 39 61 — 134 — 11 15 — — 1.31 0.99 — 1991 39 26 13 0 — — — 165 — — — 114 74 121 — 181 — 8 26 — — — — — 1992 30 23 7 0 — — — 135 — — — 90 56 93 — 150 — — — — — — — — 1993 29 25 4 0 — — — 138 — — — 63 34 47 — 127 — — — — — — — — 1994 36 27 9 1 227.1 — — 196 — — — 102 65 60 — 162 — 9 12 — — 2.00 1.13 — 1995 46 37 10 2 289.0 — — 274 — — — 136 90 54 — 155 — — — — — 2.18 1.13 — 1996 49 38 11 1 316.0 1,306 — 256 — — — 110 70 78 — 231 — 13 19 — — 1.51 1.06 — 1997 37 30 7 4 224.2 896 — 156 — — — 75 43 38 — 226 — 8 10 — — 1.31 0.86 — 1998 42 22 20 1 267.1 — — 297 — — — 159 84 60 — 90 — 1 0 — — 2.06 1.34 — 1999 42 30 12 0 259.0 — — 279 — — — 150 97 61 — 132 — 9 8 — — 2.53 1.31 — 2000 41 23 18 1 275.0 1,181 1,096 281 31 3 3 143 87 52 0 117 1 12 22 12 2 2.21 1.21 .256 2001 41 25 16 1 276.2 1,169 1,063 242 30 6 3 104 54 64 0 172 0 14 12 26 2 1.37 1.11 .228 2002 45 27 18 1 288.1 1,286 1,140 282 26 8 3 149 85 90 0 122 0 13 34 34 9 2.06 1.29 .247 2003 24 11 13 2 160.2 — 644 172 — — — 100 68 39 — 79 — — — — — 2.96 1.31 .267 2004 39 10 29 1 256.1 1,196 1,127 340 52 15 13 202 120 24 14 117 26 4 23 37 12 3.28 1.42 .302 2005 37 12 25 1 227.1 1,101 1,031 350 51 8 8 208 146 39 0 94 23 6 20 20 5 4.50 1.71 .339 2006 41 24 17 0 261.2 1,129 1,042 270 36 10 6 136 105 52 0 137 15 6 40 20 9 2.81 1.23 .259 2007 33 16 17 1 204.0 951 845 241 31 9 11 161 109 69 0 150 19 6 19 24 7 3.74 1.52 .285 2008 43 26 17 0 279.0 1,221 1,119 340 49 9 21 193 147 74 0 189 17 8 27 23 4 3.69 1.48 .304 2009 43 29 14 2 278.1 1,173 1,085 264 47 2 10 118 84 48 0 169 23 11 20 21 8 2.11 1.12 .243 2010 40 30 10 3 259.0 1,103 1,000 261 32 6 12 123 90 55 0 181 21 7 11 32 9 2.43 1.22 .261 2011 47 34 10 5 311.0 1,321 1,200 309 51 2 14 142 110 63 0 227 58 12 15 40 6 2.48 1.20 .258 2012 42 26 7 3 263.2 1,052 955 191 32 6 3 75 57 43 17 218 51 8 11 11 0 1.51 0.89 .200 2013 47 33 11 0 309.2 1,273 1,171 255 48 4 14 110 76 67 0 226 65 7 22 25 3 1.72 1.04 .218 2014 40 34 6 2 267.0 1,080 1,004 237 30 2 12 90 70 35 0 145 25 3 8 33 5 1.84 1.02 .236 2015 40 27 13 6 260.2 1,175 1,069 303 50 9 11 141 111 72 0 165 68 4 17 26 3 2.98 1.44 .283 2016 40 22 18 3 268.1 1,204 1,099 314 44 4 14 157 112 58 0 178 51 9 10 27 10 2.92 1.39 .286 2017 39 22 17 1 255.2 1,178 1,038 305 46 9 5 154 101 97 0 136 45 8 30 26 9 2.77 1.57 .294 2018 39 20 19 4 241.1 1,135 1,023 313 55 11 11 184 153 77 0 128 39 12 30 15 8 4.44 1.62 .306 2019 36 13 23 2 228.1 1,151 998 358 55 11 13 222 172 92 0 89 21 21 28 25 14 5.27 1.97 .359 2020 10 4 6 0 58.2 302 266 91 12 3 3 66 54 25 0 38 10 6 6 4 1 6.44 1.98 .342 2021 12 6 6 0 75.1 373 319 101 9 3 4 67 49 33 0 33 17 6 3 10 5 4.55 1.78 .317 2022 38 20 18 2 250.1 1,193 1,032 296 41 11 11 176 140 100 0 186 66 31 26 22 8 3.91 1.58 .287 2023 39 21 18 4 263.1 1,186 993 250 36 7 5 122 83 131 0 194 67 18 17 34 10 2.21 1.45 .252 2024 39 21 18 1 254.1 1,253 1,039 316 49 5 4 207 160 153 0 120 49 21 21 24 16 4.40 1.84 .304 2025 41 17 24 3 262.2 1,365 1,101 367 62 11 19 264 223 207 0 95 26 16 33 22 19 5.94 2.19 .333 2026 41 19 22 1 265.2 1,343 1,105 347 74 5 8 235 195 179 0 100 34 16 36 33 10 5.14 1.98 .314 Totals 1,476 910 552 59† 8931.0† 31,296† 26,604† 9,819 1,079† 179† 241† 5,451 3,764 3,005 31† 5,670 837† 344† 631† 626† 194† 2.82† 1.36† .278†
Saint Joseph’s Fielding Year ↕ G ↕ TC ↕ PO ↕ A ↕ E ↕ DP ↕ CI ↕ PB ↕ SB-A ↕ CS ↕ FLD% ↕ 1989 28 986 570 361 55 9 — — — — .944 1990 31 — 623 228 — — — — — — — 1991 39 — 732 300 — — — — — — — 1992 30 814 553 197 64 — — — — — .921 1993 29 902 585 266 51 — — — — — .943 1994 36 999 676 258 65 — — — — — .935 1996 49 1,438 944 424 70 — — 7 — — .951 1997 37 999 674 262 63 — — 1 — — .937 1998 42 — — — 69 — — 0 — — — 1999 42 1,055 673 312 70 — — 3 — — .934 2000 41 1,366 824 455 87 3 0 8 7 8 .936 2001 41 1,268 830 368 70 9 0 6 17 13 .945 2002 45 1,426 865 461 100 13 0 4 23 6 .930 2004 39 1,259 727 416 116 4 1 4 17 11 .908 2005 37 1,125 682 360 83 16 0 15 38 8 .926 2006 41 1,189 784 350 55 5 0 8 19 10 .954 2007 33 926 615 260 51 2 0 15 33 15 .945 2008 43 1,223 836 322 65 3 0 10 21 10 .947 2009 43 1,223 835 350 38 3 0 10 38 7 .969 2010 40 1,152 776 322 54 7 0 13 18 10 .953 2011 47 1,350 933 368 49 5 0 13 13 10 .964 2012 42 1,148 801 299 48 14 0 6 24 4 .958 2013 47 1,310 928 335 47 12 0 4 24 4 .964 2014 40 1,144 801 309 34 3 0 25 22 5 .970 2015 40 1,173 782 336 55 6 1 3 29 8 .953 2016 40 1,176 804 319 53 7 1 16 51 3 .955 2017 39 1,168 767 349 52 18 0 16 47 9 .955 2018 39 1,065 724 301 40 8 0 21 39 4 .962 2019 36 1,059 685 321 53 11 1 17 39 10 .950 2020 10 270 176 75 19 1 0 12 11 1 .930 2021 12 339 226 91 22 1 0 4 12 2 .935 2022 38 1,096 751 286 59 12 0 23 36 11 .946 2023 39 1,111 790 282 39 6 0 15 42 7 .965 2024 39 1,178 763 363 52 18 0 31 45 9 .956 2025 41 1,184 788 347 49 22 0 23 35 13 .959 2026 41 1,155 797 306 52 6 0 19 66 6 .955 Totals 1,356 36,276† 25,320† 10,959† 1,949† 224† 4† 352† 766† 204† .948†
† Partial total: available values are shown; — means unavailable. Rates use only seasons with every required component. Softball ERA uses seven innings. Saint Joseph’s statistics are available for 40 seasons.
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
Season Statistics by Location † Partial totals include available statistics. — No usable data.
Rates use games with all required components. Locations are relative to Saint Joseph’s.
Home Away Neutral
Saint Joseph’s Opponents
Hitting Pitching Fielding
Season ↕ Games ↕ AB ↕ R ↕ H ↕ 2B ↕ 3B ↕ HR ↕ TB ↕ RBI ↕ BB ↕ IBB ↕ HBP ↕ SO ↕ KL ↕ SH ↕ SF ↕ SB ↕ CS ↕ AVG ↕ OBP ↕ SLG ↕ OPS ↕ AB/SO ↕ 2000 16 408 72 120 25 † 1 † 2 † 153 † 59 45 — 3 † 36 1 † 11 † 2 † 12 † 2 † .294 — — — 11.3 2001 8 233 27 66 6 † 1 † 2 † 80 † 23 10 0 † 2 † 21 — 6 † 2 † 3 † — .283 .393 † — — 11.1 2002 14 369 123 140 21 † 8 † 9 † 204 † 102 33 — 4 † 26 — 4 † 3 † 26 † — .379 .500 † .757 † — 14.2 2004 10 262 14 53 6 † — — 59 † 13 13 — 2 † 61 8 † 6 † — 5 † 1 † .202 — — — 4.3 2005 11 300 40 69 11 † 5 † 1 † 93 † 32 20 — 1 † 54 18 † 3 † 3 † 5 † — .230 .212 † — — 5.6 2006 21 553 119 173 32 † 4 † 1 † 216 † 104 56 — 2 † 106 23 † 11 † 4 † 15 † 4 † .313 — — — 5.2 2007 11 298 51 101 17 † 1 † 1 † 123 † 42 26 1 † 2 † 42 7 † 3 † 1 † 15 † 2 † .339 — — — 7.1 2008 14 397 92 154 14 † 5 † 1 † 181 † 78 31 1 † — 55 4 † 2 † 3 † 20 † 3 † .388 — — — 7.2 2009 16 414 98 143 30 † 5 † 5 † 198 † 89 42 2 † 6 † 53 15 † 8 † 4 † 18 † 1 † .345 .500 † .714 † — 7.8 2010 13 344 77 120 20 † 2 † 6 † 162 † 68 31 — 3 † 52 17 † 10 † 5 † 9 † 3 † .349 .441 † — — 6.6 2011 22 593 142 213 40 † 2 † 7 † 278 † 129 54 1 † 11 † 66 13 † 21 † 7 † 20 † 2 † .359 .529 † — — 9.0 2012 15 352 90 112 28 † 6 † 8 † 176 † 74 † 51 † 0 † 4 † 50 † 10 † 7 † 3 † 12 † 2 † .318 .320 † .643 † — 6.5 † 2013 22 597 129 207 48 † 9 † 2 † 279 † 113 44 † — 5 † 85 † 21 † 11 † 4 † 24 † 2 † .347 .579 † .519 † — 6.7 † 2014 15 384 97 143 25 † 5 † 4 † 190 † 83 33 † — 13 † 46 † 11 † 15 † 4 † 12 † 3 † .372 .506 † .800 † — 7.7 † 2015 14 363 77 117 27 † 5 † 5 † 169 † 68 53 † — 6 † 46 † 17 † 8 † 6 † 13 † — .322 .298 † .759 † — 6.7 † 2016 18 482 62 133 25 † 2 † 1 † 165 † 47 46 † — 4 † 66 † 12 † 11 † 3 † 16 † — .276 .433 † — — 6.9 † 2017 16 426 88 136 23 † 6 † — 171 † 73 37 † — 1 † 39 † 14 † 9 † 9 † 8 † 1 † .319 .528 † — — 9.0 † 2018 15 378 75 122 18 † 4 † 4 † 160 † 67 38 — 5 † 46 13 † 8 † 1 † 17 † — .323 — — — 8.2 2019 10 265 60 86 9 † 7 † 1 † 112 † 54 25 † — 3 † 20 † 4 † 4 † 3 † 7 † — .325 .448 † — — 11.0 † 2021 6 150 37 54 11 † 1 † 2 † 73 † 31 18 — 1 † 20 † 5 † 6 † 3 † 5 † 3 † .360 — — — 6.0 † 2022 17 478 97 155 28 3 2 195 85 28 0 1 72 21 14 6 13 0 .324 .359 .408 .767 6.6 2023 12 339 63 109 13 3 0 128 52 17 0 7 34 9 3 7 15 3 .322 .359 .378 .737 10.0 2024 17 466 99 154 20 5 7 205 79 47 0 9 49 13 7 4 13 1 .330 .399 .440 .839 9.5 2025 12 333 79 118 25 1 † 2 † 151 † 74 40 0 † 2 † 34 8 15 † 5 6 † 0 † .354 .419 † .437 † .856 † 9.8 2026 16 451 100 144 31 6 6 205 82 43 0 4 30 9 8 3 16 1 .319 .381 .455 .836 15.0
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
H4sIAAAAAAAAA+z9ybKrWLYtiv6Km1dl4SJP7O3tZohEIESOBKIGiFQgEKmgdEvvC94r3Nr9tvMlt2t5RCxfsU/ECXfF3ksRFtPdmHMxJ2gwGGP01ntvvY3/uBbTD9dwCP/QR38Ywqj/zx+rJg6Horn/oS+uyR+4H3+Iq7CH8/AH7RhVRfzl7378+culXVMl//kjnKiKfvjxh7Arwj9UYZRUX+/zw+s+P3BwQTQOA/x7WFq45pd//Pj1Dj/+UFz/y6e/PusPzoH/463j5j7ABf+1lX9ow3tS/eov+6RK4iGBOw7dmPz4A9ynuF+T53/+iPz46wf+zx9f1/zshMV9+OHQ9Emb/6//6//u/2P7S/t+f6MN0/w7G/31L782Og2r/ptW/wH9i2a/rvrZaNvmntyHX7V3C6/lL97Nl4/537f0L7vty7urkmu0/I1X8ad2fLn4jx34twZSGtZFtcAdvlz97nD65W4/cD/88rm/6f38uiVfnicvhqG4Z3/9TX1zxS+99e01f/9A+9N1P8u//PA7x9h/eYa2GOL8tz7EX1z0W0beny/92fzjT/+oJ0mLpLr+1if5i4t+y5P8+dKfpT/+9Jvn0f9xfPxvZ9RfH4d/Mbf+PGa+tOTr1HlNkeQPzZR0adXMfzHqfmlwl2TwUd9OImeAz++HIu5fV1QJ3PfL9193y6/+FTfVWN/hEzHiL+6ThP1rZf/z7V43ypPwCt+6148/9HHzGgJwhz+9l6Yb/vPHOyxXf23S/ulTX3/58y+f8B899MMv1+fF9Zrc/zjLfv7hf/1/////sX39Ft7Un1/ZkP9DPnsf1kn/fT6a232fz7W/z8fK3+djse/Uy/h3+lz5O71e93uN5p3yfT54950eWPleHyzvzO/zwY7xfT5XPX6n5/1OS6UjfafP/U4Dmne+k+E/77/PBxvfbQYfv9cTm9/rHe+2v2vZ2r4wNfz0C76Omuvygtl/vPcXnAwIHUGQFwi//slJuCZ93BXtUEyvxoU/5F2S/uePP/20/eWKfvu64qd8qKsff379+B/b8PUhr0/48z3uY510Rfzjzyj1l7/69vZfnumX9sCD/mEKqxE6gSCwH3+Gw5+f6rffgkR//JlE37gBS//4M0u/cQMMuhWD3vnlBv3Y/jAUw8u/MsNuKMLqh6EZwur/8ytfCF5u8sN4D6ewAHcJ3Km06X7omzr5IXs5Fj/9+PP/+r/+H7jh2P6+BkF7Pqg5BLziD2oOiuMwXHH8g5pEvLroz330O26Akz/+jJNv3OD1AP+/N66nfvwZFoCP6VAa5jT9zpx+tz/QL2Psg3oE2vNJzUFhjUI/aZH6sDUT+QlDWYKkERQnaYKiEApe4OvcG2MS+YlgaJRmf3WEe8L3D3rud+fdu9eTP9EEgpHsn44vcPHTtwvJF6z1vwFX8Ke/EVyhX8EVAJh/PLii4P3C4R1sBHaFfceuwPB9LYRv3YKBOzAfNEY/DM98mOmFpQXeF/3nheoDmsRAFzF/7qPfYxxg8cX+bD5/z9L748+f5CB82JAhYYaTf57h3wOtfRoa+TC0Bsm9n7FPWvM+rH8ArTEsQrMYxqIYhpDkC1jBqe84pF9g79v/YNLDuT9b4g/otnefkfkJIVEaI1CcZnEUwWGUMj99Gwr6a2ANJvxvBGvYV7AGK8XfAmswMn+PB//FhX8HKL0dCUORl+lG3hm2H+f3fpip+zA3EyUAmcDhg5pEvJyWd3wWFF75y2H6bkvvh73jt5eFt9HVywX8JLvzYQ7cv/vn/wRlcIRGCAwjcRJDUYyioYGvc99xTH/v66mfWAqhGQIH7IORBNht+qc/r+J/E/lA3/1G5EN8RT4wLP4W8oE38jtG22vBhsM76Q9YcvF3kogUdCD1Fu552dFPMqMf5iG9DfVhjfwo3wUDmIK9swLhMOrxdwb9h8WUPgz1MNAe5p0l4ZVB/KDn+TjH6sPe94f5ee+Hb1CKZCgSZwgK/XIEyINSb60XP+EsQmGwkMIPf/YH/gX66v2cH0LjKP318Mr5/X1hJOjM3wimyK9gCszZ3wJT8OvfYVXol+Gn38lV4GBY8G+x5G9cOeEG9Ds3+LCl5cOgFLjznzR7GWgP80kNwl7D5x3L/23C+XsETD7sDb+dPv13+ujf692/Su8AMmNoiqJJCsExlEZfyWs49T3Xi+99PfETDlEohMURDMdI8mUR4NTfBaBgafmNAIr6CqBgTfobAOp3BaNQBtYqOLyDnyCWhL8TSyKhCeQ7Lfg01/WzzNnboVdYH6mPWiBhwGHvDLhvCxj+zR4nweSQb9WkwPUf9Dwf1r0fth58GL74sN4BahOLEzSDUQhDsSRFvsD869x73CTy2/9e5HbiK/nlA577e2Mq/Kdfxf5exxcq/+lbetBfA1Vg/38jqKK/gipADn8rKgVT5Xc8zIuaBYd3+uN1h3duwEIHvjVq/00S/adauFD0heTRTwo7vE0jR199/F2pPJ/1jikArtQ7wPXjaks+DKp9GDb6MFz9Yb0DUA0YQUAJAk4QsKJJ8hVdeZ37Jw4tvZ/bI6lvvl65vW9j2X8NRcHS8BtRFPMVRUGf/+Pr+V68Nzh8VxD0EmyAw7+SXMKHrbmfButengccPqhJDIwg5h2zT4AhId4ptfgw7tWHwTIals63rM7HMaI/zNJ/2hLxjVvyAQ36OAI7xrIkzSAkFAlCwRrLvoAZ/lJUeofNxXzzBUkAOPVJZdcIYC8aaPoUi/3xCE2EUx/VRAaBDC608o/H14thXgV+H9NECthpX3sQeSnbUH8nOw2GxG9EsOxXBAsj6W8hWJhfv2NevkKTcHgnVfR6/rfKw774/G/xe9BXmeQnzbR/I9i/jSZeb/yrwMAHNOlV7PtWre/bJM0PQ7AfNmQIaA/xL5Us+Dcn5J+qfOv9+gGQn2Ax6uvxl7Tte5DzVTtAfoWt/wL99O717E8ERaIohdFQW8HSFFga9u/L0r6G3G9DZ+hXMdbXWP2H1w4Q5KsQk3yH6QvqJ6917y329YtfBYd3IowwTrFPCh98WN7i4/x1DIcWweGDmoS+anvg8A5GA5uLf88i9Q9zC74lTr6t7PEBT/Rh8/rDopQfh4HfB1UvMVaSAsEcnEQYSLK+Ym7k95zirwAW+euvXwJYnzRJ3n1E+icMZxCW/PPxpXXxLcL4axDrN0uyol8lWV8G8h8fAPviWL7lWbIQfGLfkqr4i3DIv0IA7F9Oogj7pYrxk1bPV9KCfUulBabjV4z3zx80+DBz+75w2qeR4b4wOD8pkfdhUcoPw/cfNh9eaI2iSBbYShiKoQxLfZEN+65w7XtfD+EqKNDEUegUhsWpl0MFp/4uLPWbFVPRr4qpLy/gb2EpgBK/RzUaImhweIvN9vIoibdq219SsnB4h430TbLhA2bOp+UKoD0vabmPaRBoDb+QzCfFwdGXHhkc/mF1yx/wTB+Wonz5XR/UHApcFuqTXJaPi8592DL2YcHCjxOU+zDvDuAjwWA0iLBhCAXg8UXZeJ16r+4Vp1+3IfBPcrOQnyiCRCkUssM4iOxC9BCaCKc+qInv7xRA/CWJjvmapv1vecC/hqNh2v1GHI1/xdEwXz8x7fsin76128U/AIh/m237gDH7YcGCDzM/2EuIGg4f1KS3yxa+DXB+wBO9XT33WWPmVb33VQL1Axr0cbSxj0u5fhgGx148k0+aoR9XqYIDyqBJAKgkxEthN6sX6H1LGwpA7xfNYTh+0IN+70AsBeU/3/z3qur474ULfw2Q/uYNIdCvG0K8sjN/C5DCVPs9uzmAIYbDd60SeTlBcPhXqnP+MED6Yc1BX3v9wuGDmvTaRvCtdNW3VSIf8ET/YoD0231nPqBBH4f/PmySf9j4+Tj/4fNS+MAK/9XODLBEv069WTeNf/P1pRb7o/QtkJ/oV6Por9JWH9Ao9CVyTdLApvjj8QWQ4Nwn5cRYqHpCX94G+52w9G/eDwT9uh/IK3r7DyecgiIArMBvxWbfVsNFXxQJOPwrbSv7YXbtw8Isf6kS9QFNepsd+eKdf03b/fPTGT5syLySUF9zUB/QoI+jM8D4+6Ss8Yel6z8MuX5cXBeKwDEUoVmKRSHX/wVIw6nvGAGFanKU/GU7OmjQB/XV+6FdCrbm/QYnUz/99y61fw2O/ubdVdCvu6u83snfgqMAf36HESVfcJR8B45+y3v7PpW9n1cp8VmL8aeFWYhXnIX4JPT19h4/H1ex9mHw9sMM8Pu1b58W2f04EYkPc8n/XZz1f5LExAiaRWFXGailZ7/QYuHUP3Ft1ds1yOhPL+7tr6i4rwn294mVv0pkfiPS+7rly6u25h+/5Qv22t8eeyeB/krIfs3Hfo+NSz9u0f3eY5R96Vt9EvB9e1ugt2/wbpd+mNl6H5h+Wtzsw+q2/sVEnT4PV1CgE4NToBXDoCRLvhSH4dz3nOHf+3pQkMbpX///Ckh9S+n8a7DiN++Bgn7dA+UVIPnHB5BeJH04vIMKYMX9mu7/XajglY18i4XwcTuif1gA6cMWOQiYv4zaJ+XLXkqj1DvT4N9qPP+D3M0PaNDHlT582Bz/sIDhx7meHza/XtRAEmcp5k/HL+I+X2tM/r0t8X8TlkRhIxuWoAFhE5BQfiXjvoox/o8mN3/z7ibo191NXopD/w1cu1fI662A09v7QqBfKMVfOcX/CobiwyIkb8d5Xw4YHD7okV7V92+qYH1YrdO/2EbHL8nW9xRbPw1O/JvN9k/Fd/6w/nltb0KwNIGwkGIiMIL5EuVj3rGc3xtZ/QNoZyQJmwsSYFpYEKf7UlH8LeH5ryCpl8H/bUgK+yqT/UIKfwNJ/a6NjtEXWRsO/7AsxPcIj3wYB+pfzCB+nFjht3SYt8WOv8Mb/jAH/+3i549jyH1YB787Xj4sYPYP2DENyEgMgZM4TaAE+xIbglPvTOnvDQneXhF++jbW89KYxf4+QtKLvPQbMcVXuejXtgf/DYSkF9Pja9Lte1RCMi+v5y037tOkkD8M5XxYqAh9jTk4fFCTyJdo+lvhQVgX36L1fRhR/MOs8tubpH0bvv3n75APGy4fJ9nxYTAMYBSNUgjB4iCe/OWHF4yi37GaLyVmDKcxhkFxkoSIzxdRuo+qLocmvvbZpf98fGUO4dtHNRFgLUUgGHDMMZA9eblHcOqTepH86WvV5OsInQin/i64+ZtVlbGvqsovJtffgpu/K4YFNP6XqvJbEaS3PeBXWgYO/zDhjTeXp//5y9FXCh8O77yFdwETAaD/Pdn4X1nANyN330NK8dvc4Jupojd9grczZ//z/f9iNEM9OYkzDPLLT18IzW8h8J9wqMFmIHtCEhgNEY8v3Bn83VtCQReFoiz9y09fbvlOoTdsS0DDdp+QYXhVROEU8tIsgFNv5UhARAwnQFsUJxkMeWkj/b05kt+skop9VUl9OYB/y8DA5Pg9CQoYCHB4pztgaL+lAYEir41AkbeU/78ppf+fn16/DmD8rqj9l7D9d40q/bJV6PczMG9e/m0q53tkTn5dIfQ/P4TeNG9vmxecoBCQVvzT8Ytv9aYpYHDklZonKRojv2zt8WuBxd/JzPyVogocf2FmvgNLYOdsAmpUIFkOmoEQ83+FVl+n3tpl5k/7y/xql5m/z3/5zcKB2FfhwBfp9W+Yl1cw6HfYhlfhFBze4iK+wPdb3gP6RWXyLUrlS/vjvbf63vz8tc7a7wq3QifC4S0r/Vogv2618k/ow7zpBrJgId/SFngp0r8nSP+rYofv4oR8dy8GB2kDjEQIFKYz4PlXcOd17r17kgTFEgRDQn4SnCPmlw1+36wBwHGMZgiUgeANgbxoVK9Tb92SZmiWBkkHAmMhbPlFe41+Kw1I/USyNINRIJ7BkhQJHtLLkfn7ErO/WRMM+6oJ9sr7/OP3H8O/7H/7The/upR+i3zzkgGAwztLBLyDt8pP3oSR74Y5XoW1cHhnVH6zPdP34Ny9aWXetPSvVAfxjiPxph/yfd2YtxmXb9r4l4VhCYphQOeSRljkS+E/nHrvlhRYFQgYgYdAQgjqtXjCuTddGSjPYaC4DAE3C8zWFwPzFs0IDAyN0/DkoM8OKuKw6f3LwNDvdCbzE4NDHgusK87Q9KsqCc78V/OyHaLmury+v7JB8P1aTH86wuGHrnmlk+CXcF1S/fhDcf3PH6smhnRSc/9DGtZFtfyB+4Nz4P/w5Q/+0BZDnBf37EdINBXhHyDHlFRVco2Wv3YZ3PpXF/3yGHDmdbP//PHrL/Liek2g5UNSt1U4JH/+y+QeN9cEWpWtRfvjzzLRK9yfvjboFcOI+PmUWck7pnqy0jtbPHiKVO4tMpvnY0GSHjFkudWK3Fil2eBua54U8JQstofHmXwExOUZJkRSV3p8ZONkqdHBZVjkuvXaR6WfjwhrmE+MMcgh9W1c7wZq42l0ei/QxJefoW+SxHWSccySN5utywTm3mzIOpDPz+TOY0bQJsc7QkxrHcsMM7mby7hurpOEXeV+9dWNeUTDe0fRt3oTH71IPrLTlJEmGU90EdPbbou3eOxHLGE/cdYgPZOYSDT2yfnqUcbm3my9wyarNj7TJ8ID/lJeRYWVhXUNx+Oy8W3aXAt/D97u/UE+zcQ3mSn1UlyOZNTfBJP8WEdmMhvCRFl2Cx+2xPdiuy+w6fjcC3Oy3Rr99jhvq+2T2prSE80EpsfXrTpFmzBF89j13Y5eQgj6Di09TYJ+TFlqdfA0NfAwgYFJMXUy0D6OkCtM/Tt2C6dtedRTeCQ9RlkfYVdvTW1i+2j9yYTV4Ik3w7AxrhL8DkGmM2teEw0Xifs9Wi5Uim629ZjHm/2+2NBU4Ij8tk6yeGse6eMShoR+da0LOfmwY9eiMzHZVBhztvB0Oj8ea58Wt4dmUviJoGP/sG6O1X11r2d9LbHI2PMaxWrVXU7ZW5z60DFuyUyOW+7RDWOSC5OYdmf0xpndEEZrT1dj48sMWT+3R7kirut4uceXKy5vUk9+Jn47svXTjdItSpc0e1s6JuFIH1/CO4qX8rVANmOkawhuWcF8tTfRRpoS3OaSlUC3m43H1hwnCvyBocdjt0mOHONf2oHsJpJMD0h6D+dJKo11SyC9qmeBgxhdv73fN+FdO/qcZJoltGGHxtCWWDIvrdsEoru1L6kv03EkamEZCmWyXHYa3e2YAacPyjUNNIfUpJUqeXITPNLoMtEZg90DWxMQo7n5dqyX1/ooRgze4FEHzRelzGg51CoQm81P4vEoc87exrj9GfN31qBGs+Hak3Hpr4F7HgzMv+djezjqvFSdsQcmXQ25nTweGy+7EeXLK3sLz8RqTveMie0kML2GOuNa001Z7J9uNcGfVXHRcKM2HsIq+4Q6HtdMuzQXbKdnJxOLWLmihaVVKqq6qqYbeySxb1D+YpyGau8L1rTlp1Iy2Mba6k2yNRSW5gVisJSm5m4B38XtrG617fOxUUkuwfQ2QXA+vNY7fnhGBPZcG9GJH8fb7PfDbm6C8CFLyz6xueNuT/taddyxfCZMzGMv0vuAuEM/pRpz0pu4oTXyuCtlWW0vbNKj3YbXg/45B/eLpVKb88WTtG4Jnr2QVls+opj1fBJx7vI8PxaPErd2NWL3VBur/W7hBzoKioEX51TnVkuBONnsdLY9PIzR02SSD0t/Yygi++B1LL4dfDpuD7mul66sIK1WU5VfnFIzi+JHd9ybLOGQjdDViOLauOm6cmNsBLIttej0HB4Y4wzlY+Geh0BA/AjPwlLQq6zcCKzBPc4bQmmfjd9a/bwfd7vrWct0N+NNXeL0mNK7h5PRWaF5fuh6suGEwWxFZVwFiBUmTCenGVawxjMP8Wfbq3ZhGLJ1EqwYw8+7OWqLMM6ADjHkpGqzhEQq6ZUv7jVtP1Whk3cHYeJuq4LaFVI4gRrLTqmkD36HxFG87aquD/IKzcnQUPZ8UE6PSTae3sEJ9wYTxAbBI3bZeIjS3DSz6SSRnk1bPBb95GGq0ES1JzU5Tmq0PMrzoGcl+nBgDAezm+2lk9RRypOjosNOblKX6i+SM6fWw6DG0yXdq8E5ac9WjLhUFd3m/raf1lGwNDN46o/9gcMqsqb0jUPt+APfCVJAIW1PFbV1yLz7bIetfm+e6/C4ME0zzXldTbHX7mll0BsRPeXYydnXZcO3VKl5Ea3OT/zeKQcYA2jhXG5iv7/fL+dpJ5b8DtVdZVM/1t2aoLuoEVOCa5mdKR+a5MlnzxHBd7rz3LE2NJ4QULNMjzqaFxm1Z+6K+lhzOi3qVYh4k3gqmO/c4gGttLjLZv9SjoU1SpHiHm39pt25LAuzhYpUXB1FqyitvjQWuIaykGMndppr3QLf0pJefPSz1Xm0oAZHhDLo2xLbMdcK+EylTSkrV3G5jONB2DL6kVSIZHXMqko39w2MFO9ArE6EnK5EWWHV2FlXu7wycbUPEe0SbE7JisxPMpR769aEGZbvDu2TPFxoerSuh8gLg8M1c0k23J/ppNaxu6OI23Re4N1KJ4QwuHaHLQt/8A219riorDV9tMXGabNRV6W+8YpV0tWN7kZIRlrC0nFEdL6nR/Z6J6Us3E1It1eI5WlVSpzOZf8IjtXRbWmVRRzrNp9EO0vvl7FC+X52b8kzjAbxlmwZw0if3XYW9NnRLndrGbY0fsWkyZRwHXGT8ZQmo3Zm9XpW9kK0SZQGunZOxdXohvMNrXYoLeZqZLiZSZI9MbpVkZMlpu5VJDGRRcWz03pZFg2hgj43nn5xqKQ9f9jbR4pUAy3gXflKOTx2Pdscbufx/sRbAcL6eoUkPtfa5ZZHqKiRomg9ZOT2aZxUKcsi+pJrsrFDg0J4hs05V/aYphglT4npvG8fl4bm1r1OZ/bKkUE6c3OWlWedOOXnPmGO/WycnuweOy5IrS+Tfru6orXYR98USKNrsKqzNqeziFpdfTmYpya3nscm4xKDOGmPuyv41WDGxSL4elkqTSeuu9Y1KTuYsdvpWEe7xjXaLBqrMSfqAiGDpxs0dKJs9XveP135TtzEI3v0lY7ba2FqT1XtFu1B9Ao7X4zI4x7L5nI7WbZeGdwZDya7XQ5P1TrzFBIMmpjTThAGcmNyxKazxLJLC2/D8uQ9l/fLccUKfS2Mkr4JN3HN7dGJQuESC4aGzDDX8NspCUhbCpyZR4XcM6lS8HieNSRS7oT8XN/7imv3ISw9bjCcdA9FeXdrBP7GP+Rh2R0cd4eyVh0jZz41Kl5cg7DrzaFEdbAAgntHqzk6GZyBD5cso/mNrmoS53fSdJ5lZ3cSQttxl6iwXK3t06USL8+9vpmy0r67x17BjbSLwv5I8M+roGx7gWUoZ7sc6q2+2kjmda68nniEvkxaoT/IDNu7gJ+EZ4U7mvSI7BMX1Ax/iO1mrh/q9SCI2mkVw2XPq8eikP38GDDnYtxzp7VhVqfFZiJVgl5v7Gc8NIe7rUd3b7llTIvOJ7sKH8siO+uzNFlTeAR9XyCy3p8vu7rBDifnhmeFM1s2aWUWwuPerheQoxk+j+uRK5TyLJssHMn94NCxQhBIu6X4zOFlJFIKd4M3SFPQfXPcB8KtKWDy4UKRugEhNWTg305Irx/Pc7Ohdzc19JnLCVGISL1v0qdd70ZkOPsLJh20Z4UePVHp8k2L3QRV6KNj/jj0Y+Bd0l6gip6tfMk46WZpbdVDQxRlSMVxfdpJxnrViQYrZntnnJejsvrd7XJDSSO+eHnJ3uU+F5v2THR0li67jAWAumOcmCmYKd5M0fXcNqwcW1OOz+leD1nhMmWhvtmVY7bRwX3tmdKzL01oDbglHSk0PD1uzm6UdvWScgNJFINk3oQlrSvcNMXqKklMpYiS7Kn1qpR34aBbCJGWfTIdH9unI50tjd9Vj+Y6HCvXyNd20Z2cONTn5txWlUfeUCsYODoX9rUyC4iGdTiFLm14yfetq9uEfNg2SmAHY+1Y/vN8PcpnQ8YwZT1Rqio6u0F63vZ79izY+3BFTqIzx/pOxMI9VUt76Ecr5Aa1h1l4cM8Lw1mPVhrY9Nx0Dr326HWpEu94i9QKgBW9zv49sY+rrQYpp20dIUzUTi2rx1atLyYyz+d1aBbzfpBs7YRamC+2zsjRtRz066FwhMd+1jLM8Ebm8BDaxmgIN2oMOWSO44l/ppS38So2cWMxOoVhqArmjb6g/rSpay3UzZjVG+OuZmMobc7aUzldtrxNn5BE2cVV89irBzCUvLIfn9kkcpR34C/IIO1b8cw1Cxs6jY6fKom/Ov5TPSsPMxfaQHXzNLud9eNYSpjaNs2WO+CSU7VZJiEnmV0KDMXBxMPlFNJDY2o0JdATM6Zp6wyZJWLZA8HjeZDd8X52oS+au9svGjecToWFeCK6XI6FRXDP6x4MiOzIXibIfhNnVZusfc+ehqtxbKh6JrpkX+nXMU2KozJ0ydycpgAT91crJ7d7yZh2PaHYzcA9iu5mpGj3PJ/PCd3T3h7GhR0SmXfmDDEj6ihw6Gc13uSLYobmOXqK61099dO0jxQdax+TeRvMNDQGnckjIz9UwUOnNms49dQ4ShWm7XY1lh0A/tdFqYX9ulsksfCGkGcqMS3UESUL9L7PPdnktYMvBnQvxKS3E+pzVJyDgkPn40C0+22/Z/VEmw/WyTzsyep8soog3kVYEJxa4vSoF2Ly1bTP4viacorBXadiO9akO4BxoA/iMKQPQemKuWDmstRtRrcc9qIpW5NKpeYAi/yp6c+hvq7JNj96pnPfq3LXcYgTr4LIhqGvjeIJDHpinCY3VZhkfKiBsrlIs0ojd7RVsE7Vx03RHbLOnJDD7smJlIM2ZZ9JAXboWe0Rb3FrsZQb/iAyKMMXF8+u9sfcKhpkNvZMVfp0LToX+nzPZr6quUd/NOpp2+JSgtTWOcpPPd1hmK42hrFkT3nJLTPwtvKMz3qmTFq3nqsA7R+2oNhSo/SWHKqaZfb7xkYGfmluVzEuD3YWs7TkqcsknuRpfhz4PZp4itty6R78WVweCxfZuZeloecVaX1vmid+41+HPp7pMyGcQsLiTOPs4vNAAUIto6lxns4xvh73kjZX1MJNqjFaCSK77Y7ShzhUcvOUEdjpjBKxxRLPErX6mGgKxkwG02PcmqfmTIvQksH803an2o9KgFsdNh0TMgBH9YxvvR231E8eK8ABRQ1JscHft2/PlXsYtORfuhO3OZr3jHWn+9FeHw30yKLGGrcWtPMkN954Qx9lblPKxeaPdNCyfB2GHofsdtZRU4rtOWx58BibVmqaR1jXw/5ug3ebo16OHUulH7HjkRueV4zpz9ilPyPRfC4vcS4882tXxX5FY0ce/HSEmBtVV63xqJ+G8BgDXMu7u73z65NyWRSE3C8PF1uUMzwnJepHSbg+TitJ3XJvGcLeeKA7LybUwD6a8MDTsnDyYX9+FH5Ls8flilVcgR6EDU5dsNBULSvDDgMsH40gEtny9D3eUdQkfoTqmuD0o7+KPe8evCNV8Gwc7m/SlaCvx3Ljo6K6eVJppRprbJ1bUmKvjydGeydY2cWzhM5OjlD35jEeDj3u3MDVOgRG07pcM1ZHJa9vR7PVp4e0C4VMjRfcK0ujmNbSuUVuL7beMzufsUPyOHA+EbiUGiNZGVE9n/StSGxDnTsPY1Cf3CBetvPREchTLEpeyKHZQ2xrVSrIU8MfZ0WBVdXMX6givO+RlOuQK8yYoHQPjsNd5iLgdViPWIHZthsUlbCHlZlyfLvAbAwbAnPdiy0p1d6x2FR5PEpYpB+S7bpYV8p23wymrCPG5fg4aB6LuGFyd0drejgDzq3tSJPMfePQE5e2BP6E+J/GbHxvsUxf3HiPc33aElrjLhafPVz2NIq4oEuB6CMLMZaauOMJU8Ufke6GpqapQYdb03o88zc92fcnWx7AyRfwrkVWJxgyyQz2wzTN+xi563agCPilqzVOibARygZmdD9xBlmMclQOx6F35ofGxZWD265nZDKETU45jGT5lrnKqsjK7gS+QX14uo+swMlQC1o1w7f8jn1ulJqeZ7nR4/XCuDbCr9NArvh1I9/LZBrGiE7ubdlfW8EzF0zEVxEcwplwb2sNMSRV9B2e2IGRV/g9LM5ibO+l9VYG9sEJqIMFJtIXbpa2nGRwOA6WGA5nmDd9eW69c//QUe/uV/ura18Ch+wCt5UB5Cq1UHjHnbED27SOsjP09rOa8epE3I+zGh24y56iYAqf+OtKWqxVyRMheoxwdmPNPjQzIDyBFRu3vRQXxi6lkNhgO0RmSmekx4ha6rkgNouwOZfBMj44FLf2B1jX7zMFPs8yrAqvXGvtaTVZ481m3FwuzokLRb5NdL6L/PoCDrhHaaKyWJcUohXI+nxgj51Osv2tIAfFGJ+aGK6Xg3AXBlE35a0uVriYnSmhi2/hdVvwm9CyGAjtos5zkv0dEajL+Zwd7ScmlkurCjBpvMaunl4b7punPOYWKjajCX7WVZoCXD1emVnTb62SWEShi5n7dEzefapTo9wct95dBXk8kcqugViCJ7I3HwBCObWqG6kl3e8kbMu5VjaSmSOiVJJ1fDnsxSqpY0w7XsBjLp/GjMcXurCG81Mc+oMEjqzS5s6GydzyvNZHSZJv/A0tQnPp0D735j2GIGJRZ5J2nuM7siY2RYC73EzN+OQemNwqUWafeeyUkDGgurLIDZnZB5lk87aoLxJuiTcI7jWVymXl5f7kssBG9vVy9lvXtlcgrPFlQNdaqzF78TwHgeI9Zc4bs3QaanUUZM/YddXScjheDDgR7vWC4YkJglokt1C7mTlguHK03PrhrKS0W6ykmXSJlnJYOTGvKVoCs3tVbMSYQ3PJPjEFH55OjSFopnkYYQTT9mHn8oUpK/to2CkI4QiiTF6XPBFzCRlQNyxnudznkeQhQ6DgXcSfczHvnvOOMx5n56qvqX++baOTlyi2WGjJBla7/phmNXZXelo0GtlFeitYLPXRUmbDMhiKxQWxO5bWmUjNo13Nj0iLK/fo3ePq7OykJsk5BNYu8B+mzrxl+iYdNBucNnF5nsZMX1pSi65x7BC6YpPJ4d611Zpc6i2fp6rOy4nUa09D9LlTUnfPR7XeB5KzNp1vZdsbpogQ9Iz6EJvlg/J8lg5H3v16vz0++su+2SGLONOmKcQoREyuJinoVxNjHT5kyp6hQ64PNF0ZDcvulN1O08lpx8VH3duKIpqp3dEoTISPzpYSeGkcq7vCvHHuzjOs6bjZizU3arN3cTBO0+NQdkVK0C7pcXjGd5MZJiMS5s3GRZCtvOUkN5ajPD9yIgdJtD9mp97JoKVFUl1/awbt60V/kUH7+ovfm0HDPTrSc3sjnWTuCPhjuyjeHi2jqxsL58eO5pyzt58hKHvOl2Ggh/C2mfFkG2wKly7b88Ud9sRNIRitJSc3nyulqNWtWVzjlXYq2iRTX2VVtX3cqsBv6AfhtU6J+hi57XaXbXCpNzK2uR+8rcsqvXsNO9utDigkVsDqBYf+TPnN7D3PHlmr7kRRanLe+sz4UGipPlHTdd24+wAw2ZwsLM5eOzSM9pT/kGTlyDRtgT1QV22v8dm13PMdZreuy6T5SO6ebD94MV/HDo0eSatN51vxYLHBQukHs0VSBpkohwYkt20RRK/Y87X31nEi72YwnpfbEHXCqVXMaUuyG++yLR+QdIslQtRZDSmv5tPDA9uDKDub5tQdxx02pyYkd4+nbf64Y2s0gGvXWpPHbtNJvzamzKi3haXRjc5leItuWDnCp5MJ4/35iPcjxXo9woiExUrRKhG3vumXucwCgjki6tJ3Q7qOeLtxMaS7tQO68faOXy1avY4P7Yo+47MJw1tp02iOJdQ6oBHXXeiaPF7TlcKtB324bpOqY9i2DtmRI+1tKl0abaOJj/uJLK8n/DRZt9p2a/FiW4VcNlIuqdLZGDz1dOKobQqpmFme1gVy3DrkRIinV9sm31YG9eRLWCFOG7wiB7o9UH5ulMk56Sm8fjpGe/adZYNjWro3D1Vf3TyWOcU77iSSvf64n50OW4+kI07kzsULc8nnmL1OzZ6/2LoTN9vUkHJjw2Xq5ZijAK+tLNvfMIPLm3KJdrG4gyTaNTN4PpNtkjMQouN4Q80W1Rau4k4T/crsh1v7mFHzHpOXS1dcuDZhNkRlszshUTmmGS9cv4oCh/Eqrcxt359OiZ27Gq9T5UHTUksW9vvWITY4Hws7ibtWmaEinHq7Gap4wi5ExEmqx2pMS0W+ku+R+eBEmGGOPSWUjTY6EDI/yJ5oAUCalUtDXDlOMDKBBqs+kqVXqZDCpO/4xTEa8c7fpmt5pecqKy6By9+FuSaR+Oaa85yw+K6fSeHpIuMJWzcig6ieAmZjCZzL4nLkfhV2llGrS+iKAbHprcNommZ8OYh2c1lHB9vvIWe+V/dlI+eDcrwolzi280uyv6iX0MGGSidvY8pjihf2iETGkDnkEiaLijDYzWdOkvyrKF3Hgm9bhpPOlOiiO9GxLkJxUMydpQWIImDWLGNmWPJe6nAIv0uXRFsO/km/aypCMGN8phdwe8qKQCcIBMrrYTRi4xAa2l40ENvReJMiDxZDBhaRndoDb8P98yXzcSU5OWpyFcOTeXLs2k8yiGqQNT6aQn+p1k6x95eba++HMqz4+bhLPaShLrcuuQA2qzf87AcXGCu6Ye+KWQvm0618cnVraC7mNAzkpVySaXYeatVV6GblPiWrVpRONHeh24jnD+3K6iQpVKYlPJHnM4L75gST8xXRwPfn2dxjkTY/PZGaO27e2YgAKQfeKfNyyanaUFENrzpe0uJDWwttwXeduBtcPvFZRBemvHgUUuLb992NsdW+iaxIsPITI1nzUWyEVTvMBX+4wnq8HjYuu/dUg0Ef7kGzIzNHRtrGV9K0rSB2W4peF1kNEDR9HM8bpZpCc6W04BT7mabxqNbcDZFgrOcuKmTN0l2GvKTM7safcGlMjZNDDXpC4o/H3rtYSN8/h4AHT1WYJY9JKOX26BhVg2izJM728doscTNznVBflr2l1P7pzJ/06gXqx0FsZ9SACAKVc/3TqbvKCpw9/QJ6C3UVuqRx+Co5u4bHl+luU4bi+XwqIN1COqZywrKJK/oq20EKwjKzdZ/v9v7lIpXCUDzPCdlcbhRxOln1lXcWI1wtE8v1BdIWkwvIVjTGcW+HfQTR7JvI5RDUSAP3ZLNz0LC3WjE1XnanbW9PZLz1iIvycB9dCclXYAbVfMEo1VrejrRykKX7rJBFhwCVQK06XaX3e4WyW4S3LhXkTB6bc6ZZx4XwduBb+HgBAdTDzt8nRb+GsJhK0M4EWVOlUzjLc42LsHOQc12o1eOgZqfzbtjYhYh2FDfpxGMTwnIXivjmlgtiB5MXiZ5pWXCZBVEJiIKbmtJrdYAfN7WSOZDp8qLsenU5RK0A7HYAoLsTda56PL+GjedeDvnFatEWC5/crcHniDN8rCAgm3rGRl62TG4d5gPpFXh1ntjcXXJ3g7pPEdkLMAHO6609I057frrJ6TFhl6KQzrW3b5fcOUAYQh7TkNtprJOi/MjSMJ6erHvdU5bbiua1HbvAlp3lkKuB0J0vSgntjR9eizxyZzFFjs8rJb/DCN2Hap5zljo0JZdPwdadn1Z31xVvt0JCZ4Z/OYFZWE/3XjeKguWWamxk8WFeT6KH1eVBfexIrjoTUdg4+RnTif6u87myALuiW57O6uczRApi+6Rhhn2SRcPLu0H1E91ZEoRedxS5VUn1OgQDf44QOzjcmovpmYIZBo7TGp4DOuQ36pDEUrrPXO5xz7RsyRnTyqRn62gD25anXCO1vQ1rU53vfPvL+0AqYUDsE9odpDu4mS6sR+Vlv9ejZ+9YYmCdgCyQbcndMm+4xyMQ8h07SKN1OaO1cUk6bCc/HKDunDl7d2sOV8vZneFWYwgxOYU/TzFAsiwTQgTzrhxxEPhrXdiHCwb5o8PMX+UHcknytJ+GI9mpdGOmDO1QzxuMXydfzp7Ed028vXh+hmj57M6AbI6n+r7L9RlcTrSIbC4kdhJY0fDOb443Erko63igk61Zpzsu4+aYesD9HrRSdPcF6AsDsmREZxRCq4n7ywxOH0woq7ZbQjyg55rukagqrpI9tsqmLLbYxUe3ZU5R4GAuTPAUWaZNZMRHaHlP3S8xwNf/ish/E7+tL64JgOxfcLlhmn8Lkv/xb19g/Mtf/gUO/3Lud0JwFgvU0tGj+kG5Vec83VeO/0zedmKu8DDuHaBwPIsb3m/Yc7zapoZrm3V7Yha3tn37FgRn/FydBh1SgRv7bBOqchdiOU1LfHs3iDu7zttQCFnfa5luc5YGjL1C6l8GJlO/Oi5No8LBzMWtfjACZJPeOecBDJidv/H0F+YogBeWyvdq7tSjKW02WTYe9tI53T6zKpRRNZL6I14PdAwrR0nMMhWF6URF+NVCR6kxjahcl5lJ/c1EbngJSSmtQnBtu/Oka765lzTBAn619sOW9LB1W53Hpprox53Jj+YD4r7Vse0nhUktFQUk3bHucwPZMMZYRCZN6ftEbjFfwNkoxe4jLtC3S4KIODsefBbqkrMpdR4NjqeZuKWa1Me27CZ1cRdnPXe7QlR+nei4nqIJPIL7wrJeuqFJNkloZc9sJf+2PVZJtPVz2K/KRKk6AkoQO/EyOYoT7Y8t1fYkw6oOSp3Woy1PJzag2oC94SFb40G8r1hCMCE3rwyHB2MukDpCH2NhPq0jMsEOSdeqZjdxp96SMMoKq8QeeMNA309j2ob42bYJ6TZupMCQV/bklgHEMQXhuGEqdTOm5iMIjBJHZIRyfSiy2AK3zyfpeYBo3UymdMbu0Cl1p8dmvQvbLTptaRO6yY2YfQT+vEqNOzNJIyO5d+fNuoSX6/Y+Jh1tytEWwgMSXtcnxL9S9ERd/XFbTd5lVenVzNgKpzph9rMtYPgUTyK+njR2tZP6upkGo6mOJb6pSXp1ciPBrvqdZNmVMM8DOexO04QmppvQaHmdUOFS9+zF62bKGjdDqeP1XsDwzbCZ4xvXnAB5KNLMPuNqTk+Pdl5Xo17uz+oGNM7jmm47YpOa1PLEz0nXlTHKbW8Es3WfWyC+hnWOPM2N1MpYubDa3dpssxnMOX3GNm26mZzKDPnyjjZdGHPZhS9JxrtawFk8s+h1d8nZ7aETAynmmv0usFa15jeCwvnLo6mnpyBfQzeHzPRSPpBbxqLnajpstzmgZ3VCt5PVSkGXn3Y5lz3Od/KUPsa1Tf1ce/T+vVzhZWy3zESB9Zk2+a6Qs9LBGuNqDlt8MjbG0VUZdTs9FOm6rx6INwrAZwIGWqTXd3vdkT61EQy04WRp3nX89KBylsxvFx2Id2iDavvSzNqHkE011RhRBunN4SHcrYCwas16QLMOssod+Vkfo2OPXW767o5oqbk5us/jI4ziZxrg5tSGpyfHQC5T2rqrsOGMhPNT3k+zM50J1UClAn7NFNPeaR4Eh4+cxoTbjhGTGw/RciMpusYcbTXbNRm9NWjO15bG390vJ3SHRE3oJaXEQlxHbzWyfxY78bkLDsG8Tcv1NloPTmCPSM4qmuIfDOdQ6HkmeDAJz+EQzUrWC8o8CMd5isyG1yCHfOA8FtxAx4LuUCYhFc27NtnbrasLFx1l3HSimXNz3EgNwc+Q141tdykeBpAkb6zMAZC0txezCBDh0pDzLGKivBq7myLwJ98kWqR2a/2QsIJz0cblwBOaO2N8Be0XjJnH9OsAlCkLlZZ8AO4fN5+PnIyaGGdwm/aQGfnu6TCHjCf7gX/qkM5yLEORXUk57PaiWIoHzoAAWuzkPhC5FMK5ipfCVk55z00a114r1S8nTzwLMlLHnLLjZg14xiKxO0fnK6O09O5sZKlPJDinDgYnV+XtQHJEQ8I63eiC22MZOCdKGxQyUiTBRdIggmzuSV1+QkTQuk2hVYvQKtE3Z0SaQiLHRSQ+Joz35F7OxwWXNfaZVIEo6l6e7z00Xw83DrwOez/ntsZJfV5euL07XOvMdcT5BkvwgtxxMR4eV2AEDyrMXEAotq7M6wb46DQr3TIh3Y5XhUPBDtw506xohcOZTZZyT8WKLFeSa+VgnDxWb1kGwkxGiSzzJNjcnSm1pViDqBpCVFMZRZFSbiPtjvtCdAaliJXNLuO4Y2a4rj/XT2Di9EuPpjcYLZdnKj94Ur9oh3x7Y6tKs9AQM+fdXsEgSNmhKQ2v7DZtn124xdLisBGXHHQ49LocCbZJLEkuoDysvhVSfNs50Z5eeFhgVPoir6G7Bf+aaSM93cnzbr5Y+8Xwu2XWweUTo3iWMkuO5iFFjYFCLnbtCsy83bL8WsXHegHKdOxIXRxKiddMgkxMnXA7QviGw3kAazdJ4R+QmeQuW1exAqtfkLBWbrnNWfZV4C5AXjrImUzoD6cwAhxcvblDS6lIi51Jb1DGRDwiM2gIuxfmpJyZi8SSaUJoC9+kjLUYRk309ILGEidAcIwPA9WOl+WGbyiSJ4sc+ixyZhNiq/2xyE5omKrB3TgtECtRb4Cys2eyhw2i+Q0wWhmPfKL6ncenPJq82044N5dBpoFjeG32QA2BQDy2b4l9dGwwngLeoeLYTyGuIMfB+Ci/xZ/jQATMfbe6jMAoqyWz7GFdSn8Ug+Rw3qYwwFG5tVZOknta59z9xTrB6sK1GC+2l9uaJ/vCjmqce5pOJjbSYN24bLaZJCGtIyUcpMeLAicNO8j8VtODgAjClkuKrdsf6os35AsweE8zv101pV0y8elcSc6h9f5k7fQGE0NFuWlBvo+tlRhE9IY9JuG5HKgy0Rqn0ZoT1+2AvxY07Xh3iOGhZKfi7OwvO6USwkPDBbwNuLdAGj4q7pgo7nSNLzHMyXlRrZ8HO5WBI7yd4X3ZLlH29mGLqYYmLdsSF/kg8gWER9ULsleNMAMbtl/FNrZv2GaNjB4Rp6NRBhFEMzw9m4QTkqmT6g6BHCXlMTVMMFKMEd4R9BZa0vPy1Fx4T2mxP64Vdu6fSa8qksZDjorYcZtqu2Hm4LlP+EziHVsW1WbZx/W+OJvP6GE4VYfPV8baCe2RARsCkXUgPvOs4t2S2mvxRgfeJLoctdkZS+4aYTJQoKWlCRLxVCRLYkf+1iAx5HjHV+C4D27mhDVQ3RjVIzT1xd5QeJ4zL8CG3DfiU1YOT/FAkEpAHxDzPI3wmf22SGNP4LbJBYymYEYrck2zCaZ5apyT3ZnN/ef2YMSPlVVYS8g5pcPX6Ead3LOrafpWLKDNQGJOSdwIOEmfgZT6rNPhRTI1tEWq4+v9gfhH8SkdgVDFQ1DUR9tFypLycL7dcx1WK1Vx95mP2TWnPDM/DYBMXenYbfH77mBZaHSG1LAaihdwepTdQ7sxqiMg6j0idJWvyzL1Z3w/S30VBzZ3OhTFYdhSJjgEd6OEIlfH7+iqOZD0ht1yQNPwp7hx7UgM+Z3Qr0Y8nkbBkdJapIjhyNF3S3m2ishlx1qg1dsm1bzHQmWWNQlTBmmsiT/6/sO7+E2hBly1XBYpDO3jjSqOBY4GVZPJF4t1V75nPU/KxcI5JltR4Vigv3cUv+Fmp50zUSlyqq8d3kGm0NGpaHOytqfZOXC7fmL23A3yLVGqrtaKsedy2PDtjRdTJ0bs8yZX7R2b0tTzSnThLj7Fh3uhAptUcL04vW0FD+tCTo0ec+fr+fPOZ2dxc1tJFdvXM3XdA+/fG48Wfd0OTqZre68x4hnhhssNqCjSxmZZgI9qUm0uzmETM+Ku390FVyk4vuXjvL0/S0IHik4ebOnt+FwXYPUW3IZor8WtlrYIN03jzMacWfPTrK4pfsy4G1ebNBcW1h24i01r6P0lJ7SaAJJAL+zWOT4iA+Hp6zD12jw0iDGfrsqwTjKL827ln8ERLwAztAWpzcWzB3RZM2oIRPtsr8T83jVEyBsqkxVsM6wcx9OOlzeFf5U5rBSFS9UEU3FSbpVwHZhloRtxKTciT9M0sL5n46YDiSYw16ok4iuzO9XZQMiFCXgBDPoxG9VJ2hWUJu1RzUDcze5pevvcTpgBUfSlh+zoVo/b/hJMW49MbzvXbuIk8p+hHOQxluXx6XAkNnyDSNpiDNsjAnRXYk4KNwm8JRAW3G6tUMNM9oDxjy17GAKs6Fx2Sw9Nmo1ROiWtlHBMqW4vUMZjdmlpaxtmV2RHKSFJcosrHKx+m0HV1m12WK+1NJq3XjMPt8icfCxXG4k1smlXXA4Z5ynmhmHuvI+E0i3Ee7XviCFy5z6SN9x9N8urShxLSVkdQyz3+lClc3TeXrZTm+6Pk+SX/GnudhXhCunyrAl6MjNil66EAevgI01zQizAgZDXh0yS43U7YoOwZbeSvmzHakcul5Pxsn2Uh/NUx/BUqvkLQuAbf56oqoCI482rxogdgcA5Chn+NLxnunNJOgI+k1astw4I48CeLrdGfdmqUL0tbBy0xumVCrk7wdb1ccmnafXc622+3xVZ5eUMqaWV3leru8FSrH6esymCgjKsOM35kdpdTgczAXrwlhtPs0GkST9eNM4PKKJgzgTkKh5Hbr5FpxmcT97PI+7qZkR+WQqLC89UPPNJ2UGKHHqgZ0FkZUS0kI9TM/YgdydtEFM+Um7mUeXioQKstxsxk7ZmfsgWyDaR630r7kxP8U4xlSlYVI8+AyyeG+SGOqkm27u28pEgHsOZYA4uwz8vaqgLQE0THtLdYdubyRYXYzuoDneEX/CpdvNgba1uF9XNmHw7G+bk+eD9HYiAL0R4MFUQ9RUAlmxS4ooUKgRGrvxE2i7FeW16PrKH/cOOWkj4WAB9rH6TFYlTnKbUZIcTz5t+lJLagc29cVuMwdrci41LEwW91ktANc11s5tWFtkVoOIWOFm9A9q0ejrcCS1i+JtJ8rP8xHyp4TFNQ4vLXUaO2jO1mmMyX/1wQ2xTxe+8XgfbHUI6LJ3qlJyeUWOduJ20D60dx2f4Xnn2nHlEIFtSPNriFDAM+PM7Obcte7UCsiUs3DZIviYGlavnlgXKE7AjxKg5Lp4lDsZ5F3kWlzVC7kB6KFPAnytSmRubFdvg+cDy+bC5EnZLrj7Hij67HYEWEisZd423S9HztaxXa62fW06rt8ihevJPA4gTvSGIWMxH1o22MymE8CAUZ9TBnfH6aAMFCYfJfR4SS9FrILwcl0UlNBN9XiDfSnRLKJWXTSZrN83mEWbyu8PFCe5Q4sXxSj2LYq8peLFXzs5BsK50ecvvwM7bI+eDzMXXnXXHLH5+bhpvkwb+tcCy0rpqRCztOYjxjaeFAWrPbjMv3uH6nDUsGKclOkLtVgmhaaG/btKdXdHrRdwu7DbmaI591kumI7zWAHuXwVLyrAmObbF8jKYxttyVepkmH59Jc7trGnLi6Xg2LwF2vW/yUFx9N0qy7XErQZ2jeVWMtcXFHqu8fQyZ6uWh8PEk9CQU3ogO58TitHfre+AfrpGCX0qAa+eDcSCPukGxiDHGu+bG14Zt8Va4ZpJi+GonkaVjN3fuEFBLFkuCQFxOzYapIdqqitddFp8nn9TD7WhuLqTebzP6SpZAu6Bd1oS8sHXp6Sd7oISpFXonrt0T7WwxMcbCfCTvPHUeBvLMQgWhWzjxNsSTIExZzr9B7C5hRpzqE9o7butgcq5GytbOFEz3S5QEZ2YHsWVF3Ivmy4ey91yQKJVY0/UENgkoKfHhxPsXHhjKGXaLaqm/G0cNqrACbVuK1kNmqPEuhBMWQS3CUxcBrmXRaRepjcWMBzzrqfbWLo7uQ5Eu1FTKqJ1MZX9XUzW84RY1byV8aKNDlOhyP161CcwrcdmlJ13rMQ5Sn4fHqVyrNcBDZBNdA3t/DTmZUuTgubD99sFxWGhp2+U4x0syQJVHaUA8iWXBf6z0DRkLfllLpbYNUyRCACJu55DbHigt32UHhOEZrjDdtgSgc09uWjbns0BArs4ymFzjTy5xfaTrY4CKyyvQ03lMmOddhV6EjYgEMSR1sCSlcuO0Y6Rr7xyih77zWrbNKW/24qYJjRjf2OWOE1dqfm5Pl4igZ0dY6hr4ME582N23zSAU1lHGITgQcoxWWaY2wJzc5uhDIJBZCbZboNFKC3/BlBD843sza+iqtfl2CuebzNCud+FvWtE3uFybPoPZq4dvMaaY95f90QTCWKbFhS0qrXNTuHtoTEt/6PCqTGtgOinkRVL5RJS55bAFb6aksRBAc38ONpHNKowSCiLUKZ8h7iZUwBDU9g9LvwGqOiunjSAMWsLY03GL7C2eGjz8FqZQQQjlFmhSXD30Tpc79s48d8Sxj4Zuc2rM3ApajeXT2cGNuJIhV03fmPTGzDv2YfVbcA7WlQtMyLFWutkiTJ+mWidg2Z1nTdH2Di1PPbVZu1cHortjjDRCTeJjOyZQZsXw50ekpmZHb5Qsv6KzNnQ0er9XBcpuIQB5dQ8+t0Gocr/fxEnKolmlHVmg/nK+7gKw2p7O0Ya2PdqowVNb5UrJLpwpRMt4jh0oqrhz7G1d9hmp4QBLWbnlMS+/EWKos8pDYVjBLdP8hFVtHesuJKH1J4uDA7wUrn09KdTwVPNJzZONYzwBwt7oawVV1166rav0FCPgjbZbWStR1Wtw1TjGcfG80Ms4M9FAy96mRI5DywAO3W+6Q9MnjtIypR0GWETFbBI1OtA5MnatjAFPuwoKxtcZSm2D6Uxdj1Ap/PCWOOjQOufBqyM7YfJiXaT1lSSxjoGqoMF5FuAssgcIal/wzbV+DPqgKlv8Ig/5aId+BRSLA3lBcsma9Ed32+43iXMY9dDrtfaYjGi3HW7GvQjUnXxJRuhB5NyiInJshlq8164NVcd9P9tXDm99GU3G60ZsN32I7In6cYvxAT1Y3bQ5X6mlJIcDgz6vj809WlktvUJPb6qh9weSaq9d+KSgiGSlxie9SwljvV8wp64Ib9sNwNeaxmobrcxj8+ApZsn51C83kbBvPQg22geJtjf4DirWY6hMI0R7yaCALh2OLqRz+9PKEmXSNOOVg2Bce9U9aj3lD+upUtWTaqTw1vIXpwyvu5NnHJLUjACgyGGPl2cacht8jyXdlfHF6oC1Z/2UCGxyPLRij2TIyYPU6wIVtc+cpe8y7jnbGB1VQ1Wo81TbhNshwskXzkFleddHtm3JUHXLCWeinUztolXAOmPdQGJZvqJiGLMmdzs/+f70qOijSMmqinOapEMBPlRqBaGT4dOgQkKCP6pZlLhHa9O0+ooq1HpGZWXTiRRMcQkIfwICPAjgQxNySOw9qPencqbS+HCqYJm9cjTv03ROFEWOOesWV11X2wQ4VAHRSyRM1aa/Q5W6ra5N3reE/6BLJpTLFFzaW3qX9icVJAdW8VqPe34/Y0qiPkcVe5ZWnrZda13RBcllt0D94pq3jI2Pe5q9MNeeUu8XwXL9SIy1TUP3SwDRJJp8CI/53JP72wmVE12xcL+VI1o8Dj7rj8t8S6XlsN9h8/g4ZEE4x7yG2YOXVryjYVWwuxZa6yzdHt0X4PRXd9K4RKY4dPowH1umjWu/vrHhaGDl8Ljruzq15hslN4eFkMQnou8wOoCqtmAf9e08uE3xcKdTuy73KrzQgVcwhj1c8mxSGqDvtzYz5yt+K044owldq2gqKvAjre6YcYdY1Qi8mHwiZ7oosT7ZYEpvry0KhLRoAnIpsnTOwcCIOYchIpi0rPWHEGx+aoHrNLobSEWJ98s1OQukFNK3ozw8iWWZrf4psRWvhL5LVuWppPXY3EGQqqk7SN/QBRUkG8hsOJG0i81M9y59FwrbxJ1qlNS5K4IK9PWe2kkx8nphBk1zeJ7UU5JRj8jAS1OhmePTDWsjWrSHWqh3EUdjoQRo6qu3UyCJUy0PgtmcGCerglPWuRhRzvoiPPrbacq0HGijpsREeLRJ16H28mbtmPP9JD0Qq4A6B5pNe+2kPgflhGD5nTpRab4tHvO6TFq4Bca8MBM3JBQbvmhrfhz9ZMv3sjBDNBF/ZNQGc9GglTcjY+LY7PiOPBgtiJrVEeeORumZrgEBDDawFZ6+oSUdTm01ZccMXxBJHpijB/Qm6PYD+oww4kmHJEWUFx4K7R8GFhqQbdtYLloR0QU47ApdDUGZMHdWeUYCdrMU8IkhHYjJTIpeYv+BBrTaI3jR0IMKbNPz5QZ1FJu0neKHleM3Rn+OWmIVWA6Jio0JhDSuA0PzAK75Ntz3+S5R6TKur3R/l9BHvbvdt5d1XymQQud9AKTVc8dZA+snpW5eXeA1PCXDPxJdjc6lIczaTo3IqSiSM/KgLAJN73tyCdFQn6BQ9AGc3XaVrHEPCmry+Th4crpiYDZn5l6DYkQyOMb12i9HGhKofDI9pVuZRfnoQTQY4XI/Xx/RSV66OPFWR01h+qi+6p2vpVkvoEzgmb1+5ULk3MTUuSvGByYAtlcPaOUOrqbQ09U/p9qJ9JwE2/t8tL0KUW2gyOFZ5LJkoCGSeKIcpmkP+jaBcp63/W7t4hEnD6bWSMtjIpT7DIIFwY7oTplkPanYZm3+uTnrDw7rHfVClvfgzkNoxJgTYiCYSujbVrhfiJZNKwFC4OGmwwfaZigIugniMkmdeyOg8pXGitt+3hzpR3waXUyIWmIT9fvEFbDJsEe91tFSDlmVnPrkutceTHnD2O5EA6sRj0Okg7Fj5T5yeYonqGvfI/mTQruqPnWBb08xppJAJaRmhSOoXdmqkOoH9RmoJvfvMIogssaqTKMXGFRJNNxygVlDXYD+HjMeLuFH4Kpgx1bdkZEIoDW6GUqrBsa4kHTOK+KpBkN9ZlNruOs90DN6fD8UNaY252FDRzK+wbiuPljxzg0ObZwnnLV3pCN+03Zn+qRn9eSVEapB+cBJKmmG9KT4rNpA4hMaM+MVFyk0q+QqXrNRL7jkwz4ZtgISmKDCsw9k7Ol2ZDm7omOe/ch5eoMAjAUcD1EWyPnIuGqURaHXy9VdduiKX5g6rXd9JRyez1Gg2Fgwe8GgRNHOhce1GwyX84/LqQqN+WjaEeIMPBvQNlTTdUcoFha747iEDQj00PmF2i0rUT24YUFTJO0u8fhMEnY+O71tC4M7gWIBJBvzg5043KqpytyVihbCyq2MEiIdqPyCE5qoKuYdstJXqODjWzyE9H8LOCE431wgo2E+yfr3DFsHkPJ7FMcSaWm7WQUCrD7qFkf9oUOteH5I8/TI709gwqrSi4EYBXWMuLPhyrZ2CCu4lYvbeRW/GjYhVsROv1ygAFZQ6TnKtlLyxMvkRmkoZKQeDtX7ZhffrSt+WAfi1sTRJDHyrdsMy07WVXNQuuqiWChl5tLhcJOWJ+QE5mt8MqyIYB+ZgveHq7zrgnh10yNoeXQGDnVp9qKKiXsIO+IoPMQjEwzdNp+NJQlOMp4+Hr5hPqqedTJvc/CvT5FUhcv5HjqXEwkUPjK5GQ8ItwUn4Avlx+suIRoJgqg3d5x3uOakYm/7hUQ58+l0k3dZKB35e+hLmFNl3nqBkGVJzVDx5kwlbbEzFgMiZ4gDk12geAhFOf9eE1PlJe1yvCyyWdIzS4SgfAPZCuzEEzbJQN0clGbgoBNxf+6AeCY88d2dtZBTvnaZ9oSyJE4WrWgS4mu1aU/4mrIPKHnC8qCMkPg8OrrES0y63QU2lYFvMmTd5G8e1Ewn49AbGLYemO35Ul7yeb/MLJa3eXm87v1Jvu3OOdI9xjqt7CQOYKDHmYa7lE+MD7HOruyFtHdXaRycGwpZI3W0dtUm7ufdabFNG4RHhGOwT49N4aqPsazymdp3j/Jx3+xGSo8qOxfxmZGItBtK8m4fQaYGoSfkVredjiSWaxvPWKAv1IMHTYGNvTdpDcDRpriPq1M2kR2qtVxe8BOIk3i28Yj6AXR10Js/TUu9jLu8wprzsT6AilRoTpubRMzn6IhBTBs5aNTpujtGndUFF6CXTfPGVEAtyVs9hF2kJCfzWWLQ0mgtoFnsTmZlXRWisa4DbwY+gj419CEddGilivt+SJf11af08nYZbBnEpSWaa7uaKg0X4YJR2VTKdVnM3UzY5YptQ8kc7LGH3CekfvJnuwFppZt+IFfPeBxmPMRGLVR9f4d1ay/LZFU/fVgs2jt3Al2Vuz4iUCSzXm2O5wROfBxZs1MgnHoHKAzFCiJ18rtjR1nG9aaOEgOIfSuD/oM21ita9+H+UWiXksHP1LjWF6nuu3NLnx+A0R3bIeUjfS7RLhcVjVhgMeDvCNaCgfauobGiZ5u9ut5YHLrtTrkrMXGEirnnfkHgjYIpzc6nLYzJqyKIEOy+YVA8aaGtyKzHkR+dG4wXv8KvbVDi/CvJRWs5yEJ19px3atTVULHf9xwIj21unJ81zP0YTee2YHAVyCZJnAj4DsKH4nSJvGMNLJHHkz3mihLkqnPLtQQ0eqhLYCDAT2iKu30xgrI53embpqqW2V6BHh497HZkruxMopXfX9ZlszWBQxJBGnWdRrfnAP0zkYM7Ir0zY2627+UTwZUIilPJuX3eoDaxzTlQEwsJkoi1E5T6axC3Affe0cTMNxGtKGryPhkc0CMz9KKopSJJUCqpmF1bpEEpXww/pyMCkgkxNma+k/geQwLRbIn4Z0xCCVNGN+f+nGYJLTmo8mRHwWau9XLlkKjXgY2vFQBz9MQ97Vv8dPLc8xmxxnFyZiE2ykdNFU71hJmNw3QIn5gkl2w17Ixlt78FQpY7Jdh+SBOLR0QYOCFWQEsD1ARe4LKCQOFoBEk0uE+gxmQ5C0MnKNV60Uk/0i7DaGry4DulVHaQK91wSF/r4PBATlrqakPz99m+T5QBkNcFpGAOlYCLT3Kng9LNTb2xekGte3Kz1ZVNC4Qbx+w83lMzyNxh6t0LPfDXR1QzCY6mfEMwtl4BiU4gy1Kw7eYq4m7WrHv7lAd1gfZQoCe7lRFaMah+8G348Ed2UZoEClsYZrBbb4JqzclKlnOyAvZa/QJqrPk9PaOQiIZXKbNbxHNvTzDV2ytB7g83JA4f+sWSRuBbWQ9dVWdHD5zrNgrBVJ2a4caOT3x/PlVX4K4hHkmh7GWpnqQcg7KdIeLncr4RdzHoJufgt2KZakr0lMrIB1Ew/1KBBPBmBgITAWySsrUdlrV6fiPu8Yrq+IKbqPqRNClSTcezlyRir9ww3JY30ho5h+AqHegMKDPBKKjktmRUircc+kgZvJaLOnSVoF6pAMeDwoAM82RtQ4tbHVoGMRJ3doHedkp0Rs5NWRzCoDp7pqLk5GF8XK4hS3cRoNeeuB79PkfvBZb6UJBswTKxYcm6w23MbK5bWw72qxyb1eF+MrZn9UBdkiqKGTxNMBwcwQF6nYtOmDaxqP/MIhShi+K+UdqubCMI0EPFQiqDpothU4LKblGVzp9bOz61kKSz5moVmBxYVYWCupv9BuXMTcDpFZQxpVTRdbXvX6xdkKAZ36DNbViEBI018CE4F93aD2Ulx1FZY8xgQNLAJX2WgEr67QKk0uRwLfMzd1CYTBA8GkWn9hy3+J6CElSRxdWydgTpYN1Cs9zMiclcmZMPEfERjS/YrNxsZBrkU2F7QUad0LvmXpgI/DbeNDTLdSUi3kcjULLQ9RZq+FQ7HrkYsJrzT5nunxSEv5vm2N4lUCW82D2VqHVjA/kvF2KVHixEbzbLWCMN8FTQMoPYCNM5CAZUe+Jeew6LXz0kz6KN5jSA7hO2KEQ1toTzDj1TtHuPBcROb7dnj5yAEkbEQsoS0XPixitxAPeYu0GOdzgZ4/U8mRFSeeX9qRKQnsWhFoo/kheIy1K3225/iJuB7+PL5kzgVNxdc/8ssTGagxTT5A2ZucPNbqu6BmYHqvNgrLaGWC8w929dJR6h6Ia2sIi5DRMjeOwdeAYD2XAbu3/2brnhyxBKbaCQToVlQ+lPgghT59zwDKgyUwTjswcoGTklO7uex45un0VTPa96EIWqFdLp9SSn+YWN6+yeKYqPRkoG7KmkObknx8hik5zKtfX0GMLFKtvAJJ5DM4LFApdziLERbr/Rd0tPI4wJtfXPSRVLwCnjrbjdOU3B4kM5uDhmY123N3TyTtTyNkD2LoeNNQ8LwxDLx+4qxwVGGoTUyZnBEXECUjhe8Hh0e9lPCUtwEdIMxCFHSTlXQB5P3w09JRcCdwhp3W6MAHhJoABJFXehvEU3f7aucls/7+fAErcT0IDrPhKdhbjecwCofpVerTkQ8eWSkNKQXEQ6zUWpRfYTu9h4gUBoAsFzq+kyVu+ajQ81KY1OYpvNOrKDsDv6Ii8pYjdmTr6TzuxQK+kZX+kYxDfkAmTtSF/DPVyEoi90bowWtH3qx542QigB7y8ZejvqWyQwuiI4+RYoCwFxGkugWlg6tMrWut8ZqC/Vl4VNkMxphwtIZiTLTHXDaeexnUUaIM12y42ObaJbuic4C1bbu38s9cDTuWCDeDcdUheCB5ThxiAKqibQp+KpCab4DAS1lxPRin7IXIqngqcRQG+RLc6NcxhmF5u0c3XZkQ5pul4IODO9cjDm+82YX0kl0o3hvDss68Bfb4W/7sSRJsqCINcBtiHql8P04N3kuMH8CWGBUoCMeqAz6+NiyVBZud6fBd8fn5M9ehegF3IqyKhG/GAMLQoKBxetbAbmhB9vMD2h8HfRQmODHmsQoQPW6rRaXWg+/I4qnikHPiO9jfUxOKUeyEJG6qZR0UYOpeVEAk0EsHz0APfvUZHRNAo9Hl0wvfIeAMJDlXmE+fF5BBywcl0wH68lEMGwkV3V7ci6fq0j+ZU+hSAN11+SdXe5A62P4K9EdrloAakadg4RFLum5SMw0dioVnDybmiBdKSl3dZjzJIg2M0ygM+8MPtdFFdI6QmXcim8biwuxZU4ej7D171+bp5592AFCKrdJfHBjcNg1NRCxyrs5zE1jzy5dA+puFsNhNZp/R6aLO4cQBboEECpwgKKdpGsnYuunJiT7Thar0jR9aIHKFMmpLCPhCtCHgsNZdTsoQLEt/doD7VYpkmil0AAraEI1AWMMPLXxwgldyB7StnkTWns+9NowgSsFKDvjXFXpAdlcH7luIc9LXOs7KaQdwxcKA1E1OkGIHI8idYzss6cdZeeWqICN2RPOc4d6wPc9wZX6nIIlw8z81xLZlMdYue5idVmRCx0mHYbbO2xbiBV4LWrtdhXQ6cWdJ3vGWJ7gpjPXpHTi7gp87vMuTVxbI5z2pa7A0xMDxjj25C+exhyC2dW930ppnfrPtZlybuZ4Cy5Q8QY1XG6twZOxpaI0inkJ4kgmC7buHNGsSEAg4Mfz6gCAiPGAnk/nHIMFEQJ9jLPdfhzMNmecObNnkhcwnzwKdl4e5ArukKU5lrnjn+9bnT9qU/dM8blhfaUjsb2OCxM+hWBOJCvszvCuidzTj5prLf8IlZ7U+63V21zPdhbqSIx0tpr5Fm/nCUjjdHD3hAQUHbL9DzQXNoQLrthsoAQSUD4nBOTU1fOL02kdn8Q9vxAxZte6nueUOrnKYOAsLA9IajcAzu/gdQ2AgFg0O5tbml42Rd5lmhcft6wCrAwrB1LNFc5Hb30VqRnf1DPt4TAxYS/H8hRHRuQ1PVyBSMUUluZHcf66dFl107SNxQPSBB9QE39FrQ+/Qdrx9uoRQoa+Npt36Irku2UziMwXl6eRXekKuIptoDKL4xonVP1LoUDewrkPXzEzYkJ1tiOToc+grg6DmgPbm0kA+1xWZNzBzUTVAQAfS637YPJipMUSt6qPay1IHEZhGb1J1JT63N8lL7iJAPWts2OERZjQp/owpOHe80MUEs6PVAQA1QypTg8WiF/5E/f8QkhsXbd4aHrNYjC6dRTX1DBZOOhdjcZ1dAXeI61u/pQogYJaQoqInXDVFV7lNWOy0FXaKxVSHlyTG2YMsD20GgPEMvf3XMopkxG1byPlCUyURp26RGzTyZRd8P+5JSXiJ6DNOKiy23DFzvH4CIw2JBj82YoZo897hQPQWU/TuzBD2W2vlf7UTRt17Q2Vo2dlzE06bOZiMgOqRNXmW7hVpr9ZpO0oyUnhPwActxx6csu5zw+PwUKSI++iKd2OFqit0ZTAUXqK/uwxUBuIdUK2H/ElCcdGJI33SlVLqEfSjYdBttu5ZvJ9A9fF0goVn085FkSfCzt3XNsn1Po2m179Ogd6w+UhOIbUDjyPQ60kRG697YnH1oHOSHxfgKjeSlC5ixL3diW2E01VXI3zsXp/iCOtX3kWE00xeI8JTDdW7F+Pju/i70EUstJAYrEoFENwlw3cAmEId6px+cDIpAOL60gDVn5DitIUFKNTjY+HI8FxPfNCyU2620vXU00GMYrJdhA7gNBQbNaqS0P+0j52T3G6hmiJk+ICggQz86iEDVBORWyPkfleLs1tf+AeOHj2CL6eLKNStIl5sp7vI/qtxNoExk889zOICorB5Wj70HpbzcF3XCkdZ+h8iDEgw0JRdw2WdkomfQesDQiTRuDxQxHWbgIK+JA3n9UyWABQRpMnSDG5WCmWReHKQtm7+yNlGHywH2HOjtplwf9FaqoyS47uFgImfZxA4nUfNZVod2boQWMurk3C6A+zvcSj7TSTI1pGLqUA733c2cM8fG5q15+VoDPsqopsucL/qE0y+psQ7HDDDxWO5Tj3bBMl7gb7lmi0AcfYhBq3u70HmMpqJkbF/re7emKU+Z5QHUMKgsPecaaxz0COQ0yS5qC9OvcPUepxV+5dVzKKLjxiOY8/FjhralKgFmDXfPeGvOU60GnZSyoG6VQFxNK+ynzVfV6rlmppHB14xKpzIfFprLDa+dOXH8jo3qrKWoFAkky0x97UsbQkaQHv48qyB6eElkM4EnQYt0/9PkpWBanB9rOwBwvo6uL7B8Ftb4m6wQ8+OQKa+GNFkFqaD66ZOiOHDDhh+x40AtV5ZaKWDMAjsatgFofN3p2JSf47nLZLJgeH6A8poTeU2xzTdOiLNvgCqqM67bkY6/eWKSb0zpI5t0PUL/qnWrWWvd7DYiJ4mUgLgH5FLjhmlKbKO/zSXfPTlFpDN+lS0YXe/jrgxhLgWzMu2fLX1VsDA65jO/yNcruhLMHOc4SlkJtTyo8Il2XblevOImN4s7b7/hrYUidDRRTcgegvnANhALTWsQasDDbjtKN8UJTG74nfO+wxTk8lEG1zIQygMWmHlszYDR0U9r0pZC4/bgMOR6RuKPQMWnmdgYMY+y8NSuGpVx53KcIcuVSVATQP3nefntBc25bFrrQns5+Mq07nX1Qi5raN8YTm0sW7JVrX4CLR4yQ0qf2mQq57JGOrPmOj2gPROYkSx+n4zPva3uZtStJbSkhRRh1VyI+R85qB+9Pnrdx7tD7h4IBAxBiXEd2DOs0bYY4poCjqGBkcF1GLEETxAGxFSX3JYgb/7913UcCozAMAMAHcUjocNgDhN5CCS03eg01hPL61T5g34CxLVkaRXdR5tu8+8meDITXqqyLTCi+adS6xW4tgr/SqyafwlXBrp1I9abqPpuCky87mFjMYKD2Cr7KghQgTx4YCmk7woShoK+eK1eOjnha/+eOCdH13fgcbCWS8KInJgYmKBWT2fG0Z8V2GageMaPo5Ij23sBzUwXL07CP8zaxDV9CPvV6vqDqD5PqCrTaUyz6SkIkHcZvr6B6TGoGL5J6hUSRMRLvCjz7PUJc1Egi7egex4d0xOXCnnnfjFU8cp7EpfS/wXw4JQ/woKH8YhF73qHjgUDk1Ec/S9FA1ZP5eEWDpxgCPql4tkzEgDx6gLck2qoz7rWMh4Q16hq2M7CuHI5ic8VWbGYkxAeWluNrE8FdFeKfJCdBae0XndNh89h0RUjTtYqbDnEE4+0wKdaekg3P24tpOt8uXBLPwZMV5yAgq5sLh8AKT7uRVLLWTAv3ETw2gM3edOnZ/GcVLbGGJRD37HhZv5jsqgQ0spX56KG4Mn5rz0bsIQF+s+cGaNwtggIf+OX5d534DxcwpnADmOjXyF5WYL7ZGSFHbXsl+K58UhgMChgK4WtH6GxC4zlSHOe6pgXzgXsZ+EWX6lxFLWM0BGzjzOCiNIQGYliab/npFVy3IrlHZejnB3wJJaZQbsP5jV7ics53B8ClArIwJyOwQSDHhbA03jktIdW9Pp7bionTn0Q7CQdgX7+ughw+Dqqzvl2ZX+pC/sbViEjNBo5XO3jjZrdq5qdPaS4dUB8X0HglE0dPPuTtDFWv9Vo5Hp0zgyNCy+BSIlxZhpDP41d4xeryrTNApezgVJlIZtwpHbcpgwLRB0fJ9uxupqHE0AB/zER7hZWuuGxMqXZ2g5xB4CYi/UuLmh2G59ewoIQ8bRcMcqVoWVVQBFmNK9dwTE7zZxJI0MeVbSKEGwlyf+ExpWgLxGOXBZChVc1e4B/QQvVDdSBx1eX97SPLZ+5pC9LUCs2/F0EaQ9vdcZYCNXza6tjb3wDh4knQ4u719meNaJX9fTv4eYQdH0S1Q7AFU2K1HOyOxCbUkX9RqqEA3ers9EMt8kVgSqXB99NNH7lq9KKEfr6W3HJ6TRmoNwASXrITEHiVYC+rhbIdaj/ZRnW+bqMQjmT1pr5WmimZhn3nY/c3r+P+uvoQUZoIe9Xzk4WQtkGDM/RTLeSpZdZScHaHnNN3+3YXApv0bi0cFNwpf907WDJ//vyn5fwvdEKHeIRdAQA=
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
All-Time Statistics by Location † Partial totals include available statistics. — No usable data.
Rates use games with all required components. Locations are relative to Saint Joseph’s.
Saint Joseph’s Opponents
Hitting Pitching Fielding
Site ↕ Games ↕ AB ↕ R ↕ H ↕ 2B ↕ 3B ↕ HR ↕ TB ↕ RBI ↕ BB ↕ IBB ↕ HBP ↕ SO ↕ KL ↕ SH ↕ SF ↕ SB ↕ CS ↕ AVG ↕ OBP ↕ SLG ↕ OPS ↕ AB/SO ↕ Home 361 9635 2008 3142 553 † 97 † 79 † 4126 † 1721 † 881 † 5 † 101 † 1209 † 273 † 211 † 95 † 325 † 34 † .326 .395 † .468 † .807 † 7.7 † Away 346 9830 1682 2856 471 † 83 † 112 † 3829 † 1458 729 † 2 † 89 † 1483 † 337 † 196 † 77 † 251 † 49 † .291 .365 † .442 † .768 † 6.5 † Neutral 286 7598 1261 2150 306 † 50 † 63 † 2745 † 1062 715 † 1 † 79 † 1306 † 191 † 184 † 47 † 240 † 29 † .283 .376 † .394 † .712 † 5.8 †
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Career Coaching Records Coach ↕ Yrs ↕ W ↕ L ↕ T ↕ W% ↕ Jamie Smyth 29 635 466 0 .577 Curt Smyth 1 30 7 0 .811 Rick Simonds 1 38 11 0 .776 Dick Bailey 19 420 216 0 .660 Martha McLean 1 1 12 0 .077 Pat Bouton 1 3 15 0 .167 Jean Zimmerman 5 36 17 0 .679 TOTAL 49 987 629 0 .611
Wins divided by wins plus losses; ties excluded. Jamie Smyth and Dick Bailey share credit for 2013–20. Program totals count each season once.
— means unavailable. Season and career figures use approved cumulative values; game-based figures cover available box scores. Pitching rates use seven innings.