"|*==============================================|"
"|                                               |"
"| This file contains the base card layout data. |"
"|                                               |"
"| !!! DO NOT EDIT THIS FILE !!!                 |"
"|                                               |"
"|===============================================|"
""
""
"16711680"
""
""
"1"
"208"
"257"
"9"
"Arial Narrow"
"#FALSE#"
"#FALSE#"
"16390"
"0"
"11820"
"11730"
"1.0.15"
"0"
"0"
"0"
"0"
""
""
""
""
""
""
""
""
""
""
2,6622,52,4057,240,0,"",0
2,10957,52,712,240,0,"",0
2,5962,1837,607,240,0,"15",2
2,6802,1837,592,240,0,"17",2
2,8377,1747,1357,240,0,"6+<c>, invites 3NT",0
2,8377,2002,1357,240,0,"6+<d>, invites 3NT",0
2,8377,2242,1357,240,0,"6+<h>, forcing, inv slam",0
2,8377,2497,1357,240,0,"6+<s>, forcing, inv slam",0
2,6277,3652,2311,240,0,"forces 3<c> for signoff in a minor",0
2,6277,3907,1132,240,0,"natural, invites 3NT",0
2,9043,3457,252,240,2,"fast",0
2,10297,1582,472,240,0,"20",2
2,11017,1582,502,240,0,"21",2
2,10342,2962,442,240,0,"25",2
2,11017,2962,472,240,0,"27",2
2,9967,3202,1717,240,0,"Stayman, transfers, 4NT inv",0
2,6352,6022,2392,240,2,"Jacoby: 4M=weak 3NT=med 3M=str",0
2,6428,6787,426,240,0,"16",2
2,7058,6787,441,240,0,"17",2
2,6352,7192,2377,240,2,"2/1 game force",0
2,9488,6502,577,240,0,"6",2
2,10373,6502,622,240,0,"10",2
2,6412,7627,292,240,0,"",2
2,6952,7627,292,240,0,"",2
2,8258,7717,1326,332,0,"22+ or 9+ tricks",3
2,8392,8077,1197,286,0,"2NT rebid: sys on",3
2,9667,7717,2078,332,0,"double weak with length: penalty",3
2,9668,8081,2076,271,0,"if waiting, lacks a good suit",3
2,6412,8422,292,240,0,"5",2
2,6952,8422,292,240,0,"11",2
2,7825,8424,1764,240,0,"normally a good 6-card suit",0
2,9667,8432,2072,240,0,"new suit forcing by unpassed",0
2,6412,8947,292,240,0,"5",2
2,6952,8947,292,240,0,"11",2
2,7821,8952,1770,240,0,"normally a good 6-card suit",0
2,9667,8947,2092,240,0,"new suit forcing by unpassed",0
2,6412,9472,292,240,0,"5",2
2,6952,9472,292,240,0,"11",2
2,7814,9467,1778,240,0,"normally a good 6-card suit",0
2,9667,9457,2107,240,0,"new suit forcing by unpassed",0
2,5902,10987,5621,240,2,"Partner opens/overcalls: cue bid of opponent's suit is a raise, at least inviting game (LR+)",0
2,3562,187,367,240,0,"15",2
2,4177,187,367,240,0,"18",2
2,547,1882,322,240,0,"8",2
2,1132,1882,337,240,0,"17",2
2,3337,1642,1147,240,2,"    Cappelletti/Hamilton/Pottage:",0
2,3337,1867,2415,240,2,"unspecified 6+ card suit (2<d> asks)",0
2,3337,2092,1147,240,2,"5+<h> and 5+<s> (5-4 OK if good hand)",0
2,3337,2317,1147,240,2,"5+<h> and 5+minor (4 minor OK if g.h.)",0
2,3337,2557,1147,240,2,"5+<s> and 5+minor (4 minor OK if g.h.)",0
2,3337,2782,1147,240,0,"penalty (systems off)",0
2,4282,5587,502,240,0,"4<h>",0
2,52,6712,4926,240,0,"4<c> Gerber over 1NT & 2NT openings, responses & rebids:  0/4, 1, 2, 3",0
2,2027,7207,3762,240,0,"Double=0 (first step), Pass=1 (second step), then bid steps.",0
2,3382,8317,2317,240,0,"",0
2,3379,8527,2316,240,0,"",0
2,3352,10087,1327,240,0,"",0
2,5906,6275,2827,240,2,"3suit=singleton/void  4suit=5+card good suit",0
2,9320,3031,529,240,2,"thru 4<c>",0
2,10659,8683,1137,240,0,"bid A or K if max",0
2,10666,9211,1113,240,0,"bid A or K if max",0
2,10675,9724,1074,240,0,"bid A or K if max",0
2,5930,837,1652,284,0,"All partners play BLACK",3
2,3944,691,1504,240,0,"11 to 15    Systems Off",0
2,1910,5550,954,240,5,"(normally alert)",2048
2,8,5717,2896,240,0,"in either suit if opponents have bid two suits",0
2,0,5995,774,240,0,"Michaels",0
2,930,6191,1836,240,0,"majors      major & a minor",0
2,1927,5991,955,240,0,"5-5 or longer",0
2,3008,5052,933,240,0,"Double Raise:",0
2,10432,840,499,254,2,"(alert)",3
2,886,4776,982,240,0,"by vulnerability",0
2,3953,927,848,240,0,"5-5 or longer",0
2,3017,426,2435,240,0,"Over Weak 2:  16 to 19   Systems On",0
2,9247,10053,1860,240,2,"after opener's 1NT rebid only",0
2,4534,4391,1223,499,2,"2NT is a raise, at least inviting game",3
2,669,2598,955,240,0,"                   Forcing",0
2,5077,6522,687,240,2,"1430",0
2,975,1082,703,240,2,"thru 3<s>",0
2,155,1079,615,268,2,"Negative",3
2,964,459,1654,240,0,"of 1<s> or 2<s> with 4+ hearts",0
2,7114,2542,774,240,0,"Double",0
2,5168,5054,388,240,2,"Weak",0
2,4480,5039,268,240,0,"Inv.",0
2,25,2127,1963,240,0,"may be a great 4 cards at 1-level",0
2,8180,839,1894,240,2,"and may choose to play RED",0
2,6865,5818,327,240,2,"2NT",0
2,6269,6521,1642,240,0,"natural, 11 to 12",0
2,8871,6014,966,240,0,"Single Raise:",0
2,9760,6016,869,240,2,"force to 2NT, LR+",0
2,11153,6007,261,240,0,"Weak",0
2,2318,2843,377,240,2,"Weak",0
2,3002,4166,1698,126,2,"Redouble implies no fit",3
2,7907,6519,841,240,5,"",2048
2,49,6958,4056,240,0,"After Blackwood (Gerber):  5NT (5<c>) asks for:  number of kings",0
2,11,2846,1319,240,0,"Jump Raise:",0
2,5993,380,5615,319,5,"MIT/DL Bridge Club Standard or 2/1",4101
2,10232,11406,1531,240,5,"November 2019",1
2,8899,6828,482,240,0,"2NT",0
2,9593,6828,379,240,0,"  11",0
2,10168,6830,229,240,0,"to",0
2,10599,6837,513,240,0,"12",0
2,8891,7152,474,240,0,"3NT",0
2,9664,7160,213,240,0,"13",0
2,10161,7151,174,240,0,"to",0
2,10603,7160,237,240,0,"15",0
2,7240,2802,1761,240,0,"minor suit after Stayman is forcing",0
2,7659,6907,769,240,5,"1NT Forcing",0
2,5914,10296,1054,240,2,"Weak jump shift",0
2,7236,10303,600,240,2,"always",0
2,7923,3024,647,240,2,"4<d>, 4<h> = Texas",0
2,8881,6249,2641,240,2,"1<d>-2<c> game force.    1<d>-3<c> invitational.",0
2,5916,10625,5226,240,2,"Over opener's strength-showing reverse:  either direct raise strongest, 2NT=Lebensohl.",0
3,3292,11257,1,0,0,"",187
3,7807,4747,1,0,0,"",127
3,8272,4747,1,0,1,"",127
3,7807,4987,1,0,0,"",127
3,8272,4987,1,0,1,"",127
3,7942,5392,1,0,1,"",127
3,7942,5632,0,0,1,"",127
3,10715,2287,0,0,1,"",127
3,11540,2287,2,0,1,"",127
3,8602,5872,2,0,1,"",127
3,10432,4747,1,0,0,"",127
3,10762,4747,1,0,1,"",127
3,10432,4987,1,0,0,"",127
3,10762,4987,1,0,1,"",127
3,10927,5392,1,0,1,"",127
3,10927,5632,0,0,1,"",127
3,11617,5632,2,0,1,"",127
3,8602,5632,2,0,1,"",127
3,6893,8737,1,0,1,"",127
3,6907,9262,1,0,1,"",127
3,785,506,0,0,1,"",127
3,5542,262,1,0,1,"",127
3,2242,2645,1,0,1,"",127
3,2047,2885,0,0,1,"",127
3,2767,2885,2,0,1,"",127
3,2677,3680,1,0,1,"",127
3,967,4625,1,0,1,"",127
3,1657,4625,1,0,1,"",127
3,4808,3757,1,0,1,"",127
3,5617,3982,1,0,1,"",127
3,4747,4207,2,0,1,"",127
3,4012,4656,2,0,1,"",127
3,4012,4882,2,0,1,"",127
3,1117,5587,0,0,1,"",127
3,1732,5587,0,0,1,"",127
3,1732,6037,1,0,1,"",127
3,1117,6037,1,0,1,"",127
3,3637,5632,1,0,1,"",127
3,4913,6067,2,0,1,"",127
3,4882,7957,1,0,1,"",127
3,5482,7957,1,0,1,"",127
3,4882,9006,1,0,0,"",127
3,5482,9006,1,0,0,"",127
3,4882,9230,1,0,0,"",127
3,5482,9230,1,0,0,"",127
3,4882,9742,1,0,0,"",127
3,5482,9742,1,0,0,"",127
3,4882,9952,1,0,0,"",127
3,5482,9952,1,0,0,"",127
3,4882,10162,1,0,0,"",127
3,5482,10162,1,0,0,"",127
3,4882,11032,1,0,0,"",127
3,5482,10612,1,0,0,"",127
3,5482,11032,1,0,0,"",127
3,4882,10612,1,0,0,"",127
3,4882,10822,1,0,0,"",127
3,2092,9937,1,0,1,"",127
3,3022,9937,1,0,1,"",127
3,2092,10177,1,0,0,"",127
3,3022,10177,1,0,0,"",127
3,3022,10402,1,0,0,"",127
3,862,10972,1,0,1,"",127
3,1612,10972,1,0,0,"",127
3,3022,10972,1,0,0,"",127
3,8587,1267,1,0,1,"",127
3,7267,3067,0,0,1,"",127
3,7267,3502,0,0,1,"",127
3,8700,3517,2,0,1,"",127
3,6922,7987,1,0,1,"",127
3,7222,8227,1,0,1,"",127
3,8137,8227,1,0,1,"",127
3,6907,9802,1,0,1,"",127
3,9037,10102,2,0,1,"",127
3,11602,10327,2,0,1,"",127
3,4072,8138,1,0,0,"",127
3,9125,3067,2,0,1,"",127
3,6924,2842,1,0,1,"",127
3,10477,8737,1,0,1,"",127
3,10492,9262,1,0,1,"",127
3,10492,9787,1,0,1,"",127
3,5557,967,1,0,1,"",127
3,2557,6562,1,0,1,"",127
3,4072,6562,1,0,1,"",127
3,4867,6562,2,0,1,"",127
3,1822,7252,1,0,1,"",127
3,6322,7042,2,0,1,"",127
3,7297,7042,2,0,1,"",127
3,11603,11039,2,0,1,"",142
3,10161,875,2,0,1,"",142
3,7602,879,0,0,1,"",127
3,5606,5086,2,0,1,"",142
3,5548,483,0,0,1,"",127
3,802,1128,2,0,1,"",127
3,4791,5085,0,0,1,"",142
3,7246,5859,2,0,1,"",142
3,10918,6055,2,0,1,"",142
3,11621,6044,0,0,1,"",142
3,4121,7007,0,0,1,"",127
3,8610,6960,2,0,1,"",127
3,7020,10340,2,0,1,"",142
1,5922,1018,1927,197,0,"",0
1,7754,1255,434,158,0,"",0
1,8962,1231,2716,205,0,"",0
1,7935,1026,174,174,0,"",0
1,8267,1018,3071,197,0,"",0
1,5938,805,5693,182,0,"",0
1,5946,2123,1769,442,0,"",0
1,6269,3260,2440,174,0,"",0
1,9893,3505,1879,624,0,"",0
1,10272,1847,1366,166,0,"",0
1,9917,2494,1808,410,0,"",0
1,7904,3971,1911,166,0,"",0
1,7185,2818,2400,182,0,"",0
1,10012,3876,8,8,0,"",0
1,7888,3726,1927,182,0,"",0
1,5898,6283,2819,213,0,"",0
1,7556,7025,1208,158,0,"",0
1,8883,6323,1863,174,0,"",0
1,8883,6062,2929,205,0,"",0
1,8875,7254,2898,158,0,"",0
1,8875,5857,2566,174,0,"",0
1,7390,5849,537,166,0,"",0
1,6885,5383,632,142,0,"",0
1,6885,5620,624,166,0,"",0
1,8133,5368,624,166,0,"",0
1,11149,5368,616,166,0,"",0
1,9886,5376,616,158,0,"",0
1,9886,5612,616,158,0,"",0
1,11046,4334,703,805,0,"",0
1,5891,6260,2857,270,0,"",0
1,7161,6560,497,174,0,"",0
1,10193,6812,229,158,0,"",0
1,10478,6796,189,205,0,"",0
1,7130,8715,2463,174,0,"",0
1,7130,9228,2448,174,0,"",0
1,7138,9764,2456,182,0,"",0
1,10683,8715,1074,166,0,"",0
1,10691,9236,1090,150,0,"",0
1,10675,9772,1098,166,0,"",0
1,7154,7933,647,197,0,"",0
1,7707,6505,488,270,0,"",0
1,8355,6505,385,270,0,"",0
1,7659,6544,1105,205,0,"",0
1,7518,6537,1206,270,0,"",0
1,9334,3016,559,270,0,"",0
1,9759,10096,1082,158,0,"",0
1,10020,10301,845,197,0,"",0
1,10801,10009,955,260,0,"",0
1,5890,10317,2392,189,0,"",0
1,8346,10309,529,205,0,"",0
1,10644,8668,1167,270,0,"",0
1,10636,9181,1143,270,0,"",0
1,10660,9694,1104,270,0,"",0
1,5915,822,2715,314,0,"",0
1,9120,853,472,270,0,"",0
1,9080,789,2566,624,0,"",0
1,9263,845,551,270,0,"",0
1,9618,877,322,270,0,"",0
1,10092,877,875,270,0,"",0
1,10376,885,298,270,0,"",0
1,7762,853,1199,270,0,"",0
1,1074,245,1816,197,0,"",0
1,0,924,2906,450,0,"",0
1,4011,931,742,205,0,"",0
1,3008,1137,640,166,0,"",0
1,3016,458,2716,221,0,"",0
1,8,2202,2511,150,0,"",0
1,1658,2329,482,55,0,"",0
1,2456,2629,458,158,0,"",0
1,663,2629,797,189,0,"",0
1,869,2873,766,189,0,"",0
1,3814,718,1919,182,0,"",0
1,3703,1279,2077,24,0,"",0
1,55,3663,1942,174,0,"",0
1,55,3821,2811,221,0,"",0
1,3988,601,1696,270,0,"",0
1,2061,4389,726,371,0,"",0
1,71,4863,782,166,0,"",0
1,2156,5305,663,995,0,"",0
1,16,5794,1863,182,0,"",0
1,1983,5550,867,270,0,"",0
1,111,5732,1791,270,0,"",0
1,8,6015,987,221,0,"",0
1,24,6055,804,270,0,"",0
1,1,6221,2912,270,0,"",0
1,1912,5976,985,270,0,"",0
1,4477,4381,1145,734,0,"",0
1,3758,3955,1390,189,0,"",0
1,5053,3726,711,182,0,"",0
1,3008,5107,2748,174,0,"",0
1,2993,5037,2525,270,0,"",0
1,10652,885,883,314,0,"",0
1,3008,6260,2764,166,0,"",0
1,4864,5597,758,182,0,"",0
1,3008,5841,2748,174,0,"",0
1,5519,5281,268,24,0,"",0
1,3008,3023,2764,221,0,"",0
1,4580,1650,1200,1516,0,"",0
1,876,5005,1982,16,0,"",0
1,1421,4870,8,8,0,"",0
1,798,4761,1159,270,0,"",0
1,4012,972,701,270,0,"",0
1,3017,411,62,270,0,"",0
1,9199,10254,513,16,0,"",0
1,9247,9978,62,270,0,"",0
1,8,695,2898,205,0,"",0
1,1327,419,1356,270,0,"",0
1,4430,4391,1341,651,0,"",0
1,1295,639,1587,71,0,"",0
1,1296,459,393,270,0,"",0
1,1548,2629,600,150,0,"",0
1,1484,2352,24,24,0,"",0
1,727,2598,985,270,0,"",0
1,5164,6544,576,166,0,"",0
1,5062,6537,496,270,0,"",0
1,2006,7199,3758,197,0,"",0
1,2085,467,733,270,0,"",0
1,963,489,261,150,0,"",0
1,96,1019,646,298,0,"",0
1,1067,774,962,270,0,"",0
1,7099,2527,804,270,0,"",0
1,5109,4919,448,270,0,"",0
1,4288,4919,401,270,0,"",0
1,40,2187,62,270,0,"",0
1,8165,869,1364,270,0,"",0
1,6822,5865,308,126,0,"",0
1,7012,5668,401,270,0,"",0
1,6261,6568,561,182,0,"",0
1,7920,6821,551,270,0,"",0
1,8915,5984,1925,270,0,"",0
1,9981,6016,899,270,0,"",0
1,11197,5992,291,270,0,"",0
1,5015,2543,496,270,0,"",0
1,2298,2850,426,197,0,"",0
1,246,3671,1743,298,0,"",0
1,3000,4184,1477,166,0,"",0
1,3806,4342,55,32,0,"",0
1,7936,6924,827,270,0,"",0
1,3262,3103,1404,270,0,"",0
1,24,2865,829,197,0,"",0
1,143,2921,1349,270,0,"",0
1,4019,4192,695,166,0,"",0
1,7698,371,2156,158,0,"",0
1,7335,631,8,8,0,"",0
1,5978,380,5675,346,0,"",0
1,9642,11391,1664,270,0,"",0
1,8875,6804,2866,426,0,"",0
1,8884,6813,512,270,0,"",0
1,9578,6813,409,270,0,"",0
1,10123,6845,259,270,0,"",0
1,10510,6852,543,270,0,"",0
1,8876,7137,504,270,0,"",0
1,9634,7145,243,270,0,"",0
1,10131,7121,204,270,0,"",0
1,10573,7145,267,270,0,"",0
1,7225,2787,1791,270,0,"",0
1,7644,6892,799,270,0,"",0
1,5899,10296,1364,270,0,"",0
1,7281,10318,630,270,0,"",0
1,8276,3174,677,270,0,"",0
1,8884,6324,62,270,0,"",0
1,9144,6324,62,270,0,"",0
1,8867,6299,118,189,0,"",0
1,5890,10672,5859,126,0,"",0
1,5901,10610,5581,270,0,"",0
12,9396,10146,7057,7057,1,"",0
12,10304,11038,7057,7057,1,"",0
12,9396,10138,7381,7381,1,"",0
12,10304,11038,7373,7373,1,"",0
24,112,8002,1,2,9,"x",0
24,262,8002,1,0,9,"x",2
24,112,8212,0,0,9,"x",0
24,232,8212,0,0,9,"x",0
24,367,8197,1,2,9,"x",0
24,112,8437,0,0,9,"A",0
24,277,8431,1,0,9,"K",0
24,442,8437,0,0,9,"x",0
24,112,8650,1,0,9,"K",0
24,277,8662,0,0,9,"Q",0
24,432,8662,0,0,9,"x",0
24,112,8875,1,0,9,"Q",0
24,296,8887,0,0,9,"J",0
24,412,8887,0,0,9,"x",0
24,112,9100,1,0,9,"J",0
24,262,9112,0,0,9,"T",0
24,412,9112,0,0,9,"x",0
24,112,9331,1,0,9,"K",0
24,262,9337,0,0,9,"Q",0
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