" GENERAL, NONPARTISAN AND SPECIAL ELECTIONS" " DADE COUNTY, FLORIDA" " NOVEMBER 5, 1996" " " "" "" " COUNTYWIDE" " Precincts Counted 576 100.00%" " Absentee Precincts Counted 239 100.00%" "(003) Registered Voters 853,276 100.00%" "(004) Ballots Cast 570,586" " " " FEDERAL OFFICES" " FOR PRESIDENT AND VICE-PRESIDENT" "(005) Bill Clinton & Al Gore - DEM 317,378 57.36%" "(006) Bob Dole & Jack Kemp - REP 209,634 37.89%" "(007) Ross Perot & Pat Choate - REF 24,722 4.47%" "(008) Harry Browne & Jo Jorgensen - LIB 1,602 0.29%" " " "Precinct"," (003)"," (004)"," (005)"," (006)"," (007)"," (008)" "0001",1695,1019,678,255,51,6 "0002",853,520,357,129,15,3 "0003",2457,1705,1376,196,46,4 "0004",679,395,260,99,17,2 "0005",1600,990,719,205,37,3 "0006",1867,1106,620,393,40,6 "0007",1648,1066,767,207,52,12 "0008",1164,757,527,155,44,3 "0009",1054,676,434,181,29,5 "0010",1581,1001,628,293,50,5 "0011",1686,1027,653,313,39,7 "0013",1761,965,584,296,39,5 "0014",1767,1019,648,254,59,0 "0015",718,458,301,118,30,1 "0016",818,518,311,141,50,5 "0017",1593,996,703,205,48,5 "0018",1746,946,650,224,31,3 "0019",642,410,243,126,28,1 "0021",1507,858,545,252,32,3 "0022",581,349,167,150,21,1 "0023",1846,1167,770,334,33,1 "0024",1386,844,543,248,33,6 "0025",1296,730,466,207,36,2 "0026",66,38,23,12,0,0 "0027",1018,512,364,108,22,1 "0028",1356,890,613,218,34,7 "0029",1245,843,541,244,38,3 "0030",2271,1524,975,439,66,11 "0031",1078,673,464,166,23,4 "0032",1646,991,504,412,31,3 "0033",1409,690,437,196,28,1 "0034",631,315,165,128,10,1 "0035",855,450,271,140,20,4 "0036",1384,816,517,228,36,4 "0037",937,503,360,100,27,5 "0038",489,314,178,116,16,2 "0039",1358,752,503,189,33,3 "0040",1342,760,487,201,33,4 "0041",1680,1083,696,291,41,12 "0042",1655,903,613,200,41,4 "0043",671,361,232,103,11,3 "0044",585,334,193,109,14,0 "0046",1947,1001,573,339,36,7 "0047",208,116,42,62,10,0 "0048",974,505,266,193,23,1 "0049",1331,880,337,479,35,12 "0050",1361,895,397,429,44,7 "0051",1832,1275,501,672,74,12 "0052",15,6,2,4,0,0 "0101",2012,1325,961,261,77,5 "0102",1511,970,696,193,50,6 "0103",4579,3068,2515,374,80,5 "0104",1155,718,494,150,63,4 "0105",1296,886,671,149,54,3 "0106",616,369,296,46,15,1 "0107",1328,742,600,85,20,1 "0108",2127,1206,969,136,40,5 "0109",2605,1539,1173,256,70,2 "0110",569,382,273,76,24,0 "0111",2643,1705,1347,247,50,4 "0112",681,497,426,43,14,1 "0113",1044,707,577,70,24,1 "0114",314,175,133,31,10,0 "0115",1472,822,556,165,58,4 "0116",635,401,304,63,22,1 "0117",1403,816,614,144,45,0 "0118",887,505,394,71,26,0 "0119",1158,705,553,105,34,2 "0120",704,420,338,46,18,1 "0121",884,492,386,59,18,5 "0122",283,155,136,11,6,1 "0123",2764,1477,1099,253,73,6 "0124",2653,1757,1223,362,127,11 "0125",419,229,148,40,27,2 "0126",1136,701,568,88,25,2 "0127",1985,1198,1008,116,26,1 "0128",1386,846,663,130,32,2 "0129",1079,681,503,121,38,0 "0130",1839,1095,768,221,79,7 "0131",1227,792,513,203,50,4 "0132",197,115,83,19,5,2 "0133",1527,997,768,139,46,2 "0134",94,45,31,12,1,0 "0135",2139,1413,1173,144,37,1 "0136",1443,934,734,134,36,0 "0137",627,433,292,109,21,0 "0138",880,528,413,76,14,2 "0139",1561,982,723,175,47,2 "0140",1524,905,666,165,48,3 "0141",1119,633,538,57,22,2 "0142",1977,1185,855,216,75,3 "0143",437,237,209,14,8,0 "0144",2026,1186,886,194,69,2 "0145",838,557,338,173,35,6 "0146",1955,1228,744,364,88,8 "0147",898,506,317,126,45,0 "0148",1649,1017,679,248,53,5 "0149",915,582,361,160,44,0 "0150",1289,717,565,101,36,2 "0151",788,548,310,167,55,5 "0152",678,414,280,104,19,3 "0153",1525,1036,806,159,32,2 "0154",892,596,421,131,33,1 "0155",587,403,332,46,11,4 "0156",1381,980,498,387,70,7 "0157",1763,1227,572,529,93,11 "0158",1166,754,464,215,46,3 "0159",1202,789,643,83,39,6 "0160",477,313,178,91,32,1 "0161",868,519,431,50,16,2 "0162",1048,588,537,17,1,1 "0163",375,251,168,56,17,1 "0164",393,259,173,53,20,0 "0165",535,291,200,61,16,0 "0166",212,129,100,20,6,0 "0167",8,4,4,0,0,0 "0168",58,37,20,13,0,0 "0201",1808,964,569,298,59,0 "0202",1438,895,612,218,19,0 "0203",3137,1913,1673,119,10,4 "0204",415,296,268,7,4,0 "0205",882,502,447,14,13,0 "0206",1538,931,802,83,25,0 "0207",2850,1734,1376,216,83,7 "0208",2542,1655,1340,192,65,6 "0209",1609,988,727,175,55,4 "0210",1095,683,464,153,51,2 "0211",1096,685,563,79,26,2 "0212",939,494,410,44,19,0 "0213",1620,868,768,56,22,0 "0214",1704,1117,949,80,33,2 "0215",1235,768,658,68,20,1 "0216",1611,1013,899,57,30,0 "0217",1585,1051,959,48,12,1 "0218",1534,1041,949,12,11,0 "0219",1219,826,746,10,8,0 "0220",1399,905,832,36,11,0 "0221",1786,1158,1066,31,26,0 "0222",2779,1837,1694,67,20,1 "0223",2493,1548,1392,72,22,0 "0224",2304,1459,1275,93,16,0 "0225",2135,1292,1169,56,14,1 "0226",1867,1188,1094,24,14,2 "0227",1709,1040,925,53,23,2 "0228",1874,1205,1099,55,13,2 "0229",2708,1655,1162,395,25,1 "0230",2203,1438,776,569,48,3 "0231",1586,1065,621,366,40,3 "0232",2753,1698,1306,288,43,1 "0233",1090,625,539,37,24,1 "0234",2165,1320,1175,36,12,0 "0235",2288,1324,985,211,49,2 "0236",228,151,140,4,3,0 "0237",1250,769,692,23,8,1 "0238",1114,635,575,6,6,1 "0239",2834,1687,1385,183,63,1 "0240",2844,1719,1549,91,15,1 "0241",2060,1285,1081,127,15,0 "0242",1614,1069,875,119,18,1 "0243",1329,775,700,37,11,1 "0244",1566,955,847,51,17,3 "0245",1372,879,814,20,12,0 "0246",1653,1042,598,366,31,0 "0247",1545,1046,843,149,14,0 "0248",2043,1219,948,192,23,2 "0249",2121,1343,1223,27,16,2 "0250",1599,992,912,19,7,1 "0251",866,542,489,17,7,0 "0252",2403,1589,1486,17,10,1 "0253",1256,816,753,28,6,2 "0254",1898,1186,1114,23,8,1 "0255",1576,873,805,7,5,2 "0256",514,346,285,29,20,0 "0257",1392,807,763,3,4,0 "0258",1355,724,667,12,5,0 "0259",1487,872,759,66,11,0 "0260",1126,745,698,3,11,0 "0261",1848,964,906,7,4,0 "0262",1644,935,850,14,3,0 "0263",2246,1334,1239,18,10,4 "0264",1493,857,799,8,9,0 "0265",78,46,41,2,0,0 "0266",208,150,89,48,5,0 "0268",0,0,0,0,0,0 "0301",4017,2652,1335,1094,181,4 "0302",1390,959,434,424,81,3 "0303",2255,1461,740,601,99,4 "0304",2232,1379,833,442,75,3 "0305",1946,1172,524,544,75,3 "0306",1201,834,422,323,66,2 "0307",1706,1161,486,573,86,2 "0308",1059,711,272,373,59,1 "0309",5213,3353,1326,1822,87,2 "0310",1826,1147,411,644,68,3 "0311",2319,1453,588,749,51,3 "0312",1420,880,425,399,32,1 "0313",1054,538,450,53,9,1 "0314",1393,961,324,560,35,1 "0315",1709,1164,373,708,47,0 "0316",1513,1065,398,585,54,0 "0317",1285,833,260,494,57,3 "0318",1357,927,323,548,32,0 "0319",1121,770,253,465,31,1 "0320",2343,1564,608,853,43,2 "0321",2683,1676,719,864,46,2 "0322",2502,1577,762,729,42,2 "0323",2426,1704,527,1070,42,0 "0324",2888,1967,634,1233,37,2 "0325",1231,842,257,530,30,4 "0326",2945,1948,728,1097,60,3 "0327",3170,1869,825,919,65,3 "0328",2207,1514,493,915,55,1 "0329",2276,1622,455,1067,66,1 "0330",2073,1431,442,916,34,0 "0331",2604,1803,554,1123,52,1 "0332",1827,1245,379,795,29,3 "0333",2038,1366,408,851,29,2 "0334",1570,980,420,491,40,3 "0335",1684,1074,426,601,21,3 "0336",1796,1185,372,732,31,2 "0337",1364,922,321,542,30,2 "0338",2038,1388,438,860,43,1 "0339",2802,1779,507,1155,48,1 "0340",2833,1888,651,1119,59,0 "0341",434,282,111,154,8,0 "0342",2205,1444,544,800,55,2 "0343",1876,1179,583,458,102,2 "0344",1724,1168,541,484,111,9 "0345",1593,1098,528,428,105,7 "0346",1406,989,434,455,81,6 "0347",1068,694,362,252,56,3 "0348",476,317,121,156,27,5 "0349",4348,2791,1164,1440,95,6 "0350",1058,681,468,172,35,1 "0351",2638,1549,1021,431,76,2 "0352",2674,1913,592,1197,91,1 "0353",1939,1253,469,728,36,2 "0354",898,596,179,385,19,3 "0355",41,24,10,11,0,0 "0356",10,8,0,7,1,0 "0357",1367,852,334,447,43,2 "0358",1929,1207,747,360,75,1 "0401",3739,2140,990,971,130,16 "0402",2993,2072,570,1393,63,3 "0403",2356,1392,710,565,57,6 "0404",1927,1319,419,836,43,2 "0405",1683,1085,379,646,30,0 "0406",2738,1653,736,800,59,3 "0407",1214,797,215,536,24,1 "0408",3818,2123,1025,967,71,5 "0409",1018,712,199,465,29,1 "0410",3086,1889,649,1124,48,1 "0411",2575,1476,647,742,49,3 "0412",2676,1831,505,1231,66,3 "0413",2753,1842,520,1233,56,3 "0414",2798,1816,619,1089,64,2 "0415",2328,1468,616,738,71,2 "0416",2322,1334,520,716,58,4 "0417",2377,1444,443,914,54,1 "0418",1411,883,308,524,30,2 "0419",1140,771,245,481,31,1 "0420",1927,1291,370,850,48,4 "0421",2334,1535,486,969,50,0 "0422",1435,992,356,572,44,2 "0423",1755,1184,423,673,56,4 "0424",1639,1072,370,626,48,2 "0425",1850,1225,434,709,39,0 "0426",1539,1043,387,588,37,6 "0427",1387,983,342,571,48,3 "0428",1418,970,347,561,32,0 "0429",1337,867,323,483,37,5 "0430",2017,1367,453,825,46,3 "0431",1159,828,307,440,61,3 "0432",1481,974,378,514,59,4 "0433",1618,1085,352,663,45,3 "0434",1778,1218,481,643,52,2 "0435",1957,1273,421,775,39,0 "0436",1900,1288,420,792,46,3 "0437",1531,1054,297,691,33,1 "0438",2204,1549,466,976,58,2 "0439",3056,2030,578,1333,58,5 "0440",1692,1147,387,678,59,1 "0441",1379,900,357,466,52,3 "0442",677,458,128,287,19,4 "0443",684,416,193,204,6,0 "0444",2660,1646,572,995,49,1 "0445",132,96,25,59,3,0 "0446",263,166,50,110,2,0 "0501",1805,1001,897,59,15,1 "0502",1565,929,673,184,46,2 "0503",778,498,188,282,8,1 "0504",2077,1348,1004,230,73,8 "0505",2007,1123,1006,42,1,2 "0506",236,146,105,25,8,3 "0507",1498,817,761,6,6,1 "0508",1999,1079,1011,4,10,0 "0509",1401,910,330,532,19,2 "0510",801,514,143,335,5,0 "0511",2162,1182,1101,4,5,0 "0512",1305,805,753,5,8,0 "0513",753,505,472,1,5,0 "0514",1038,622,568,21,2,1 "0515",507,305,257,31,2,0 "0516",1146,769,461,235,57,3 "0517",1494,735,641,56,13,2 "0518",1533,933,820,61,7,3 "0519",1750,1088,986,29,15,1 "0520",1264,792,747,6,5,2 "0521",2085,1280,1195,17,12,1 "0522",1824,1162,1087,21,11,1 "0523",2373,1380,1280,20,6,1 "0524",734,468,191,243,21,2 "0525",1014,655,245,351,29,0 "0526",2703,1588,752,754,30,3 "0527",1961,1198,552,571,18,0 "0528",457,293,174,93,5,2 "0529",1985,1169,856,218,18,0 "0530",1355,684,434,194,34,0 "0531",1517,720,600,62,11,1 "0532",505,288,242,24,7,3 "0533",1898,1036,964,7,4,0 "0534",1206,394,306,55,9,4 "0535",1398,800,746,5,2,1 "0536",787,322,295,14,2,1 "0537",1513,798,575,173,19,0 "0538",1763,969,678,212,38,6 "0539",501,315,175,121,14,1 "0540",5,1,0,1,0,0 "0541",712,394,211,151,21,2 "0542",1651,246,125,100,4,0 "0543",2153,1288,533,667,23,4 "0544",541,285,185,75,20,1 "0545",1930,1288,461,725,50,1 "0546",53,17,14,3,0,0 "0547",1938,1281,366,819,44,0 "0548",1464,1019,318,619,40,3 "0549",1326,901,306,552,20,0 "0550",1688,1137,397,665,36,0 "0551",1447,913,382,473,28,2 "0552",536,360,114,224,10,0 "0553",1818,1198,380,748,44,1 "0554",1955,1323,397,862,34,1 "0555",2263,1529,466,982,38,5 "0556",2603,1716,607,1012,52,1 "0557",1917,1258,404,780,37,2 "0558",1699,1101,337,702,31,2 "0559",1763,1233,423,736,42,3 "0560",2241,1514,523,903,44,0 "0561",750,485,208,251,20,1 "0562",2625,1721,543,1084,47,2 "0563",2546,1648,568,1000,22,0 "0564",1781,1019,341,630,16,2 "0565",2056,1271,475,740,17,3 "0566",2314,1372,515,773,19,4 "0567",1297,821,318,435,40,6 "0568",373,230,109,104,11,3 "0569",3359,2154,1067,937,115,11 "0570",1360,844,269,536,23,1 "0571",2085,1359,526,746,49,4 "0572",1310,869,288,523,31,4 "0573",1597,1066,389,605,42,1 "0574",2093,1383,476,800,46,5 "0575",2650,1689,518,1071,43,2 "0576",2279,1488,532,876,47,1 "0577",1391,868,376,420,43,0 "0578",2538,1565,533,946,43,1 "0579",1807,1250,443,732,48,5 "0580",620,370,153,202,9,0 "0581",1860,1212,633,493,64,2 "0582",1773,1136,717,318,76,7 "0583",1623,991,655,243,64,14 "0584",1455,914,807,40,11,1 "0585",1065,648,587,6,8,0 "0586",1408,926,542,295,68,11 "0587",997,660,394,206,44,8 "0588",113,36,20,13,2,0 "0589",68,35,18,12,1,0 "0590",124,69,43,24,0,0 "0591",780,486,251,205,3,1 "0592",50,23,23,0,0,0 "0593",14,7,5,1,0,0 "0594",134,91,35,46,10,0 "0595",145,87,33,48,2,2 "0596",278,185,88,93,2,0 "0597",210,143,56,78,3,3 "0598",126,56,29,21,3,0 "0601",1488,1060,405,578,60,3 "0602",1245,854,303,477,49,3 "0603",1320,896,375,464,36,4 "0604",1370,880,466,351,39,6 "0605",2160,1457,613,739,83,9 "0606",990,661,405,197,42,3 "0607",1396,927,390,452,56,5 "0608",1708,1170,403,682,56,5 "0609",1254,893,402,427,50,7 "0610",124,94,47,41,3,0 "0611",1565,1079,393,627,43,7 "0612",1777,975,395,517,45,1 "0613",1209,847,391,394,44,7 "0614",1173,818,320,456,27,5 "0615",1047,761,348,366,35,6 "0616",693,477,224,216,28,3 "0617",2193,1493,614,790,69,7 "0618",615,432,133,258,34,2 "0619",2010,1400,682,608,79,11 "0620",1525,1002,453,442,79,3 "0621",2327,1462,1207,120,46,6 "0622",1312,914,456,366,69,8 "0623",1433,988,544,354,72,5 "0624",1210,846,468,297,64,7 "0625",1919,1267,699,471,66,7 "0626",1023,713,323,344,35,3 "0627",1567,1109,572,451,71,7 "0628",1915,1429,729,598,81,7 "0629",639,462,222,203,30,1 "0630",715,493,227,224,35,3 "0631",1330,996,509,408,63,7 "0632",1541,1055,605,362,70,8 "0633",1379,886,465,365,36,3 "0634",363,236,188,31,7,1 "0635",195,130,72,50,6,2 "0636",2,2,2,0,0,0 "0637",42,27,4,22,0,1 "0638",21,12,5,4,0,0 "0639",24,13,4,9,0,0 "0640",29,23,7,16,0,0 "0641",53,41,14,22,4,1 "0701",3368,2103,862,1073,118,5 "0702",2832,1854,768,969,84,6 "0703",2891,1727,994,606,93,3 "0704",3141,1995,822,1037,78,6 "0705",2243,1449,566,791,58,6 "0706",2127,1376,531,752,63,2 "0707",555,376,108,239,16,2 "0708",110,76,22,39,10,0 "0709",2159,1382,530,722,96,6 "0710",1556,1063,408,553,81,1 "0711",2199,1338,621,624,70,2 "0712",1793,1191,470,630,58,2 "0713",1941,1230,394,712,76,1 "0714",1710,1157,461,596,71,3 "0715",1902,1325,523,710,63,3 "0716",1285,903,309,522,45,5 "0717",2114,1331,677,545,76,7 "0718",607,444,153,262,15,2 "0719",1981,1272,668,486,76,7 "0720",1520,1047,349,631,52,4 "0721",2600,1669,925,613,98,4 "0722",541,316,193,91,24,1 "0723",1057,764,358,346,47,6 "0724",1832,1178,555,532,75,6 "0725",1895,1298,525,675,77,3 "0726",2008,1329,421,795,72,3 "0727",1144,794,405,306,69,1 "0728",2256,1309,804,414,63,5 "0729",2686,1510,860,529,78,7 "0730",1793,1116,680,357,51,5 "0731",1444,980,440,442,81,1 "0732",3024,1814,834,870,71,3 "0733",3834,2382,1136,1088,116,3 "0734",1705,1123,622,393,86,5 "0735",1274,836,452,311,51,4 "0736",2934,1600,901,558,91,3 "0737",2981,1733,988,594,99,7 "0738",3702,2173,1312,705,113,3 "0739",2383,1475,780,558,103,5 "0740",4299,2470,1402,872,149,9 "0741",3290,2173,1220,754,158,12 "0742",1411,879,526,267,72,2 "0743",1085,688,370,254,52,4 "0744",2530,1585,865,613,86,4 "0745",2359,1531,856,558,84,2 "0746",966,656,413,192,43,5 "0747",1945,1172,617,468,62,1 "0748",1538,1008,516,406,68,7 "0749",3060,2031,1076,770,157,13 "0750",1980,1261,596,538,96,4 "0751",1457,1007,451,467,68,6 "0752",1479,966,537,326,85,7 "0753",3043,2008,1113,706,147,14 "0754",2307,1541,902,507,98,6 "0755",417,280,140,117,19,1 "0756",2230,1462,845,493,107,5 "0757",2389,1531,814,562,123,6 "0758",3086,1897,995,741,130,1 "0759",2013,1392,734,514,119,3 "0760",138,94,47,36,7,0 "0761",14,5,2,3,0,0 "0762",3039,1686,996,560,97,5 "0763",1461,862,383,394,64,3 "0801",1605,1054,985,18,10,1 "0802",1742,1191,1108,9,12,1 "0803",1747,1140,1061,15,10,2 "0804",1623,1065,561,417,66,5 "0805",680,416,258,122,31,1 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"0840",312,216,118,74,15,3 "0842",217,142,83,37,18,1 "0843",418,271,187,52,27,0 "0844",18,11,3,7,1,0 "0845",506,313,183,103,23,3 "0846",122,75,55,14,3,0 "0847",1203,712,404,241,51,1 "0848",184,109,30,62,14,0 "0849",65,40,25,12,2,0 "0901",1244,790,276,386,111,5 "0902",1769,1174,401,568,183,6 "0903",795,393,312,37,16,1 "0904",981,547,293,195,38,2 "0905",1816,921,639,171,72,4 "0906",665,129,75,35,19,0 "0907",2683,1466,743,532,153,2 "0908",356,103,67,30,3,0 "0909",1096,540,344,121,45,2 "0910",2603,1386,774,465,88,4 "0911",1104,521,297,142,55,3 "0912",1392,851,395,321,116,6 "0913",1436,938,382,414,115,10 "0914",457,306,88,164,45,6 "0915",778,476,196,208,58,3 "0916",1053,467,255,134,62,2 "0917",267,106,62,34,6,0 "0918",1296,584,387,139,37,0 "0919",631,404,181,162,50,0 "0920",1227,565,503,24,15,0 "0921",127,86,40,29,16,0 "0922",1922,1019,920,28,10,0 "0923",695,299,173,97,19,0 "0924",142,84,21,50,11,0 "0925",193,130,56,50,20,2 "0926",373,213,71,102,34,1 "0927",266,175,70,78,26,1 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Meek - DEM 114,590 88.77%" "(017) Wellington Rolle - REP 14,502 11.23%" " " "Precinct"," (014)"," (015)"," (016)"," (017)" "0114",314,175,127,29 "0116",635,401,305,65 "0117",1403,816,593,135 "0118",887,505,364,68 "0119",1158,705,539,110 "0120",704,420,302,38 "0121",884,492,343,71 "0122",283,155,132,17 "0123",2764,1477,1051,233 "0126",1136,701,531,101 "0127",1985,1198,1004,98 "0128",1386,846,659,97 "0129",1079,681,515,113 "0130",1839,1095,793,219 "0131",1227,792,561,179 "0132",197,115,87,14 "0133",1527,997,780,121 "0135",2139,1413,1159,126 "0136",1443,934,742,120 "0137",627,433,315,85 "0138",880,528,423,58 "0139",1561,982,717,167 "0140",1524,905,693,126 "0141",1119,633,530,56 "0142",1977,1185,831,188 "0143",437,237,197,26 "0144",2026,1186,902,190 "0150",1289,717,562,101 "0152",678,414,289,86 "0153",1525,1036,818,118 "0154",892,596,454,107 "0155",587,403,323,49 "0158",1166,754,500,186 "0159",1202,789,649,91 "0160",477,313,187,85 "0161",868,519,436,42 "0162",1048,588,518,25 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"N222",0,364,258,57 "N226",0,526,399,61 "N229",0,78,60,9 "N230",0,94,67,15 "N246",0,1216,893,127 "N250",0,17,1,2 "N254",0,58,28,16 "N255",0,462,146,238 "N257",0,96,56,27 "N260",0,103,59,34 "N261",0,25,17,2 "N271",0,39,27,8 "N286",0,62,20,32 "N287",0,159,143,5 "N288",0,11,6,1 "N289",0,1,1,0 "N292",0,13,10,2 "N293",0,406,231,118 "N299",0,44,33,2 "N300",0,41,30,3 "N302",0,224,120,79 "N303",0,108,33,56 "N307",0,43,14,19 "N310",0,21,11,7 "N313",0,5,3,2 "N315",0,7,3,4 "N461",0,14,6,2 "N486",0,40,21,16 "N488",0,20,15,4 "" " 18TH CONGRESSIONAL DISTRICT" " Precincts Counted 170 100.00%" " Absentee Precincts Counted 68 100.00%" "(023) Registered Voters 242,894 100.00%" "(024) Ballots Cast 170,350" " " " 18TH CONGRESSIONAL DISTRICT" "(025) Ileana Ros-Lehtinen - REP 123,624 100.00%" " " "Precinct"," (023)"," (024)"," (025)" "0026",66,38,4 "0036",1384,816,462 "0037",937,503,291 "0039",1358,752,429 "0040",1342,760,427 "0041",1680,1083,652 "0042",1655,903,477 "0043",671,361,199 "0044",585,334,200 "0046",1947,1001,586 "0047",208,116,87 "0048",974,505,323 "0049",1331,880,631 "0050",1361,895,631 "0051",1832,1275,963 "0052",15,6,4 "0266",208,150,77 "0341",434,282,228 "0417",2377,1444,1241 "0418",1411,883,736 "0419",1140,771,610 "0420",1927,1291,1114 "0421",2334,1535,1295 "0422",1435,992,782 "0423",1755,1184,956 "0424",1639,1072,859 "0425",1850,1225,962 "0426",1539,1043,796 "0427",1387,983,779 "0428",1418,970,771 "0429",1337,867,664 "0430",2017,1367,1099 "0431",1159,828,646 "0432",1481,974,758 "0433",1618,1085,882 "0434",1778,1218,937 "0435",1957,1273,1014 "0436",1900,1288,1049 "0437",1531,1054,901 "0438",2204,1549,1283 "0439",3056,2030,1748 "0446",263,166,135 "0503",778,498,352 "0509",1401,910,707 "0510",801,514,426 "0524",734,468,347 "0525",1014,655,501 "0526",2703,1588,1011 "0527",1961,1198,797 "0532",505,288,107 "0540",5,1,1 "0541",712,394,246 "0543",2153,1288,846 "0545",1930,1288,990 "0546",53,17,9 "0547",1938,1281,1007 "0548",1464,1019,802 "0549",1326,901,701 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"0611",1565,1079,837 "0612",1777,975,741 "0613",1209,847,569 "0614",1173,818,623 "0615",1047,761,537 "0617",2193,1493,1122 "0619",2010,1400,921 "0620",1525,1002,737 "0622",1312,914,575 "0623",1433,988,621 "0624",1210,846,541 "0625",1919,1267,831 "0627",1567,1109,759 "0632",1541,1055,698 "0633",1379,886,615 "0635",195,130,85 "0637",42,27,24 "0639",24,13,12 "0640",29,23,16 "0641",53,41,26 "0709",2159,1382,1045 "0710",1556,1063,814 "0712",1793,1191,928 "0713",1941,1230,990 "0714",1710,1157,863 "0715",1902,1325,1035 "0716",1285,903,694 "0717",2114,1331,910 "0718",607,444,368 "0719",1981,1272,827 "0720",1520,1047,847 "0721",2600,1669,1093 "0725",1895,1298,948 "0726",2008,1329,1087 "0751",1457,1007,727 "0752",1479,966,608 "0753",3043,2008,1350 "0754",2307,1541,1017 "0756",2230,1462,969 "0806",1235,863,607 "0807",1098,743,506 "0814",2948,1509,957 "0815",1229,729,494 "0819",1179,735,491 "0825",2321,1410,842 "0829",2131,1218,816 "0831",1728,936,546 "0832",1094,670,466 "0835",208,135,90 "0837",1671,1085,734 "0838",696,392,243 "0844",18,11,11 "0904",981,547,380 "0907",2683,1466,971 "0910",2603,1386,905 "0912",1392,851,571 "0916",1053,467,292 "0921",127,86,63 "0923",695,299,182 "0927",266,175,121 "0928",740,402,260 "0929",339,177,106 "0933",214,96,52 "0937",104,79,59 "N003",0,0,0 "N005",0,3,2 "N006",0,21,13 "N028",0,0,0 "N033",0,1,1 "N040",0,24,13 "N041",0,4,2 "N042",0,2,1 "N043",0,12,10 "N045",0,28,14 "N046",0,0,0 "N050",0,8,5 "N052",0,7,5 "N054",0,4,1 "N055",0,3,1 "N056",0,8,2 "N057",0,4,3 "N069",0,6,2 "N071",0,3,3 "N078",0,4,3 "N082",0,3,2 "N083",0,0,0 "N085",0,6,5 "N092",0,1,1 "N093",0,0,0 "N096",0,0,0 "N097",0,0,0 "N099",0,0,0 "N205",0,0,0 "N207",0,737,421 "N208",0,28,19 "N209",0,319,197 "N210",0,2,1 "N232",0,10,6 "N237",0,55,37 "N244",0,2519,1957 "N245",0,147,106 "N247",0,283,220 "N248",0,1766,1314 "N249",0,1232,810 "N251",0,2436,1777 "N253",0,8,5 "N256",0,369,292 "N258",0,220,142 "N259",0,776,452 "N262",0,441,240 "N264",0,161,105 "N266",0,75,42 "N267",0,177,128 "N268",0,239,116 "N269",0,185,107 "N281",0,135,74 "N283",0,39,27 "N290",0,275,138 "N294",0,243,150 "N295",0,83,45 "N297",0,206,111 "N304",0,47,34 "N305",0,3,1 "N308",0,13,6 "N309",0,5,2 "N311",0,12,5 "N316",0,5,4 "N466",0,77,42 "N467",0,183,111 "N468",0,270,147 "N481",0,129,75 "N483",0,33,20 "" " 20TH CONGRESSIONAL DISTRICT" " Precincts Counted 29 100.00%" " Absentee Precincts Counted 21 100.00%" "(031) Registered Voters 32,820 100.00%" "(032) Ballots Cast 23,017" " " " 20TH CONGRESSIONAL DISTRICT" "(033) Peter Deutsch - DEM 11,747 55.71%" "(034) Jim Jacobs - REP 9,340 44.29%" " " "Precinct"," (031)"," (032)"," (033)"," (034)" "0616",693,477,250,189 "0618",615,432,165,234 "0626",1023,713,361,297 "0628",1915,1429,780,562 "0629",639,462,263,174 "0630",715,493,260,202 "0631",1330,996,616,336 "0808",1645,1132,625,441 "0809",540,387,216,139 "0810",1780,1184,598,511 "0820",2458,1646,841,705 "0821",2133,1332,716,518 "0822",1901,1249,680,425 "0823",1826,1041,598,364 "0824",2042,1263,698,456 "0830",391,254,128,106 "0836",1961,1215,544,516 "0845",506,313,189,100 "0847",1203,712,354,243 "0848",184,109,38,63 "0901",1244,790,350,366 "0902",1769,1174,484,597 "0913",1436,938,412,452 "0914",457,306,126,161 "0915",778,476,227,216 "0917",267,106,63,29 "0919",631,404,217,163 "0932",78,56,30,21 "0938",660,311,195,79 "N051",0,0,0,0 "N053",0,2,2,0 "N058",0,7,4,3 "N079",0,4,0,1 "N084",0,12,4,6 "N086",0,3,1,2 "N089",0,0,0,0 "N094",0,0,0,0 "N100",0,0,0,0 "N102",0,0,0,0 "N263",0,173,78,67 "N265",0,92,41,37 "N270",0,259,139,94 "N291",0,410,176,185 "N296",0,338,154,130 "N298",0,189,80,89 "N301",0,105,41,48 "N306",0,12,2,4 "N312",0,3,0,2 "N314",0,5,1,4 "N317",0,3,0,3 "" " 21ST CONGRESSIONAL DISTRICT" " Precincts Counted 121 100.00%" " Absentee Precincts Counted 53 100.00%" "(040) Registered Voters 249,598 100.00%" "(041) Ballots Cast 167,626" " " " 21ST CONGRESSIONAL DISTRICT" "(042) Lincoln Diaz-Balart - REP 125,434 100.00%" " " "Precinct"," (040)"," (041)"," (042)" "0201",1808,964,594 "0230",2203,1438,929 "0301",4017,2652,1917 "0302",1390,959,708 "0303",2255,1461,997 "0304",2232,1379,905 "0305",1946,1172,872 "0306",1201,834,593 "0307",1706,1161,878 "0308",1059,711,546 "0309",5213,3353,2598 "0310",1826,1147,849 "0311",2319,1453,1056 "0312",1420,880,671 "0314",1393,961,720 "0315",1709,1164,892 "0316",1513,1065,809 "0317",1285,833,668 "0318",1357,927,740 "0319",1121,770,587 "0320",2343,1564,1215 "0321",2683,1676,1202 "0322",2502,1577,1130 "0323",2426,1704,1270 "0324",2888,1967,1431 "0325",1231,842,656 "0326",2945,1948,1484 "0327",3170,1869,1386 "0328",2207,1514,1165 "0329",2276,1622,1284 "0330",2073,1431,1130 "0331",2604,1803,1375 "0332",1827,1245,1000 "0333",2038,1366,1009 "0335",1684,1074,770 "0336",1796,1185,873 "0337",1364,922,700 "0338",2038,1388,1063 "0339",2802,1779,1316 "0340",2833,1888,1370 "0342",2205,1444,1119 "0343",1876,1179,786 "0344",1724,1168,797 "0345",1593,1098,748 "0346",1406,989,713 "0347",1068,694,451 "0348",476,317,221 "0349",4348,2791,2183 "0350",1058,681,433 "0351",2638,1549,949 "0352",2674,1913,1627 "0353",1939,1253,1077 "0354",898,596,504 "0355",41,24,11 "0356",10,8,8 "0357",1367,852,671 "0358",1929,1207,756 "0401",3739,2140,1582 "0402",2993,2072,1846 "0403",2356,1392,1033 "0404",1927,1319,1122 "0405",1683,1085,916 "0406",2738,1653,1255 "0407",1214,797,707 "0408",3818,2123,1583 "0409",1018,712,602 "0410",3086,1889,1499 "0411",2575,1476,1147 "0412",2676,1831,1610 "0413",2753,1842,1600 "0414",2798,1816,1569 "0415",2328,1468,1154 "0416",2322,1334,1085 "0440",1692,1147,963 "0441",1379,900,713 "0442",677,458,371 "0443",684,416,334 "0444",2660,1646,1405 "0445",132,96,72 "0701",3368,2103,1706 "0702",2832,1854,1547 "0703",2891,1727,1212 "0704",3141,1995,1577 "0705",2243,1449,1216 "0706",2127,1376,1099 "0707",555,376,306 "0708",110,76,55 "0711",2199,1338,1015 "0723",1057,764,581 "0724",1832,1178,913 "0727",1144,794,517 "0728",2256,1309,848 "0729",2686,1510,996 "0730",1793,1116,748 "0731",1444,980,750 "0732",3024,1814,1444 "0733",3834,2382,1832 "0734",1705,1123,770 "0735",1274,836,631 "0736",2934,1600,1111 "0737",2981,1733,1224 "0738",3702,2173,1493 "0739",2383,1475,1099 "0740",4299,2470,1746 "0741",3290,2173,1523 "0742",1411,879,599 "0743",1085,688,498 "0744",2530,1585,1202 "0745",2359,1531,1035 "0746",966,656,457 "0747",1945,1172,800 "0748",1538,1008,747 "0749",3060,2031,1388 "0750",1980,1261,936 "0755",417,280,205 "0757",2389,1531,1104 "0758",3086,1897,1344 "0759",2013,1392,1005 "0761",14,5,3 "0762",3039,1686,1155 "0763",1461,862,653 "N022",0,4,3 "N029",0,3,1 "N030",0,3,2 "N031",0,25,22 "N032",0,7,5 "N034",0,0,0 "N035",0,2,2 "N036",0,9,8 "N037",0,0,0 "N038",0,2,2 "N039",0,1,0 "N060",0,8,6 "N061",0,15,9 "N062",0,1,0 "N063",0,4,4 "N064",0,4,2 "N065",0,3,1 "N066",0,1,1 "N067",0,1,0 "N068",0,15,6 "N070",0,0,0 "N072",0,4,4 "N073",0,1,0 "N225",0,127,91 "N233",0,433,258 "N234",0,335,209 "N235",0,1840,1284 "N236",0,764,548 "N238",0,0,0 "N239",0,177,110 "N240",0,763,619 "N241",0,0,0 "N242",0,268,225 "N243",0,592,467 "N272",0,615,415 "N273",0,966,592 "N274",0,108,79 "N275",0,77,52 "N276",0,87,47 "N277",0,79,38 "N278",0,71,25 "N279",0,155,118 "N280",0,190,110 "N282",0,16,11 "N284",0,60,38 "N285",0,65,41 "N318",0,4,4 "N475",0,60,38 "N476",0,118,78 "N477",0,75,44 "N478",0,54,40 "N480",0,200,103 "N482",0,3,2 "" " 22ND CONGRESSIONAL DISTRICT" " Precincts Counted 67 100.00%" " Absentee Precincts Counted 22 100.00%" "(048) Registered Voters 90,673 100.00%" "(049) Ballots Cast 61,374" " " " 22ND CONGRESSIONAL DISTRICT" "(050) Kenneth D. Cooper - DEM 27,269 50.55%" "(051) E. Clay Shaw, Jr. - REP 26,674 49.45%" " " "Precinct"," (048)"," (049)"," (050)"," (051)" "0001",1695,1019,424,487 "0002",853,520,183,260 "0003",2457,1705,688,751 "0004",679,395,148,176 "0005",1600,990,482,395 "0006",1867,1106,414,573 "0007",1648,1066,439,502 "0008",1164,757,343,341 "0009",1054,676,277,294 "0010",1581,1001,405,491 "0011",1686,1027,401,494 "0013",1761,965,412,366 "0014",1767,1019,424,380 "0015",718,458,173,235 "0016",818,518,218,251 "0017",1593,996,451,427 "0018",1746,946,399,378 "0019",642,410,169,180 "0021",1507,858,357,343 "0022",581,349,108,194 "0023",1846,1167,471,536 "0024",1386,844,335,449 "0025",1296,730,318,319 "0027",1018,512,249,147 "0028",1356,890,411,373 "0029",1245,843,358,390 "0030",2271,1524,652,763 "0031",1078,673,311,285 "0032",1646,991,317,482 "0033",1409,690,307,244 "0034",631,315,119,113 "0035",855,450,162,128 "0038",489,314,123,174 "0101",2012,1325,568,670 "0102",1511,970,412,485 "0103",4579,3068,1699,1091 "0104",1155,718,299,361 "0105",1296,886,370,474 "0106",616,369,178,158 "0107",1328,742,410,231 "0108",2127,1206,587,439 "0109",2605,1539,744,657 "0110",569,382,149,198 "0111",2643,1705,896,606 "0112",681,497,315,147 "0113",1044,707,401,245 "0115",1472,822,369,318 "0124",2653,1757,825,796 "0125",419,229,110,91 "0134",94,45,22,16 "0145",838,557,206,312 "0146",1955,1228,502,636 "0147",898,506,220,235 "0148",1649,1017,439,464 "0149",915,582,231,294 "0151",788,548,205,304 "0156",1381,980,327,587 "0157",1763,1227,323,826 "0165",535,291,149,103 "0167",8,4,2,2 "0168",58,37,12,17 "0207",2850,1734,931,607 "0208",2542,1655,922,621 "0209",1609,988,500,402 "0210",1095,683,329,310 "0539",501,315,116,162 "0544",541,285,138,120 "N001",0,40,21,12 "N002",0,6,3,2 "N004",0,0,0,0 "N007",0,14,9,2 "N014",0,0,0,0 "N015",0,7,2,4 "N020",0,0,0,0 "N021",0,0,0,0 "N025",0,0,0,0 "N201",0,1784,873,582 "N202",0,416,211,131 "N203",0,1444,581,558 "N204",0,104,46,39 "N206",0,30,9,13 "N211",0,688,365,186 "N218",0,101,34,50 "N219",0,196,52,115 "N223",0,1,0,0 "N224",0,1,0,0 "N228",0,133,77,34 "N252",0,75,29,37 "N319",0,6,3,3 "" " 23RD CONGRESSIONAL DISTRICT" " Precincts Counted 6 100.00%" " Absentee Precincts Counted 5 100.00%" "(057) Registered Voters 8,222 100.00%" "(058) Ballots Cast 5,241" " " " 23RD CONGRESSIONAL DISTRICT" "(059) Alcee L. Hastings - DEM 4,243 88.18%" "(060) Robert Paul Brown - REP 569 11.82%" " " " STATE OFFICES" "Precinct"," (057)"," (058)"," (059)"," (060)" "0206",1538,931,753,112 "0213",1620,868,720,82 "0214",1704,1117,922,103 "0215",1235,768,621,80 "0216",1611,1013,855,90 "0256",514,346,246,57 "N024",0,4,3,0 "N027",0,0,0,0 "N227",0,176,110,44 "N231",0,18,13,1 "N320",0,0,0,0 "" " COUNTYWIDE" " Precincts Counted 576 100.00%" " Absentee Precincts Counted 230 100.00%" "(066) Registered Voters 853,276 100.00%" "(067) Ballots Cast 570,340" " " " PUBLIC DEFENDER" "(068) Bennett H. Brummer - DEM 251,060 59.29%" "(069) William Norris - REP 172,373 40.71%" " " "Precinct"," (066)"," (067)"," (068)"," (069)" "0001",1695,1019,580,258 "0002",853,520,270,109 "0003",2457,1705,1059,214 "0004",679,395,195,103 "0005",1600,990,567,218 "0006",1867,1106,503,398 "0007",1648,1066,629,256 "0008",1164,757,425,201 "0009",1054,676,326,192 "0010",1581,1001,515,306 "0011",1686,1027,517,312 "0013",1761,965,448,232 "0014",1767,1019,468,257 "0015",718,458,239,139 "0016",818,518,277,167 "0017",1593,996,577,229 "0018",1746,946,498,205 "0019",642,410,187,137 "0021",1507,858,406,233 "0022",581,349,130,148 "0023",1846,1167,651,315 "0024",1386,844,472,288 "0025",1296,730,412,202 "0026",66,38,16,14 "0027",1018,512,268,95 "0028",1356,890,498,234 "0029",1245,843,497,226 "0030",2271,1524,859,464 "0031",1078,673,365,190 "0032",1646,991,355,364 "0033",1409,690,342,162 "0034",631,315,120,89 "0035",855,450,206,124 "0036",1384,816,378,166 "0037",937,503,294,109 "0038",489,314,152,127 "0039",1358,752,389,165 "0040",1342,760,373,170 "0041",1680,1083,541,210 "0042",1655,903,459,188 "0043",671,361,168,83 "0044",585,334,130,57 "0046",1947,1001,412,228 "0047",208,116,36,57 "0048",974,505,187,141 "0049",1331,880,270,426 "0050",1361,895,322,393 "0051",1832,1275,456,589 "0052",15,6,3,2 "0101",2012,1325,875,294 "0102",1511,970,570,267 "0103",4579,3068,2107,465 "0104",1155,718,404,198 "0105",1296,886,557,244 "0106",616,369,236,59 "0107",1328,742,482,101 "0108",2127,1206,760,167 "0109",2605,1539,955,364 "0110",569,382,209,106 "0111",2643,1705,1150,292 "0112",681,497,344,51 "0113",1044,707,534,75 "0114",314,175,103,42 "0115",1472,822,442,201 "0116",635,401,248,73 "0117",1403,816,494,152 "0118",887,505,294,87 "0119",1158,705,438,145 "0120",704,420,259,48 "0121",884,492,289,81 "0122",283,155,123,15 "0123",2764,1477,910,268 "0124",2653,1757,1043,438 "0125",419,229,134,48 "0126",1136,701,430,102 "0127",1985,1198,816,137 "0128",1386,846,531,147 "0129",1079,681,410,139 "0130",1839,1095,643,263 "0131",1227,792,419,224 "0132",197,115,70,20 "0133",1527,997,622,178 "0134",94,45,23,11 "0135",2139,1413,927,180 "0136",1443,934,579,163 "0137",627,433,234,97 "0138",880,528,327,88 "0139",1561,982,574,202 "0140",1524,905,494,189 "0141",1119,633,429,79 "0142",1977,1185,655,231 "0143",437,237,166,36 "0144",2026,1186,711,252 "0145",838,557,287,185 "0146",1955,1228,642,421 "0147",898,506,281,145 "0148",1649,1017,515,290 "0149",915,582,295,195 "0150",1289,717,418,125 "0151",788,548,271,201 "0152",678,414,224,97 "0153",1525,1036,648,143 "0154",892,596,339,167 "0155",587,403,260,71 "0156",1381,980,426,422 "0157",1763,1227,512,552 "0158",1166,754,366,251 "0159",1202,789,496,128 "0160",477,313,154,95 "0161",868,519,331,57 "0162",1048,588,419,35 "0163",375,251,135,66 "0164",393,259,140,74 "0165",535,291,150,74 "0166",212,129,81,27 "0167",8,4,4,0 "0168",58,37,18,6 "0201",1808,964,433,254 "0202",1438,895,492,204 "0203",3137,1913,1361,152 "0204",415,296,234,19 "0205",882,502,357,55 "0206",1538,931,642,147 "0207",2850,1734,1110,311 "0208",2542,1655,1116,312 "0209",1609,988,619,214 "0210",1095,683,413,196 "0211",1096,685,460,94 "0212",939,494,323,69 "0213",1620,868,619,84 "0214",1704,1117,760,147 "0215",1235,768,557,90 "0216",1611,1013,746,97 "0217",1585,1051,845,73 "0218",1534,1041,741,72 "0219",1219,826,556,42 "0220",1399,905,671,72 "0221",1786,1158,911,88 "0222",2779,1837,1377,163 "0223",2493,1548,1188,134 "0224",2304,1459,1041,133 "0225",2135,1292,950,133 "0226",1867,1188,894,65 "0227",1709,1040,777,103 "0228",1874,1205,900,111 "0229",2708,1655,995,293 "0230",2203,1438,603,384 "0231",1586,1065,519,288 "0232",2753,1698,1084,299 "0233",1090,625,474,65 "0234",2165,1320,957,97 "0235",2288,1324,755,229 "0236",228,151,103,18 "0237",1250,769,510,57 "0238",1114,635,417,51 "0239",2834,1687,1093,245 "0240",2844,1719,1292,127 "0241",2060,1285,904,120 "0242",1614,1069,633,133 "0243",1329,775,538,55 "0244",1566,955,682,81 "0245",1372,879,605,71 "0246",1653,1042,431,241 "0247",1545,1046,623,150 "0248",2043,1219,736,153 "0249",2121,1343,939,100 "0250",1599,992,695,62 "0251",866,542,363,47 "0252",2403,1589,1179,83 "0253",1256,816,600,55 "0254",1898,1186,831,65 "0255",1576,873,574,51 "0256",514,346,232,53 "0257",1392,807,567,61 "0258",1355,724,524,42 "0259",1487,872,532,83 "0260",1126,745,561,47 "0261",1848,964,659,75 "0262",1644,935,614,53 "0263",2246,1334,967,87 "0264",1493,857,592,50 "0265",78,46,31,7 "0266",208,150,71,37 "0268",0,0,0,0 "0301",4017,2652,994,918 "0302",1390,959,319,376 "0303",2255,1461,599,536 "0304",2232,1379,614,407 "0305",1946,1172,442,495 "0306",1201,834,315,295 "0307",1706,1161,365,535 "0308",1059,711,203,336 "0309",5213,3353,1286,892 "0310",1826,1147,330,431 "0311",2319,1453,422,421 "0312",1420,880,313,262 "0313",1054,538,310,58 "0314",1393,961,256,305 "0315",1709,1164,284,397 "0316",1513,1065,287,390 "0317",1285,833,253,315 "0318",1357,927,266,338 "0319",1121,770,195,283 "0320",2343,1564,424,561 "0321",2683,1676,478,477 "0322",2502,1577,506,436 "0323",2426,1704,362,426 "0324",2888,1967,358,509 "0325",1231,842,195,298 "0326",2945,1948,685,538 "0327",3170,1869,531,549 "0328",2207,1514,379,519 "0329",2276,1622,339,583 "0330",2073,1431,360,429 "0331",2604,1803,425,563 "0332",1827,1245,254,446 "0333",2038,1366,244,351 "0334",1570,980,314,346 "0335",1684,1074,308,303 "0336",1796,1185,255,332 "0337",1364,922,216,311 "0338",2038,1388,311,409 "0339",2802,1779,351,542 "0340",2833,1888,492,500 "0341",434,282,65,100 "0342",2205,1444,350,450 "0343",1876,1179,472,403 "0344",1724,1168,516,416 "0345",1593,1098,530,345 "0346",1406,989,332,438 "0347",1068,694,301,223 "0348",476,317,89,93 "0349",4348,2791,1136,793 "0350",1058,681,382,161 "0351",2638,1549,829,434 "0352",2674,1913,458,911 "0353",1939,1253,316,514 "0354",898,596,142,256 "0355",41,24,5,5 "0356",10,8,0,7 "0357",1367,852,241,339 "0358",1929,1207,611,328 "0401",3739,2140,733,897 "0402",2993,2072,453,936 "0403",2356,1392,478,451 "0404",1927,1319,362,541 "0405",1683,1085,264,430 "0406",2738,1653,507,531 "0407",1214,797,181,359 "0408",3818,2123,726,689 "0409",1018,712,169,279 "0410",3086,1889,395,611 "0411",2575,1476,416,470 "0412",2676,1831,412,808 "0413",2753,1842,451,791 "0414",2798,1816,406,822 "0415",2328,1468,477,508 "0416",2322,1334,315,487 "0417",2377,1444,354,630 "0418",1411,883,229,380 "0419",1140,771,209,337 "0420",1927,1291,303,635 "0421",2334,1535,454,628 "0422",1435,992,323,380 "0423",1755,1184,333,502 "0424",1639,1072,272,425 "0425",1850,1225,318,427 "0426",1539,1043,312,372 "0427",1387,983,306,374 "0428",1418,970,272,358 "0429",1337,867,293,346 "0430",2017,1367,382,534 "0431",1159,828,234,352 "0432",1481,974,286,399 "0433",1618,1085,286,474 "0434",1778,1218,349,474 "0435",1957,1273,331,469 "0436",1900,1288,349,566 "0437",1531,1054,236,487 "0438",2204,1549,368,659 "0439",3056,2030,471,914 "0440",1692,1147,312,501 "0441",1379,900,259,368 "0442",677,458,107,178 "0443",684,416,121,140 "0444",2660,1646,415,664 "0445",132,96,14,31 "0446",263,166,38,58 "0501",1805,1001,598,74 "0502",1565,929,526,200 "0503",778,498,157,145 "0504",2077,1348,829,283 "0505",2007,1123,780,58 "0506",236,146,79,38 "0507",1498,817,551,49 "0508",1999,1079,738,76 "0509",1401,910,226,301 "0510",801,514,130,198 "0511",2162,1182,814,76 "0512",1305,805,565,44 "0513",753,505,354,36 "0514",1038,622,403,47 "0515",507,305,171,29 "0516",1146,769,419,264 "0517",1494,735,496,77 "0518",1533,933,565,93 "0519",1750,1088,719,81 "0520",1264,792,584,37 "0521",2085,1280,879,86 "0522",1824,1162,784,96 "0523",2373,1380,935,81 "0524",734,468,158,165 "0525",1014,655,172,189 "0526",2703,1588,637,403 "0527",1961,1198,386,284 "0528",457,293,114,61 "0529",1985,1169,560,193 "0530",1355,684,340,159 "0531",1517,720,438,67 "0532",505,288,193,48 "0533",1898,1036,713,57 "0534",1206,394,248,71 "0535",1398,800,535,48 "0536",787,322,241,24 "0537",1513,798,397,131 "0538",1763,969,536,235 "0539",501,315,148,130 "0540",5,1,0,1 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"N076",0,1,1,0 "N077",0,0,0,0 "N078",0,4,2,2 "N079",0,4,0,1 "N080",0,0,0,0 "N081",0,8,5,2 "N082",0,3,2,1 "N083",0,0,0,0 "N084",0,12,4,6 "N085",0,6,0,5 "N086",0,3,0,3 "N087",0,1,1,0 "N088",0,2,0,1 "N089",0,0,0,0 "N090",0,6,3,2 "N091",0,11,2,5 "N092",0,1,0,1 "N093",0,0,0,0 "N094",0,0,0,0 "N095",0,0,0,0 "N096",0,0,0,0 "N097",0,0,0,0 "N098",0,0,0,0 "N099",0,0,0,0 "N100",0,0,0,0 "N101",0,0,0,0 "N102",0,0,0,0 "N201",0,1784,916,414 "N202",0,416,219,91 "N203",0,1444,630,394 "N204",0,104,46,28 "N205",0,0,0,0 "N206",0,30,11,15 "N207",0,737,276,267 "N208",0,28,7,14 "N209",0,319,93,154 "N210",0,2,1,1 "N211",0,688,394,130 "N212",0,101,61,18 "N213",0,247,148,46 "N214",0,558,350,74 "N215",0,354,173,90 "N216",0,59,33,13 "N217",0,240,128,65 "N218",0,101,37,40 "N219",0,196,56,93 "N220",0,47,24,13 "N221",0,769,505,66 "N222",0,364,218,71 "N223",0,1,0,0 "N224",0,1,0,0 "N225",0,127,47,52 "N226",0,526,346,73 "N227",0,176,115,34 "N228",0,133,80,18 "N229",0,78,55,10 "N230",0,94,54,13 "N231",0,18,12,2 "N232",0,10,3,4 "N233",0,433,176,156 "N234",0,335,106,155 "N235",0,1840,493,877 "N236",0,764,195,381 "N237",0,55,13,27 "N238",0,0,0,0 "N239",0,177,47,87 "N240",0,763,192,370 "N241",0,0,0,0 "N242",0,268,53,164 "N243",0,592,131,309 "N244",0,2519,552,1382 "N245",0,147,36,59 "N246",0,1216,767,142 "N247",0,283,70,134 "N248",0,1766,509,782 "N249",0,1232,413,550 "N250",0,17,3,9 "N251",0,2436,657,1107 "N252",0,75,30,27 "N253",0,8,1,5 "N254",0,58,28,16 "N255",0,462,119,232 "N256",0,369,90,170 "N257",0,96,43,27 "N258",0,220,65,99 "N259",0,776,267,344 "N260",0,103,52,40 "N261",0,25,16,4 "N262",0,441,160,194 "N263",0,173,65,64 "N264",0,161,50,79 "N265",0,92,32,38 "N266",0,75,25,34 "N267",0,177,61,79 "N268",0,239,97,80 "N269",0,185,66,86 "N270",0,259,121,102 "N271",0,39,21,7 "N272",0,615,188,284 "N273",0,966,374,396 "N274",0,108,25,59 "N275",0,77,25,34 "N276",0,87,37,32 "N277",0,79,30,27 "N278",0,71,38,16 "N279",0,155,52,69 "N280",0,190,67,76 "N281",0,135,75,30 "N282",0,16,4,6 "N283",0,39,11,18 "N284",0,60,20,29 "N285",0,65,19,31 "N286",0,62,19,32 "N287",0,159,128,7 "N288",0,11,7,1 "N289",0,1,1,0 "N290",0,275,116,105 "N291",0,410,127,212 "N292",0,13,7,4 "N293",0,406,206,133 "N294",0,243,100,105 "N295",0,83,38,30 "N296",0,338,122,148 "N297",0,206,71,92 "N298",0,189,66,96 "N299",0,44,31,5 "N300",0,41,32,4 "N301",0,105,41,47 "N302",0,224,112,80 "N303",0,108,29,54 "N304",0,47,18,19 "N305",0,3,0,3 "N306",0,12,3,5 "N307",0,43,14,22 "N308",0,13,8,2 "N309",0,5,3,1 "N310",0,21,7,9 "N311",0,12,5,7 "N312",0,3,0,2 "N313",0,5,2,2 "N314",0,5,1,4 "N461",0,14,7,1 "N466",0,77,32,32 "N467",0,183,56,81 "N468",0,270,103,101 "N475",0,60,17,30 "N476",0,118,31,54 "N477",0,75,24,37 "N478",0,54,13,27 "N480",0,200,71,74 "N481",0,129,51,48 "N482",0,3,2,0 "N483",0,33,9,13 "N486",0,40,10,21 "N488",0,20,10,7 "" " STATE HOUSE DISTRICT 107" " Precincts Counted 33 100.00%" " Absentee Precincts Counted 18 100.00%" "(075) Registered Voters 41,258 100.00%" "(076) Ballots Cast 28,056" " " " STATE HOUSE DISTRICT 107" "(077) Marc Anthony Lemonis - DEM 10,092 42.44%" "(078) Bruno A. Barreiro - REP 13,689 57.56%" " " "Precinct"," (075)"," (076)"," (077)"," (078)" "0034",631,315,109,153 "0036",1384,816,346,337 "0037",937,503,298,146 "0039",1358,752,342,298 "0040",1342,760,343,296 "0041",1680,1083,491,429 "0042",1655,903,448,324 "0043",671,361,161,155 "0044",585,334,109,172 "0046",1947,1001,359,473 "0047",208,116,40,59 "0048",974,505,162,273 "0049",1331,880,327,455 "0050",1361,895,362,427 "0051",1832,1275,449,710 "0052",15,6,2,3 "0503",778,498,81,307 "0524",734,468,124,280 "0541",712,394,156,169 "0542",1651,246,68,116 "0543",2153,1288,165,698 "0561",750,485,161,275 "0565",2056,1271,172,904 "0566",2314,1372,220,829 "0567",1297,821,228,489 "0568",373,230,98,112 "0569",3359,2154,937,979 "0581",1860,1212,617,476 "0582",1773,1136,688,312 "0593",14,7,0,5 "0617",2193,1493,671,699 "0618",615,432,157,242 "0630",715,493,245,202 "N004",0,0,0,0 "N005",0,3,3,0 "N006",0,21,8,8 "N042",0,2,1,0 "N047",0,112,30,44 "N052",0,7,0,5 "N053",0,2,2,0 "N206",0,30,11,14 "N207",0,737,261,337 "N208",0,28,6,17 "N209",0,319,96,148 "N210",0,2,0,1 "N247",0,283,14,221 "N249",0,1232,285,709 "N254",0,58,22,30 "N255",0,462,121,236 "N264",0,161,64,74 "N265",0,92,32,41 "" " STATE HOUSE DISTRICT 116" " Precincts Counted 22 100.00%" " Absentee Precincts Counted 13 100.00%" "(084) Registered Voters 49,923 100.00%" "(085) Ballots Cast 32,775" " " " STATE HOUSE DISTRICT 116" "(086) Annie Betancourt - DEM 18,174 60.32%" "(087) Dulce Cuetara - REP 11,953 39.68%" " " "Precinct"," (084)"," (085)"," (086)"," (087)" "0703",2891,1727,963,613 "0711",2199,1338,643,601 "0727",1144,794,463,248 "0728",2256,1309,823,379 "0732",3024,1814,832,840 "0733",3834,2382,1129,1119 "0734",1705,1123,680,362 "0735",1274,836,482,288 "0739",2383,1475,801,566 "0740",4299,2470,1291,972 "0741",3290,2173,1342,686 "0742",1411,879,501,303 "0743",1085,688,402,228 "0744",2530,1585,941,546 "0745",2359,1531,875,512 "0746",966,656,450,167 "0747",1945,1172,636,445 "0748",1538,1008,630,306 "0749",3060,2031,1238,647 "0756",2230,1462,921,450 "0762",3039,1686,864,676 "0763",1461,862,399,402 "N061",0,15,9,3 "N065",0,3,1,0 "N067",0,1,0,0 "N068",0,15,4,5 "N071",0,3,0,3 "N273",0,966,502,324 "N277",0,79,29,23 "N279",0,155,60,73 "N280",0,190,84,70 "N283",0,39,18,14 "N477",0,75,39,19 "N480",0,200,103,53 "N483",0,33,19,10 "" " STATE HOUSE DISTRICT 118" " Precincts Counted 44 100.00%" " Absentee Precincts Counted 35 100.00%" "(093) Registered Voters 52,327 100.00%" "(094) Ballots Cast 33,355" " " " STATE HOUSE DISTRICT 118" "(095) Larcenia J. Bullard - DEM 18,928 64.47%" "(096) Bill Greene - REP 10,430 35.53%" " " "Precinct"," (093)"," (094)"," (095)"," (096)" "0753",3043,2008,823,960 "0754",2307,1541,670,661 "0755",417,280,110,143 "0757",2389,1531,619,733 "0758",3086,1897,708,883 "0760",138,94,42,41 "0801",1605,1054,954,34 "0802",1742,1191,1079,24 "0803",1747,1140,1031,28 "0804",1623,1065,456,507 "0812",1609,960,577,270 "0813",1886,1221,926,208 "0814",2948,1509,757,562 "0815",1229,729,362,229 "0816",1457,862,662,140 "0817",1953,1216,916,218 "0818",1534,927,781,28 "0826",814,413,343,15 "0827",2473,1268,752,240 "0828",1704,956,568,278 "0829",2131,1218,554,468 "0830",391,254,118,118 "0831",1728,936,515,275 "0833",1753,959,817,28 "0834",1553,800,643,46 "0835",208,135,54,63 "0838",696,392,202,130 "0842",217,142,75,52 "0843",418,271,164,80 "0845",506,313,161,123 "0846",122,75,54,15 "0902",1769,1174,363,692 "0912",1392,851,350,425 "0913",1436,938,327,521 "0914",457,306,96,183 "0917",267,106,59,34 "0921",127,86,36,41 "0924",142,84,16,57 "0925",193,130,52,65 "0930",4,3,2,1 "0931",254,128,58,46 "0933",214,96,44,34 "0935",241,123,93,19 "0936",404,232,121,82 "N069",0,6,1,2 "N070",0,0,0,0 "N072",0,4,0,3 "N073",0,1,1,0 "N074",0,0,0,0 "N075",0,5,5,0 "N081",0,8,5,2 "N082",0,3,2,1 "N083",0,0,0,0 "N086",0,3,0,3 "N087",0,1,0,0 "N088",0,2,0,1 "N093",0,0,0,0 "N094",0,0,0,0 "N096",0,0,0,0 "N101",0,0,0,0 "N281",0,135,74,35 "N282",0,16,6,6 "N284",0,60,17,29 "N285",0,65,22,32 "N286",0,62,20,33 "N287",0,159,136,10 "N293",0,406,206,136 "N294",0,243,93,108 "N295",0,83,38,29 "N298",0,189,52,109 "N299",0,44,33,5 "N300",0,41,30,4 "N305",0,3,0,3 "N306",0,12,3,4 "N308",0,13,7,2 "N313",0,5,1,3 "N481",0,129,52,48 "N482",0,3,2,0 "N486",0,40,12,22 "" " STATE HOUSE DISTRICT 119" " Precincts Counted 39 100.00%" " Absentee Precincts Counted 25 100.00%" "(102) Registered Voters 46,894 100.00%" "(103) Ballots Cast 30,731" " " " STATE HOUSE DISTRICT 119" "(104) John F. Cosgrove - DEM 19,005 67.42%" "(105) Mary-Annice T. Heinle - REP 9,182 32.58%" " " "Precinct"," (102)"," (103)"," (104)"," (105)" "0627",1567,1109,667,352 "0628",1915,1429,868,476 "0629",639,462,279,151 "0631",1330,996,624,309 "0632",1541,1055,693,288 "0805",680,416,248,135 "0806",1235,863,529,271 "0807",1098,743,474,215 "0808",1645,1132,687,382 "0809",540,387,225,133 "0810",1780,1184,689,421 "0811",968,599,401,159 "0819",1179,735,461,225 "0820",2458,1646,1008,560 "0821",2133,1332,885,387 "0822",1901,1249,818,333 "0823",1826,1041,693,291 "0824",2042,1263,805,389 "0825",2321,1410,915,381 "0832",1094,670,419,202 "0837",1671,1085,632,354 "0839",1246,668,411,189 "0840",312,216,127,82 "0844",18,11,4,6 "0847",1203,712,405,207 "0849",65,40,22,15 "0903",795,393,304,40 "0904",981,547,319,172 "0905",1816,921,658,180 "0908",356,103,63,31 "0909",1096,540,359,134 "0910",2603,1386,808,359 "0911",1104,521,329,139 "0915",778,476,281,167 "0916",1053,467,301,121 "0918",1296,584,357,142 "0929",339,177,115,46 "0932",78,56,32,21 "0934",192,75,41,26 "N057",0,4,2,2 "N058",0,7,3,2 "N076",0,1,1,0 "N077",0,0,0,0 "N078",0,4,2,2 "N079",0,4,0,0 "N080",0,0,0,0 "N084",0,12,3,7 "N085",0,6,0,5 "N090",0,6,4,1 "N095",0,0,0,0 "N100",0,0,0,0 "N269",0,185,81,73 "N270",0,259,150,75 "N288",0,11,6,2 "N289",0,1,1,0 "N290",0,275,156,71 "N291",0,410,194,162 "N292",0,13,10,1 "N296",0,338,170,120 "N297",0,206,114,73 "N302",0,224,124,71 "N307",0,43,14,18 "N312",0,3,0,2 "N488",0,20,14,4 "" " SCHOOL BOARD DISRICT 2" " Precincts Counted 70 100.00%" " Absentee Precincts Counted 16 100.00%" "(111) Registered Voters 91,639 100.00%" "(112) Ballots Cast 56,914" " " " SCHOOL BOARD DISTRICT 2" "(113) Solomon C. Stinson - DEM 41,041 84.34%" "(114) Ron Cantwell - REP 7,618 15.66%" " " "Precinct"," (111)"," (112)"," (113)"," (114)" "0140",1524,905,590,174 "0142",1977,1185,696,250 "0144",2026,1186,773,256 "0145",838,557,299,163 "0149",915,582,320,177 "0150",1289,717,488,132 "0151",788,548,273,196 "0152",678,414,253,98 "0155",587,403,291,66 "0156",1381,980,464,393 "0157",1763,1227,506,534 "0158",1166,754,389,248 "0159",1202,789,555,122 "0160",477,313,140,112 "0162",1048,588,467,41 "0163",375,251,149,60 "0164",393,259,158,72 "0247",1545,1046,757,131 "0248",2043,1219,851,156 "0249",2121,1343,1104,90 "0250",1599,992,836,54 "0251",866,542,448,47 "0252",2403,1589,1390,51 "0253",1256,816,706,47 "0254",1898,1186,960,89 "0255",1576,873,673,98 "0257",1392,807,692,40 "0258",1355,724,623,38 "0259",1487,872,675,72 "0260",1126,745,669,26 "0261",1848,964,818,44 "0262",1644,935,775,25 "0263",2246,1334,1156,53 "0264",1493,857,723,35 "0266",208,150,86,28 "0501",1805,1001,737,87 "0502",1565,929,556,214 "0504",2077,1348,865,291 "0505",2007,1123,845,98 "0506",236,146,91,33 "0507",1498,817,676,40 "0508",1999,1079,888,76 "0511",2162,1182,955,68 "0512",1305,805,665,47 "0513",753,505,421,34 "0514",1038,622,500,35 "0515",507,305,208,32 "0516",1146,769,416,248 "0517",1494,735,556,67 "0518",1533,933,694,63 "0519",1750,1088,882,61 "0520",1264,792,677,36 "0521",2085,1280,1076,70 "0522",1824,1162,990,44 "0523",2373,1380,1130,61 "0529",1985,1169,683,197 "0530",1355,684,353,165 "0531",1517,720,525,61 "0533",1898,1036,847,49 "0534",1206,394,263,76 "0535",1398,800,644,33 "0536",787,322,272,22 "0537",1513,798,422,143 "0538",1763,969,569,227 "0539",501,315,145,132 "0540",5,1,0,1 "0544",541,285,147,108 "0546",53,17,11,3 "0588",113,36,12,17 "0592",50,23,21,0 "N013",0,16,9,6 "N014",0,0,0,0 "N015",0,7,2,5 "N016",0,0,0,0 "N017",0,7,6,0 "N028",0,0,0,0 "N046",0,0,0,0 "N217",0,240,112,66 "N218",0,101,32,33 "N219",0,196,54,86 "N220",0,47,24,12 "N221",0,769,521,65 "N232",0,10,0,3 "N246",0,1216,757,152 "N252",0,75,28,28 "N253",0,8,1,5 "" " SCHOOL BOARD DISTRICT 3" " Precincts Counted 83 100.00%" " Absentee Precincts Counted 28 100.00%" "(120) Registered Voters 107,596 100.00%" "(121) Ballots Cast 71,080" " " " SCHOOL BOARD DISTRICT 3" "(122) Michael M. Krop - DEM 44,893 75.95%" "(123) Martin Velilla - REP 14,215 24.05%" " " "Precinct"," (120)"," (121)"," (122)"," (123)" "0001",1695,1019,652,230 "0002",853,520,308,112 "0003",2457,1705,1205,168 "0004",679,395,218,99 "0005",1600,990,636,193 "0006",1867,1106,636,294 "0007",1648,1066,728,193 "0008",1164,757,528,138 "0009",1054,676,378,176 "0010",1581,1001,587,270 "0011",1686,1027,616,284 "0013",1761,965,488,262 "0014",1767,1019,544,258 "0015",718,458,287,124 "0016",818,518,320,132 "0017",1593,996,617,224 "0018",1746,946,547,228 "0019",642,410,215,135 "0021",1507,858,444,240 "0022",581,349,172,127 "0023",1846,1167,680,293 "0024",1386,844,587,188 "0025",1296,730,415,186 "0026",66,38,20,13 "0027",1018,512,280,90 "0028",1356,890,588,180 "0029",1245,843,567,191 "0030",2271,1524,1013,344 "0031",1078,673,437,149 "0032",1646,991,378,379 "0033",1409,690,337,191 "0034",631,315,129,92 "0035",855,450,237,123 "0036",1384,816,388,184 "0037",937,503,309,106 "0038",489,314,188,97 "0039",1358,752,388,179 "0040",1342,760,373,178 "0041",1680,1083,524,237 "0042",1655,903,454,197 "0043",671,361,170,85 "0044",585,334,132,66 "0046",1947,1001,401,267 "0047",208,116,42,57 "0048",974,505,182,141 "0101",2012,1325,1047,182 "0102",1511,970,677,190 "0103",4579,3068,2304,356 "0104",1155,718,516,136 "0105",1296,886,706,129 "0106",616,369,289,38 "0107",1328,742,537,84 "0108",2127,1206,855,142 "0109",2605,1539,1058,288 "0110",569,382,292,61 "0111",2643,1705,1270,216 "0112",681,497,406,33 "0113",1044,707,568,66 "0114",314,175,121,33 "0115",1472,822,498,192 "0116",635,401,308,50 "0117",1403,816,538,150 "0118",887,505,363,68 "0119",1158,705,521,101 "0120",704,420,286,26 "0121",884,492,331,75 "0123",2764,1477,1031,233 "0124",2653,1757,1196,363 "0125",419,229,133,58 "0134",94,45,27,10 "0143",437,237,182,29 "0146",1955,1228,748,337 "0147",898,506,321,116 "0148",1649,1017,642,207 "0165",535,291,194,45 "0166",212,129,97,20 "0168",58,37,16,13 "0207",2850,1734,1276,221 "0208",2542,1655,1315,181 "0209",1609,988,689,187 "0210",1095,683,481,157 "0212",939,494,361,64 "0256",514,346,268,38 "N001",0,40,22,6 "N002",0,6,3,0 "N003",0,0,0,0 "N004",0,0,0,0 "N005",0,3,3,0 "N007",0,14,8,2 "N008",0,3,2,0 "N009",0,6,3,0 "N019",0,0,0,0 "N021",0,0,0,0 "N025",0,0,0,0 "N026",0,0,0,0 "N027",0,0,0,0 "N201",0,1784,1017,317 "N202",0,416,223,69 "N203",0,1444,691,337 "N204",0,104,49,26 "N205",0,0,0,0 "N206",0,30,11,14 "N207",0,737,265,267 "N208",0,28,8,15 "N211",0,688,412,93 "N212",0,101,61,13 "N213",0,247,141,36 "N224",0,1,0,0 "N228",0,133,90,14 "N229",0,78,58,9 "N231",0,18,13,2 "" " SCHOOL BOARD DISTRICT 5" " Precincts Counted 48 100.00%" " Absentee Precincts Counted 18 100.00%" "(129) Registered Voters 76,531 100.00%" "(130) Ballots Cast 52,715" " " " SCHOOL BOARD DISTRICT 5" "(131) Nelson Varona - DEM 12,231 26.57%" "(132) Demetrio Perez, Jr. - REP 33,795 73.43%" " " "Precinct"," (129)"," (130)"," (131)"," (132)" "0335",1684,1074,251,682 "0336",1796,1185,175,808 "0338",2038,1388,211,958 "0339",2802,1779,221,1294 "0340",2833,1888,321,1284 "0341",434,282,41,203 "0342",2205,1444,267,983 "0343",1876,1179,591,455 "0344",1724,1168,627,424 "0345",1593,1098,619,378 "0346",1406,989,481,405 "0347",1068,694,327,285 "0348",476,317,80,177 "0353",1939,1253,211,958 "0355",41,24,4,11 "0356",10,8,0,8 "0401",3739,2140,832,1061 "0403",2356,1392,435,809 "0405",1683,1085,181,813 "0406",2738,1653,469,977 "0408",3818,2123,667,1219 "0409",1018,712,180,478 "0411",2575,1476,330,1013 "0412",2676,1831,299,1417 "0442",677,458,71,324 "0443",684,416,103,279 "0445",132,96,7,72 "0503",778,498,76,313 "0509",1401,910,162,621 "0510",801,514,90,371 "0525",1014,655,130,441 "0526",2703,1588,409,982 "0527",1961,1198,238,753 "0528",457,293,97,133 "0543",2153,1288,177,766 "0545",1930,1288,227,876 "0548",1464,1019,153,744 "0549",1326,901,180,606 "0550",1688,1137,199,841 "0551",1447,913,204,614 "0554",1955,1323,229,972 "0556",2603,1716,310,1200 "0557",1917,1258,210,904 "0558",1699,1101,135,863 "0560",2241,1514,262,1092 "0589",68,35,17,13 "0590",124,69,21,32 "0591",780,486,94,295 "N032",0,7,1,5 "N033",0,1,0,1 "N034",0,0,0,0 "N035",0,2,0,2 "N036",0,9,3,6 "N037",0,0,0,0 "N042",0,2,1,0 "N043",0,12,2,7 "N044",0,1,1,0 "N236",0,764,171,434 "N237",0,55,9,39 "N238",0,0,0,0 "N239",0,177,41,86 "N240",0,763,126,516 "N241",0,0,0,0 "N247",0,283,12,208 "N248",0,1766,241,1273 "N250",0,17,2,11 "" " SCHOOL BOARD DISTRICT 6" " Precincts Counted 68 100.00%" " Absentee Precincts Counted 25 100.00%" "(138) Registered Voters 93,821 100.00%" "(139) Ballots Cast 66,280" " " " SCHOOL BOARD DISTRICT 6" "(140) John Paul Rosser - DEM 21,924 39.88%" "(141) Manty Sabates Morse - REP 33,048 60.12%" " " "Precinct"," (138)"," (139)"," (140)"," (141)" "0049",1331,880,353,408 "0050",1361,895,407,382 "0051",1832,1275,671,510 "0052",15,6,2,3 "0524",734,468,113,255 "0532",505,288,202,47 "0541",712,394,138,163 "0542",1651,246,59,89 "0547",1938,1281,181,813 "0561",750,485,139,259 "0562",2625,1721,246,1141 "0563",2546,1648,232,963 "0564",1781,1019,131,602 "0565",2056,1271,160,723 "0566",2314,1372,227,611 "0567",1297,821,182,474 "0568",373,230,80,122 "0569",3359,2154,761,1025 "0570",1360,844,127,559 "0571",2085,1359,280,869 "0572",1310,869,126,556 "0573",1597,1066,182,714 "0574",2093,1383,229,901 "0575",2650,1689,261,1101 "0576",2279,1488,299,967 "0577",1391,868,217,480 "0578",2538,1565,283,1021 "0579",1807,1250,278,817 "0580",620,370,81,222 "0581",1860,1212,482,539 "0582",1773,1136,583,387 "0583",1623,991,550,291 "0584",1455,914,648,88 "0585",1065,648,456,60 "0586",1408,926,450,343 "0587",997,660,315,248 "0593",14,7,1,1 "0594",134,91,24,54 "0595",145,87,23,50 "0596",278,185,50,116 "0597",210,143,37,84 "0598",126,56,24,22 "0604",1370,880,335,434 "0605",2160,1457,513,752 "0606",990,661,359,227 "0607",1396,927,305,497 "0608",1708,1170,391,660 "0609",1254,893,349,462 "0610",124,94,39,39 "0611",1565,1079,349,634 "0612",1777,975,313,583 "0621",2327,1462,1064,179 "0622",1312,914,366,447 "0623",1433,988,486,374 "0634",363,236,158,40 "0635",195,130,57,56 "0636",2,2,2,0 "0719",1981,1272,585,524 "0720",1520,1047,307,643 "0721",2600,1669,724,715 "0722",541,316,155,107 "0723",1057,764,297,369 "0724",1832,1178,413,607 "0727",1144,794,370,304 "0728",2256,1309,648,466 "0750",1980,1261,538,550 "0751",1457,1007,397,503 "0752",1479,966,482,368 "N006",0,21,8,7 "N045",0,28,9,9 "N047",0,112,31,39 "N048",0,1,0,1 "N049",0,0,0,0 "N056",0,8,0,2 "N064",0,4,1,1 "N065",0,3,1,0 "N209",0,319,122,117 "N210",0,2,0,1 "N249",0,1232,255,736 "N251",0,2436,337,1580 "N254",0,58,17,26 "N255",0,462,147,192 "N257",0,96,41,31 "N259",0,776,260,338 "N260",0,103,55,32 "N261",0,25,11,6 "N268",0,239,102,71 "N276",0,87,35,33 "N277",0,79,32,27 "N461",0,14,5,2 "N468",0,270,108,93 "N476",0,118,28,56 "N477",0,75,27,28 "" " SCHOOL BOARD DISTRICT 7" " Precincts Counted 59 100.00%" " Absentee Precincts Counted 49 100.00%" "(147) Registered Voters 112,241 100.00%" "(148) Ballots Cast 73,926" " " " SCHOOL BOARD DISTRICT 7" "(149) G. Holmes Braddock - DEM 37,285 56.09%" "(150) Firpo H. Garcia - REP 29,188 43.91%" " " "Precinct"," (147)"," (148)"," (149)"," (150)" "0402",2993,2072,455,1442 "0413",2753,1842,447,1195 "0414",2798,1816,470,1155 "0701",3368,2103,769,1178 "0702",2832,1854,819,935 "0703",2891,1727,937,593 "0704",3141,1995,762,1036 "0705",2243,1449,519,816 "0711",2199,1338,573,620 "0729",2686,1510,753,623 "0733",3834,2382,991,1166 "0734",1705,1123,606,378 "0735",1274,836,441,321 "0736",2934,1600,776,625 "0737",2981,1733,857,709 "0738",3702,2173,1142,833 "0739",2383,1475,776,539 "0740",4299,2470,1203,972 "0741",3290,2173,1265,699 "0742",1411,879,485,277 "0743",1085,688,393,243 "0744",2530,1585,834,633 "0745",2359,1531,801,559 "0746",966,656,429,166 "0747",1945,1172,564,469 "0748",1538,1008,553,338 "0749",3060,2031,1117,715 "0753",3043,2008,1219,607 "0754",2307,1541,1020,404 "0755",417,280,163,100 "0756",2230,1462,913,428 "0757",2389,1531,737,675 "0758",3086,1897,781,921 "0759",2013,1392,742,554 "0760",138,94,53,30 "0762",3039,1686,848,627 "0801",1605,1054,883,45 "0802",1742,1191,1002,46 "0803",1747,1140,901,102 "0804",1623,1065,631,352 "0805",680,416,256,116 "0814",2948,1509,844,498 "0829",2131,1218,617,432 "0830",391,254,158,79 "0834",1553,800,612,63 "0835",208,135,83,39 "0836",1961,1215,594,514 "0840",312,216,139,64 "0845",506,313,195,95 "0848",184,109,50,48 "0901",1244,790,384,358 "0902",1769,1174,610,476 "0912",1392,851,547,240 "0913",1436,938,522,351 "0914",457,306,155,132 "0924",142,84,39,38 "0927",266,175,111,52 "0930",4,3,1,0 "0932",78,56,31,20 "N038",0,2,1,1 "N060",0,8,2,2 "N061",0,15,5,2 "N066",0,1,0,1 "N068",0,15,3,3 "N069",0,6,1,0 "N070",0,0,0,0 "N071",0,3,0,0 "N072",0,4,0,2 "N073",0,1,1,0 "N074",0,0,0,0 "N075",0,5,4,0 "N076",0,1,1,0 "N077",0,0,0,0 "N082",0,3,2,0 "N086",0,3,0,0 "N088",0,2,1,0 "N089",0,0,0,0 "N093",0,0,0,0 "N099",0,0,0,0 "N100",0,0,0,0 "N242",0,268,39,196 "N272",0,615,211,293 "N273",0,966,469,336 "N278",0,71,38,16 "N280",0,190,79,81 "N281",0,135,77,36 "N282",0,16,8,5 "N283",0,39,18,15 "N284",0,60,21,30 "N285",0,65,29,27 "N286",0,62,27,25 "N287",0,159,136,7 "N288",0,11,6,2 "N289",0,1,1,0 "N294",0,243,115,93 "N298",0,189,97,64 "N300",0,41,29,4 "N301",0,105,48,41 "N305",0,3,1,2 "N311",0,12,7,5 "N312",0,3,0,1 "N478",0,54,16,25 "N480",0,200,91,65 "N481",0,129,77,32 "N482",0,3,2,0 "N483",0,33,13,14 "N486",0,40,17,18 "N488",0,20,14,3 "" " SCHOOL BOARD DISTRICT 9" " Precincts Counted 84 100.00%" " Absentee Precincts Counted 53 100.00%" "(156) Registered Voters 90,793 100.00%" "(157) Ballots Cast 58,635" " " " SCHOOL BOARD DISTRICT 9" "(158) Betsy Kaplan - DEM 33,942 66.19%" "(159) E. Lamar Ross - REP 17,334 33.81%" " " "Precinct"," (156)"," (157)"," (158)"," (159)" "0613",1209,847,448,306 "0614",1173,818,394,340 "0615",1047,761,390,291 "0616",693,477,273,164 "0617",2193,1493,707,594 "0618",615,432,187,203 "0619",2010,1400,782,451 "0624",1210,846,495,259 "0625",1919,1267,782,336 "0626",1023,713,399,259 "0627",1567,1109,674,339 "0628",1915,1429,868,483 "0629",639,462,283,141 "0630",715,493,281,180 "0631",1330,996,655,282 "0632",1541,1055,692,272 "0637",42,27,15,8 "0638",21,12,9,3 "0639",24,13,5,6 "0640",29,23,13,9 "0641",53,41,16,22 "0806",1235,863,511,261 "0807",1098,743,448,226 "0808",1645,1132,631,427 "0809",540,387,221,134 "0810",1780,1184,667,421 "0811",968,599,381,165 "0812",1609,960,591,243 "0813",1886,1221,895,186 "0815",1229,729,343,236 "0816",1457,862,595,165 "0817",1953,1216,880,215 "0818",1534,927,697,49 "0819",1179,735,413,250 "0820",2458,1646,855,673 "0821",2133,1332,730,497 "0822",1901,1249,696,390 "0823",1826,1041,593,350 "0824",2042,1263,686,442 "0825",2321,1410,819,425 "0826",814,413,299,24 "0827",2473,1268,710,263 "0828",1704,956,563,242 "0831",1728,936,523,240 "0832",1094,670,364,229 "0833",1753,959,708,51 "0837",1671,1085,625,341 "0838",696,392,218,112 "0839",1246,668,396,184 "0842",217,142,82,38 "0843",418,271,182,56 "0844",18,11,5,5 "0846",122,75,51,14 "0847",1203,712,362,239 "0849",65,40,24,12 "0903",795,393,269,49 "0904",981,547,291,178 "0905",1816,921,600,207 "0906",665,129,75,39 "0907",2683,1466,791,493 "0908",356,103,57,32 "0909",1096,540,340,133 "0910",2603,1386,698,425 "0911",1104,521,297,145 "0915",778,476,235,197 "0916",1053,467,245,141 "0917",267,106,61,27 "0918",1296,584,318,145 "0919",631,404,210,153 "0920",1227,565,476,46 "0921",127,86,41,32 "0922",1922,1019,747,60 "0923",695,299,177,89 "0925",193,130,63,55 "0926",373,213,110,82 "0928",740,402,246,116 "0929",339,177,99,55 "0931",254,128,63,45 "0933",214,96,53,28 "0934",192,75,37,29 "0935",241,123,89,22 "0936",404,232,135,70 "0937",104,79,40,31 "0938",660,311,195,84 "N050",0,8,1,6 "N051",0,0,0,0 "N052",0,7,0,5 "N053",0,2,2,0 "N054",0,4,3,0 "N057",0,4,1,1 "N058",0,7,4,2 "N059",0,1,1,0 "N078",0,4,2,2 "N079",0,4,0,0 "N080",0,0,0,0 "N081",0,8,5,1 "N083",0,0,0,0 "N084",0,12,3,7 "N085",0,6,2,3 "N087",0,1,1,0 "N090",0,6,5,1 "N091",0,11,2,4 "N092",0,1,1,0 "N094",0,0,0,0 "N095",0,0,0,0 "N096",0,0,0,0 "N097",0,0,0,0 "N098",0,0,0,0 "N101",0,0,0,0 "N102",0,0,0,0 "N262",0,441,172,163 "N263",0,173,83,56 "N264",0,161,71,67 "N265",0,92,40,36 "N266",0,75,30,28 "N269",0,185,94,61 "N270",0,259,145,79 "N271",0,39,20,8 "N290",0,275,131,96 "N291",0,410,177,176 "N292",0,13,10,0 "N293",0,406,212,125 "N295",0,83,37,26 "N296",0,338,145,127 "N297",0,206,89,79 "N299",0,44,31,3 "N302",0,224,119,73 "N303",0,108,31,52 "N304",0,47,21,17 "N306",0,12,2,3 "N307",0,43,9,21 "N308",0,13,6,2 "N309",0,5,3,0 "N310",0,21,10,6 "N313",0,5,3,2 "N314",0,5,1,4 "N466",0,77,27,31 "" " COUNTYWIDE" " Precincts Counted 576 100.00%" " Absentee Precincts Counted 231 100.00%" "(165) Registered Voters 853,276 100.00%" "(166) Ballots Cast 570,366" " " " SUPREME COURT RETENTION QUESTIONS" " RETAIN HARRY LEE ANSTEAD?" "(167) Yes 261,016 73.42%" "(168) No 94,493 26.58%" " " " RETAIN LEANDER J. SHAW. JR.?" "(171) Yes 253,965 73.15%" "(172) No 93,234 26.85%" " " " RETAIN CHARLES J. WELLS?" "(175) Yes 242,325 73.47%" "(176) No 87,493 26.53%" " " "Precinct"," (165)"," (166)"," (167)"," (168)"," (171)"," (172)"," (175)"," (176)" "0001",1695,1019,513,156,514,159,466,152 "0002",853,520,235,67,240,63,214,59 "0003",2457,1705,918,109,937,115,838,106 "0004",679,395,161,75,176,63,159,60 "0005",1600,990,513,130,505,134,459,129 "0006",1867,1106,552,137,547,136,523,130 "0007",1648,1066,567,120,581,117,541,118 "0008",1164,757,386,99,397,92,370,94 "0009",1054,676,314,107,329,109,306,100 "0010",1581,1001,480,164,493,143,455,154 "0011",1686,1027,498,186,513,165,476,155 "0013",1761,965,354,151,371,138,323,139 "0014",1767,1019,422,167,417,167,361,172 "0015",718,458,259,68,258,69,238,71 "0016",818,518,252,111,258,108,245,106 "0017",1593,996,501,166,503,159,463,163 "0018",1746,946,431,143,435,131,378,138 "0019",642,410,186,88,177,85,162,87 "0021",1507,858,345,147,354,143,304,137 "0022",581,349,175,50,180,49,160,49 "0023",1846,1167,598,149,589,150,549,146 "0024",1386,844,487,164,481,163,471,161 "0025",1296,730,334,104,335,99,310,100 "0026",66,38,15,2,15,5,12,4 "0027",1018,512,174,76,163,84,152,69 "0028",1356,890,442,132,438,142,409,139 "0029",1245,843,455,138,444,150,436,146 "0030",2271,1524,827,220,839,212,801,208 "0031",1078,673,337,114,343,115,339,113 "0032",1646,991,388,139,384,143,352,134 "0033",1409,690,240,103,254,92,206,92 "0034",631,315,108,48,111,36,102,45 "0035",855,450,188,64,169,70,160,63 "0036",1384,816,308,129,271,130,264,125 "0037",937,503,221,87,216,86,203,82 "0038",489,314,167,67,168,64,164,62 "0039",1358,752,315,136,297,133,285,133 "0040",1342,760,300,136,301,120,276,114 "0041",1680,1083,434,159,387,168,373,151 "0042",1655,903,363,138,339,136,320,135 "0043",671,361,122,52,114,55,110,44 "0044",585,334,97,38,86,41,81,40 "0046",1947,1001,345,149,304,139,290,133 "0047",208,116,64,18,65,17,62,18 "0048",974,505,215,89,149,84,137,79 "0049",1331,880,449,139,431,152,427,144 "0050",1361,895,445,132,448,133,451,126 "0051",1832,1275,650,211,642,216,635,205 "0052",15,6,3,2,3,2,3,2 "0101",2012,1325,802,196,812,189,775,185 "0102",1511,970,585,117,587,119,558,113 "0103",4579,3068,1823,265,1766,311,1684,274 "0104",1155,718,403,126,419,118,384,119 "0105",1296,886,558,135,566,130,546,120 "0106",616,369,221,34,211,32,197,32 "0107",1328,742,420,65,420,72,370,73 "0108",2127,1206,578,121,586,109,504,111 "0109",2605,1539,868,176,862,185,807,189 "0110",569,382,201,68,204,69,199,64 "0111",2643,1705,1022,132,987,142,943,133 "0112",681,497,261,45,271,41,246,39 "0113",1044,707,398,59,401,57,358,63 "0114",314,175,90,28,92,25,79,28 "0115",1472,822,393,147,410,126,363,127 "0116",635,401,223,60,226,56,212,60 "0117",1403,816,370,152,361,132,349,132 "0118",887,505,272,62,264,62,225,64 "0119",1158,705,382,121,357,122,336,120 "0120",704,420,165,22,165,26,152,23 "0121",884,492,226,63,222,60,202,57 "0122",283,155,89,20,87,21,87,20 "0123",2764,1477,760,245,723,225,677,211 "0124",2653,1757,914,273,959,262,881,268 "0125",419,229,109,51,109,50,95,51 "0126",1136,701,328,108,288,105,269,102 "0127",1985,1198,552,147,476,143,459,113 "0128",1386,846,428,105,397,106,387,97 "0129",1079,681,312,130,274,134,278,121 "0130",1839,1095,570,179,534,192,518,170 "0131",1227,792,391,132,379,141,360,127 "0132",197,115,51,21,55,16,43,22 "0133",1527,997,469,140,450,132,415,122 "0134",94,45,19,8,20,7,21,7 "0135",2139,1413,640,216,603,189,559,182 "0136",1443,934,431,140,383,152,378,129 "0137",627,433,207,71,214,62,198,62 "0138",880,528,253,58,238,57,202,65 "0139",1561,982,479,151,453,148,430,136 "0140",1524,905,403,132,365,138,353,116 "0141",1119,633,307,86,282,76,272,71 "0142",1977,1185,536,172,480,186,470,163 "0143",437,237,129,53,137,46,135,38 "0144",2026,1186,580,195,548,193,525,191 "0145",838,557,326,71,327,70,306,68 "0146",1955,1228,669,233,665,241,638,234 "0147",898,506,257,90,249,100,235,94 "0148",1649,1017,501,146,512,146,466,142 "0149",915,582,318,100,309,110,297,103 "0150",1289,717,339,124,328,99,312,96 "0151",788,548,253,117,261,117,242,117 "0152",678,414,193,62,181,61,164,60 "0153",1525,1036,446,142,403,130,366,118 "0154",892,596,303,94,291,97,273,91 "0155",587,403,207,61,197,53,183,53 "0156",1381,980,542,180,552,186,532,173 "0157",1763,1227,654,212,675,213,653,198 "0158",1166,754,394,126,366,143,358,126 "0159",1202,789,390,115,372,113,361,96 "0160",477,313,140,61,141,55,132,55 "0161",868,519,212,61,205,51,177,49 "0162",1048,588,243,118,241,112,220,97 "0163",375,251,110,55,111,56,103,51 "0164",393,259,143,38,122,44,118,38 "0165",535,291,129,56,133,50,122,53 "0166",212,129,64,29,68,21,58,24 "0167",8,4,1,1,2,1,1,1 "0168",58,37,12,7,14,5,12,5 "0201",1808,964,440,177,433,162,409,145 "0202",1438,895,456,138,442,126,423,110 "0203",3137,1913,927,266,961,201,863,177 "0204",415,296,147,49,162,33,157,23 "0205",882,502,265,85,277,78,242,71 "0206",1538,931,507,154,521,134,481,128 "0207",2850,1734,908,244,913,243,845,231 "0208",2542,1655,1013,179,1011,195,964,175 "0209",1609,988,547,194,541,185,509,190 "0210",1095,683,403,119,392,118,370,111 "0211",1096,685,324,131,333,116,294,110 "0212",939,494,252,69,236,60,220,60 "0213",1620,868,451,130,451,116,410,104 "0214",1704,1117,552,204,585,162,533,151 "0215",1235,768,435,114,415,110,402,90 "0216",1611,1013,523,166,498,162,472,135 "0217",1585,1051,577,162,596,143,568,107 "0218",1534,1041,501,143,496,116,437,98 "0219",1219,826,346,114,381,89,335,74 "0220",1399,905,482,138,492,127,472,104 "0221",1786,1158,606,184,630,154,594,130 "0222",2779,1837,1013,279,1052,222,965,221 "0223",2493,1548,799,254,814,219,742,205 "0224",2304,1459,741,211,747,196,658,177 "0225",2135,1292,703,186,733,155,632,154 "0226",1867,1188,585,184,606,146,541,139 "0227",1709,1040,542,177,563,147,529,110 "0228",1874,1205,631,187,667,150,611,132 "0229",2708,1655,746,216,721,201,691,178 "0230",2203,1438,620,226,581,217,569,194 "0231",1586,1065,452,180,454,158,428,152 "0232",2753,1698,878,259,884,217,813,210 "0233",1090,625,361,100,350,91,326,78 "0234",2165,1320,642,169,681,149,595,131 "0235",2288,1324,598,239,598,207,583,175 "0236",228,151,76,30,72,27,69,23 "0237",1250,769,325,124,334,110,304,98 "0238",1114,635,279,100,286,94,272,74 "0239",2834,1687,839,259,792,252,755,216 "0240",2844,1719,864,220,922,188,785,171 "0241",2060,1285,568,176,566,151,495,136 "0242",1614,1069,471,141,412,131,374,115 "0243",1329,775,325,108,333,87,296,80 "0244",1566,955,458,138,445,118,392,113 "0245",1372,879,412,122,421,104,382,90 "0246",1653,1042,403,148,370,135,352,113 "0247",1545,1046,497,154,467,150,433,124 "0248",2043,1219,541,167,523,146,478,147 "0249",2121,1343,628,157,631,151,534,137 "0250",1599,992,457,143,486,119,435,101 "0251",866,542,265,76,259,69,233,62 "0252",2403,1589,792,220,828,190,752,176 "0253",1256,816,408,91,440,69,359,74 "0254",1898,1186,571,150,571,130,507,120 "0255",1576,873,402,137,405,121,383,95 "0256",514,346,190,51,182,55,180,46 "0257",1392,807,429,108,445,96,392,76 "0258",1355,724,358,84,329,78,308,70 "0259",1487,872,389,115,395,98,351,98 "0260",1126,745,415,94,402,83,365,72 "0261",1848,964,454,134,474,118,440,90 "0262",1644,935,406,101,436,73,375,61 "0263",2246,1334,647,187,684,183,623,140 "0264",1493,857,415,108,422,99,389,75 "0265",78,46,28,3,24,7,26,4 "0266",208,150,70,22,65,20,59,18 "0268",0,0,0,0,0,0,0,0 "0301",4017,2652,1291,517,1251,529,1209,485 "0302",1390,959,451,190,434,198,416,198 "0303",2255,1461,775,272,792,259,747,247 "0304",2232,1379,669,256,659,247,640,217 "0305",1946,1172,643,220,608,233,600,228 "0306",1201,834,410,145,420,130,397,134 "0307",1706,1161,593,241,577,259,582,232 "0308",1059,711,362,143,360,149,357,136 "0309",5213,3353,1323,492,1143,520,1100,488 "0310",1826,1147,449,221,421,221,420,207 "0311",2319,1453,517,204,474,202,440,182 "0312",1420,880,365,147,325,152,322,145 "0313",1054,538,225,86,199,84,189,75 "0314",1393,961,334,146,311,154,284,153 "0315",1709,1164,426,161,398,160,375,157 "0316",1513,1065,444,161,424,160,388,159 "0317",1285,833,351,153,333,153,328,150 "0318",1357,927,363,168,337,163,327,155 "0319",1121,770,287,132,285,120,262,127 "0320",2343,1564,626,256,559,262,546,232 "0321",2683,1676,556,218,494,204,470,197 "0322",2502,1577,596,262,535,251,511,241 "0323",2426,1704,460,170,417,157,406,149 "0324",2888,1967,519,235,452,232,426,226 "0325",1231,842,327,111,306,120,292,114 "0326",2945,1948,689,286,612,294,605,286 "0327",3170,1869,730,275,625,270,623,246 "0328",2207,1514,534,245,478,237,481,221 "0329",2276,1622,555,227,472,253,449,230 "0330",2073,1431,467,198,424,196,414,181 "0331",2604,1803,575,229,534,200,508,206 "0332",1827,1245,400,191,381,173,353,183 "0333",2038,1366,348,148,305,148,290,135 "0334",1570,980,350,150,321,150,321,144 "0335",1684,1074,380,142,341,142,338,124 "0336",1796,1185,337,148,328,150,304,137 "0337",1364,922,333,120,280,138,271,121 "0338",2038,1388,447,180,401,171,391,155 "0339",2802,1779,487,241,457,224,421,214 "0340",2833,1888,585,227,525,230,510,214 "0341",434,282,125,29,103,34,112,30 "0342",2205,1444,511,209,446,224,420,222 "0343",1876,1179,557,261,534,264,505,248 "0344",1724,1168,538,261,528,251,514,246 "0345",1593,1098,531,235,530,238,517,223 "0346",1406,989,485,211,469,213,483,192 "0347",1068,694,308,141,296,134,292,131 "0348",476,317,113,52,104,51,93,46 "0349",4348,2791,1219,467,1082,454,1046,429 "0350",1058,681,381,117,390,109,360,113 "0351",2638,1549,834,275,840,265,782,264 "0352",2674,1913,856,416,817,427,800,410 "0353",1939,1253,553,232,504,248,497,239 "0354",898,596,244,132,232,122,225,125 "0355",41,24,8,0,4,1,6,0 "0356",10,8,3,2,2,2,2,2 "0357",1367,852,401,138,366,143,367,137 "0358",1929,1207,593,260,578,245,557,227 "0401",3739,2140,1053,416,1043,401,1012,407 "0402",2993,2072,875,426,831,435,800,420 "0403",2356,1392,638,248,578,252,570,244 "0404",1927,1319,514,259,483,260,480,236 "0405",1683,1085,424,182,384,191,364,184 "0406",2738,1653,665,294,599,312,620,268 "0407",1214,797,339,163,326,156,299,153 "0408",3818,2123,920,398,851,401,826,389 "0409",1018,712,255,154,240,158,242,138 "0410",3086,1889,663,273,557,284,549,273 "0411",2575,1476,568,251,534,238,514,244 "0412",2676,1831,765,369,726,376,712,353 "0413",2753,1842,736,399,700,395,680,378 "0414",2798,1816,737,395,701,399,678,386 "0415",2328,1468,635,286,603,277,566,266 "0416",2322,1334,539,232,498,221,456,225 "0417",2377,1444,601,272,585,268,560,276 "0418",1411,883,372,172,353,171,342,162 "0419",1140,771,328,159,318,159,321,136 "0420",1927,1291,544,281,512,288,508,268 "0421",2334,1535,634,284,608,294,589,273 "0422",1435,992,430,190,392,201,383,190 "0423",1755,1184,498,213,483,203,468,193 "0424",1639,1072,413,186,375,182,363,176 "0425",1850,1225,466,182,422,179,396,183 "0426",1539,1043,396,196,369,194,363,185 "0427",1387,983,418,158,390,158,383,153 "0428",1418,970,400,160,354,163,355,147 "0429",1337,867,401,164,400,164,393,158 "0430",2017,1367,582,217,545,204,531,194 "0431",1159,828,370,133,346,141,348,134 "0432",1481,974,449,163,427,166,418,161 "0433",1618,1085,469,209,433,199,418,189 "0434",1778,1218,498,246,482,229,477,221 "0435",1957,1273,502,187,471,182,451,183 "0436",1900,1288,558,238,522,239,518,231 "0437",1531,1054,411,227,380,239,367,221 "0438",2204,1549,604,287,537,291,526,264 "0439",3056,2030,834,391,772,396,747,380 "0440",1692,1147,507,254,477,274,468,254 "0441",1379,900,394,198,399,183,379,188 "0442",677,458,164,81,157,84,149,75 "0443",684,416,178,85,175,76,171,73 "0444",2660,1646,693,344,673,334,657,310 "0445",132,96,30,13,25,12,26,9 "0446",263,166,67,18,54,18,53,14 "0501",1805,1001,313,101,326,87,297,71 "0502",1565,929,406,152,382,152,352,145 "0503",778,498,124,54,120,49,103,46 "0504",2077,1348,654,225,610,230,587,220 "0505",2007,1123,418,122,388,106,369,100 "0506",236,146,64,24,62,18,58,21 "0507",1498,817,396,96,414,77,371,70 "0508",1999,1079,506,175,512,160,452,132 "0509",1401,910,329,121,291,129,283,115 "0510",801,514,196,89,168,96,170,84 "0511",2162,1182,558,180,551,175,493,152 "0512",1305,805,378,105,413,77,368,64 "0513",753,505,247,62,254,62,232,38 "0514",1038,622,242,70,234,68,207,60 "0515",507,305,118,22,96,25,87,27 "0516",1146,769,396,164,397,158,379,148 "0517",1494,735,334,79,279,75,226,72 "0518",1533,933,382,116,378,108,337,93 "0519",1750,1088,481,131,492,106,436,99 "0520",1264,792,393,120,392,105,360,77 "0521",2085,1280,611,180,644,158,576,130 "0522",1824,1162,548,156,573,125,505,117 "0523",2373,1380,655,172,651,148,559,141 "0524",734,468,197,81,192,78,192,70 "0525",1014,655,217,75,199,79,176,75 "0526",2703,1588,552,214,509,218,484,202 "0527",1961,1198,389,159,330,157,301,159 "0528",457,293,94,42,85,37,75,34 "0529",1985,1169,469,147,436,132,402,102 "0530",1355,684,290,123,278,98,263,91 "0531",1517,720,310,113,300,113,276,97 "0532",505,288,121,51,138,42,129,39 "0533",1898,1036,456,124,459,106,412,87 "0534",1206,394,193,81,195,76,176,79 "0535",1398,800,349,137,348,118,326,94 "0536",787,322,186,43,171,43,149,46 "0537",1513,798,281,101,261,94,222,80 "0538",1763,969,470,173,450,168,449,155 "0539",501,315,190,41,186,48,184,41 "0540",5,1,0,1,0,1,0,1 "0541",712,394,200,47,192,55,195,51 "0542",1651,246,62,33,61,22,59,18 "0543",2153,1288,357,141,294,134,265,130 "0544",541,285,146,59,143,60,141,56 "0545",1930,1288,407,171,365,161,334,174 "0546",53,17,8,6,9,5,6,5 "0547",1938,1281,400,196,351,202,326,204 "0548",1464,1019,345,174,308,187,296,179 "0549",1326,901,333,129,304,129,307,124 "0550",1688,1137,437,185,413,180,387,165 "0551",1447,913,354,144,329,133,329,117 "0552",536,360,135,62,116,61,121,59 "0553",1818,1198,429,212,422,202,391,195 "0554",1955,1323,466,180,451,172,423,169 "0555",2263,1529,509,260,460,256,438,244 "0556",2603,1716,530,290,483,272,455,256 "0557",1917,1258,451,215,428,202,417,192 "0558",1699,1101,357,162,318,165,302,167 "0559",1763,1233,449,193,399,201,391,188 "0560",2241,1514,510,240,483,235,458,232 "0561",750,485,211,99,213,91,194,86 "0562",2625,1721,608,258,562,255,514,248 "0563",2546,1648,433,225,397,216,373,215 "0564",1781,1019,252,128,226,119,205,110 "0565",2056,1271,369,192,320,173,306,171 "0566",2314,1372,336,145,283,143,291,121 "0567",1297,821,338,173,316,175,315,170 "0568",373,230,123,43,113,47,110,46 "0569",3359,2154,1097,337,1070,353,1058,324 "0570",1360,844,297,139,289,138,281,128 "0571",2085,1359,520,263,480,260,462,257 "0572",1310,869,292,137,261,133,241,135 "0573",1597,1066,394,168,367,159,356,157 "0574",2093,1383,501,214,456,206,430,209 "0575",2650,1689,569,232,492,246,501,220 "0576",2279,1488,629,235,581,246,580,235 "0577",1391,868,333,168,307,161,293,158 "0578",2538,1565,565,241,513,231,489,226 "0579",1807,1250,547,221,498,234,486,215 "0580",620,370,145,62,138,63,137,57 "0581",1860,1212,695,148,688,170,673,158 "0582",1773,1136,685,181,682,181,670,183 "0583",1623,991,530,168,528,165,512,158 "0584",1455,914,393,114,406,92,371,90 "0585",1065,648,292,79,282,72,265,60 "0586",1408,926,556,117,554,121,541,119 "0587",997,660,411,92,414,95,405,94 "0588",113,36,13,5,11,11,15,4 "0589",68,35,12,6,12,5,11,5 "0590",124,69,22,5,19,8,17,6 "0591",780,486,103,35,103,40,86,28 "0592",50,23,11,4,13,1,11,1 "0593",14,7,2,0,3,0,2,0 "0594",134,91,36,14,30,16,29,17 "0595",145,87,37,12,34,14,31,12 "0596",278,185,85,31,79,40,77,34 "0597",210,143,52,22,54,22,45,20 "0598",126,56,24,7,18,9,21,7 "0601",1488,1060,541,189,523,195,518,198 "0602",1245,854,412,139,400,160,393,142 "0603",1320,896,409,126,386,126,373,118 "0604",1370,880,422,140,400,145,399,136 "0605",2160,1457,767,229,751,246,733,234 "0606",990,661,392,102,400,94,376,101 "0607",1396,927,492,143,491,152,478,143 "0608",1708,1170,679,186,662,198,654,186 "0609",1254,893,488,165,473,171,471,166 "0610",124,94,46,18,45,21,43,20 "0611",1565,1079,633,184,609,207,618,182 "0612",1777,975,575,167,562,181,566,165 "0613",1209,847,476,147,462,168,459,146 "0614",1173,818,482,126,484,135,484,119 "0615",1047,761,463,108,451,126,455,109 "0616",693,477,272,69,258,84,260,74 "0617",2193,1493,835,249,819,259,809,248 "0618",615,432,240,87,238,87,231,89 "0619",2010,1400,800,192,786,208,778,194 "0620",1525,1002,464,206,453,205,434,197 "0621",2327,1462,679,202,696,201,644,176 "0622",1312,914,533,136,512,145,500,145 "0623",1433,988,542,168,536,185,532,165 "0624",1210,846,484,141,489,142,492,127 "0625",1919,1267,711,188,707,201,690,188 "0626",1023,713,416,110,419,122,417,109 "0627",1567,1109,658,179,631,205,643,177 "0628",1915,1429,867,224,847,239,842,222 "0629",639,462,310,55,303,63,304,54 "0630",715,493,278,98,286,93,285,88 "0631",1330,996,621,138,605,158,597,152 "0632",1541,1055,605,184,586,201,587,176 "0633",1379,886,392,144,378,148,366,139 "0634",363,236,130,29,132,21,122,22 "0635",195,130,72,19,74,19,71,21 "0636",2,2,0,0,0,0,0,0 "0637",42,27,16,3,16,3,17,2 "0638",21,12,9,2,10,1,10,1 "0639",24,13,8,2,7,2,6,4 "0640",29,23,14,3,14,3,13,4 "0641",53,41,24,6,24,7,23,7 "0701",3368,2103,960,457,935,455,903,447 "0702",2832,1854,872,417,831,433,823,416 "0703",2891,1727,908,312,865,316,845,300 "0704",3141,1995,830,415,813,410,764,409 "0705",2243,1449,687,307,659,311,636,305 "0706",2127,1376,628,272,588,252,585,247 "0707",555,376,148,71,138,71,125,69 "0708",110,76,24,22,24,21,25,17 "0709",2159,1382,603,285,559,283,540,256 "0710",1556,1063,455,240,431,241,426,222 "0711",2199,1338,686,243,651,261,636,253 "0712",1793,1191,590,199,564,201,557,185 "0713",1941,1230,483,250,465,250,451,236 "0714",1710,1157,560,216,527,229,512,207 "0715",1902,1325,587,281,572,297,560,277 "0716",1285,903,406,180,388,188,382,172 "0717",2114,1331,682,204,659,222,651,202 "0718",607,444,221,73,221,70,215,68 "0719",1981,1272,685,202,676,211,659,200 "0720",1520,1047,532,225,507,257,514,222 "0721",2600,1669,892,297,870,302,875,277 "0722",541,316,145,62,147,58,143,57 "0723",1057,764,435,133,429,133,416,134 "0724",1832,1178,541,258,531,273,526,248 "0725",1895,1298,657,237,639,247,631,227 "0726",2008,1329,593,252,572,249,551,242 "0727",1144,794,392,176,386,172,384,169 "0728",2256,1309,724,211,715,206,722,184 "0729",2686,1510,739,269,728,276,716,261 "0730",1793,1116,567,203,556,212,538,198 "0731",1444,980,488,181,458,194,442,191 "0732",3024,1814,817,351,761,353,759,320 "0733",3834,2382,1118,563,1077,573,1074,536 "0734",1705,1123,567,199,548,205,520,197 "0735",1274,836,427,153,411,158,391,158 "0736",2934,1600,746,283,708,283,706,274 "0737",2981,1733,779,393,771,369,743,353 "0738",3702,2173,1092,404,1038,418,1023,377 "0739",2383,1475,744,293,708,296,695,292 "0740",4299,2470,1205,540,1187,550,1176,515 "0741",3290,2173,1138,428,1121,434,1100,421 "0742",1411,879,447,166,447,162,428,155 "0743",1085,688,386,128,372,143,363,128 "0744",2530,1585,862,299,846,308,831,285 "0745",2359,1531,821,243,779,265,772,247 "0746",966,656,369,109,362,118,359,111 "0747",1945,1172,512,233,500,237,501,210 "0748",1538,1008,538,176,533,185,529,167 "0749",3060,2031,1113,374,1066,401,1042,384 "0750",1980,1261,640,230,623,250,634,227 "0751",1457,1007,582,180,567,195,560,178 "0752",1479,966,532,173,528,173,520,163 "0753",3043,2008,1109,355,1120,359,1096,340 "0754",2307,1541,874,249,850,280,857,253 "0755",417,280,176,50,174,53,176,49 "0756",2230,1462,779,276,759,291,752,263 "0757",2389,1531,783,319,786,332,759,318 "0758",3086,1897,881,455,840,469,821,441 "0759",2013,1392,686,329,698,317,652,318 "0760",138,94,46,19,42,22,45,20 "0761",14,5,0,1,1,1,0,1 "0762",3039,1686,815,334,778,341,749,327 "0763",1461,862,419,184,393,190,395,186 "0801",1605,1054,478,154,582,96,438,116 "0802",1742,1191,581,148,655,116,547,105 "0803",1747,1140,572,166,653,115,552,107 "0804",1623,1065,607,180,605,182,596,171 "0805",680,416,227,73,233,68,225,58 "0806",1235,863,493,152,488,160,484,147 "0807",1098,743,415,128,405,143,405,124 "0808",1645,1132,684,203,674,215,670,198 "0809",540,387,225,72,216,78,212,74 "0810",1780,1184,723,187,708,196,712,183 "0811",968,599,319,129,317,133,320,119 "0812",1609,960,475,204,489,184,464,181 "0813",1886,1221,626,250,653,221,603,212 "0814",2948,1509,780,300,765,298,743,282 "0815",1229,729,326,161,302,171,298,140 "0816",1457,862,474,153,477,145,444,132 "0817",1953,1216,669,223,687,209,642,199 "0818",1534,927,341,119,509,91,307,82 "0819",1179,735,391,153,382,160,380,146 "0820",2458,1646,903,379,908,378,895,353 "0821",2133,1332,725,310,714,323,723,292 "0822",1901,1249,632,248,604,264,604,243 "0823",1826,1041,568,215,551,225,553,195 "0824",2042,1263,647,304,640,314,642,287 "0825",2321,1410,720,311,702,318,701,296 "0826",814,413,169,45,221,36,150,33 "0827",2473,1268,533,230,523,201,494,183 "0828",1704,956,487,205,498,165,466,157 "0829",2131,1218,573,275,557,262,516,244 "0830",391,254,119,62,123,61,117,57 "0831",1728,936,435,181,413,167,401,152 "0832",1094,670,354,155,349,155,334,152 "0833",1753,959,444,149,481,101,416,98 "0834",1553,800,431,98,429,81,384,78 "0835",208,135,61,40,64,36,61,34 "0836",1961,1215,575,286,548,281,549,265 "0837",1671,1085,579,192,579,198,570,184 "0838",696,392,191,81,167,82,160,69 "0839",1246,668,335,150,323,152,311,147 "0840",312,216,119,46,110,47,114,42 "0842",217,142,76,29,73,28,76,21 "0843",418,271,146,30,145,31,134,28 "0844",18,11,7,2,7,2,5,3 "0845",506,313,174,61,177,58,164,55 "0846",122,75,44,15,41,19,39,16 "0847",1203,712,345,123,330,129,319,127 "0848",184,109,53,28,47,33,47,31 "0849",65,40,21,8,24,7,22,8 "0901",1244,790,371,215,373,210,361,208 "0902",1769,1174,522,339,512,354,500,335 "0903",795,393,187,63,197,56,165,53 "0904",981,547,284,120,270,121,267,122 "0905",1816,921,488,199,467,195,457,167 "0906",665,129,71,28,69,26,64,25 "0907",2683,1466,688,349,658,356,653,330 "0908",356,103,52,26,48,24,51,21 "0909",1096,540,288,133,279,112,261,105 "0910",2603,1386,680,263,666,238,624,235 "0911",1104,521,242,141,235,131,215,130 "0912",1392,851,422,255,407,271,404,255 "0913",1436,938,438,249,412,270,413,254 "0914",457,306,146,97,148,93,143,94 "0915",778,476,212,144,221,144,211,138 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"N052",0,7,1,0,1,0,1,0 "N053",0,2,2,0,1,1,2,0 "N054",0,4,2,0,2,0,2,0 "N055",0,3,3,0,3,0,3,0 "N056",0,8,0,1,0,0,0,0 "N057",0,4,1,0,2,0,1,0 "N058",0,7,5,0,5,0,4,1 "N059",0,1,0,1,1,0,0,1 "N060",0,8,4,3,4,3,3,4 "N061",0,15,10,3,9,4,9,4 "N062",0,1,0,0,0,0,1,0 "N063",0,4,0,2,1,1,1,1 "N064",0,4,2,0,2,0,2,0 "N065",0,3,1,0,1,0,1,0 "N066",0,1,1,0,1,0,1,0 "N067",0,1,0,0,0,0,0,0 "N068",0,15,6,0,6,0,5,2 "N069",0,6,1,1,1,1,1,1 "N070",0,0,0,0,0,0,0,0 "N071",0,3,0,0,0,0,0,0 "N072",0,4,0,1,0,1,0,1 "N073",0,1,1,0,1,0,1,0 "N074",0,0,0,0,0,0,0,0 "N075",0,5,4,0,4,0,4,0 "N076",0,1,0,1,1,0,0,1 "N077",0,0,0,0,0,0,0,0 "N078",0,4,2,1,1,1,1,1 "N079",0,4,0,0,1,0,0,0 "N080",0,0,0,0,0,0,0,0 "N081",0,8,4,2,2,3,3,2 "N082",0,3,1,0,1,0,1,0 "N083",0,0,0,0,0,0,0,0 "N084",0,12,4,3,4,3,4,3 "N085",0,6,3,2,3,2,3,2 "N086",0,3,0,3,0,3,0,3 "N087",0,1,1,0,1,0,1,0 "N088",0,2,0,1,1,0,0,1 "N089",0,0,0,0,0,0,0,0 "N090",0,6,3,0,4,0,4,1 "N091",0,11,4,0,4,0,4,0 "N092",0,1,1,0,1,0,1,0 "N093",0,0,0,0,0,0,0,0 "N094",0,0,0,0,0,0,0,0 "N095",0,0,0,0,0,0,0,0 "N096",0,0,0,0,0,0,0,0 "N097",0,0,0,0,0,0,0,0 "N098",0,0,0,0,0,0,0,0 "N099",0,0,0,0,0,0,0,0 "N100",0,0,0,0,0,0,0,0 "N101",0,0,0,0,0,0,0,0 "N102",0,0,0,0,0,0,0,0 "N201",0,1784,758,172,728,197,727,168 "N202",0,416,195,34,183,42,189,31 "N203",0,1444,575,172,557,171,529,169 "N204",0,104,43,12,47,13,47,11 "N205",0,0,0,0,0,0,0,0 "N206",0,30,12,6,12,7,14,5 "N207",0,737,276,81,211,82,209,76 "N208",0,28,8,6,7,6,7,6 "N209",0,319,118,42,118,55,121,43 "N210",0,2,1,0,0,0,0,0 "N211",0,688,319,71,309,75,304,70 "N212",0,101,51,12,47,12,45,13 "N213",0,247,101,28,108,34,97,28 "N214",0,558,267,70,275,67,261,58 "N215",0,354,152,55,166,54,157,49 "N216",0,59,28,7,33,5,28,5 "N217",0,240,107,37,108,37,104,35 "N218",0,101,42,18,47,20,43,18 "N219",0,196,77,26,79,34,77,27 "N220",0,47,20,7,19,9,22,6 "N221",0,769,331,63,368,65,316,67 "N222",0,364,167,50,187,36,177,37 "N223",0,1,0,0,0,0,0,0 "N224",0,1,0,0,0,0,0,0 "N225",0,127,58,13,61,15,50,21 "N226",0,526,258,78,278,56,270,59 "N227",0,176,66,30,79,26,72,29 "N228",0,133,57,25,59,26,59,20 "N229",0,78,41,10,41,10,37,8 "N230",0,94,37,13,41,12,40,11 "N231",0,18,5,3,10,1,5,3 "N232",0,10,2,1,4,1,2,1 "N233",0,433,194,77,191,81,188,73 "N234",0,335,126,67,135,60,132,60 "N235",0,1840,692,266,657,266,654,250 "N236",0,764,269,96,271,103,257,90 "N237",0,55,24,6,26,6,32,3 "N238",0,0,0,0,0,0,0,0 "N239",0,177,75,32,73,34,74,31 "N240",0,763,270,118,282,118,276,108 "N241",0,0,0,0,0,0,0,0 "N242",0,268,101,62,94,65,95,54 "N243",0,592,203,112,212,93,203,101 "N244",0,2519,934,446,901,462,888,443 "N245",0,147,52,25,50,27,51,25 "N246",0,1216,494,134,553,122,498,110 "N247",0,283,101,31,108,31,100,30 "N248",0,1766,588,227,563,219,533,224 "N249",0,1232,453,155,439,164,449,152 "N250",0,17,2,0,1,2,3,1 "N251",0,2436,787,329,754,330,775,304 "N252",0,75,36,12,34,13,37,11 "N253",0,8,2,0,1,0,3,0 "N254",0,58,25,8,24,8,23,7 "N255",0,462,175,74,178,71,180,72 "N256",0,369,114,67,112,63,109,63 "N257",0,96,41,9,47,9,39,9 "N258",0,220,89,24,102,25,87,25 "N259",0,776,345,97,346,106,342,95 "N260",0,103,46,16,48,17,48,15 "N261",0,25,11,4,10,3,10,3 "N262",0,441,187,65,190,74,183,69 "N263",0,173,74,25,75,31,75,22 "N264",0,161,82,12,80,19,80,13 "N265",0,92,33,16,30,17,36,13 "N266",0,75,31,5,29,8,31,4 "N267",0,177,64,34,74,33,64,32 "N268",0,239,105,37,105,38,109,34 "N269",0,185,74,26,77,27,75,26 "N270",0,259,123,51,129,49,131,47 "N271",0,39,14,7,18,5,16,5 "N272",0,615,238,110,239,107,233,109 "N273",0,966,422,162,425,170,429,146 "N274",0,108,41,22,44,22,41,23 "N275",0,77,27,20,26,22,27,20 "N276",0,87,34,7,34,7,38,7 "N277",0,79,29,12,26,12,29,12 "N278",0,71,32,6,33,9,32,8 "N279",0,155,58,24,62,23,60,24 "N280",0,190,76,33,73,37,72,34 "N281",0,135,63,17,60,17,61,17 "N282",0,16,7,3,7,3,7,3 "N283",0,39,13,6,16,5,11,6 "N284",0,60,22,12,25,14,24,11 "N285",0,65,25,10,30,7,27,8 "N286",0,62,29,6,29,8,30,7 "N287",0,159,69,20,87,13,70,13 "N288",0,11,6,0,5,1,6,0 "N289",0,1,1,0,1,0,1,0 "N290",0,275,126,37,127,45,123,41 "N291",0,410,177,64,178,67,177,63 "N292",0,13,7,1,7,1,8,1 "N293",0,406,171,65,173,66,158,69 "N294",0,243,104,43,101,42,107,36 "N295",0,83,33,18,33,15,29,17 "N296",0,338,150,52,147,51,153,43 "N297",0,206,101,31,95,37,100,31 "N298",0,189,76,44,77,47,78,43 "N299",0,44,21,5,20,7,22,3 "N300",0,41,16,5,28,6,16,6 "N301",0,105,53,26,54,25,50,29 "N302",0,224,97,43,105,39,104,37 "N303",0,108,42,22,40,23,41,21 "N304",0,47,25,2,25,3,23,4 "N305",0,3,1,2,1,2,1,2 "N306",0,12,1,6,2,6,2,5 "N307",0,43,14,9,14,7,16,6 "N308",0,13,1,3,2,2,1,3 "N309",0,5,1,0,1,0,2,0 "N310",0,21,7,7,8,5,7,7 "N311",0,12,7,3,8,2,7,3 "N312",0,3,1,0,1,0,1,0 "N313",0,5,2,0,1,1,1,0 "N314",0,5,1,0,1,0,1,0 "N321",0,26,6,4,6,5,5,5 "N461",0,14,3,3,4,4,3,3 "N466",0,77,33,12,33,14,30,14 "N467",0,183,68,32,70,31,66,29 "N468",0,270,108,43,106,47,103,44 "N475",0,60,22,10,18,14,22,9 "N476",0,118,49,14,49,14,51,15 "N477",0,75,33,8,29,11,31,9 "N478",0,54,15,14,14,13,14,14 "N480",0,200,71,33,74,33,75,32 "N481",0,129,58,16,57,19,57,15 "N482",0,3,2,0,2,0,2,0 "N483",0,33,13,6,14,6,16,5 "N486",0,40,19,6,20,6,20,5 "N488",0,20,7,3,6,4,7,3 "" " 3RD DISTRICT COURT OF APPEALS" " RETAIN GERALD B. COPE, JR.?" "(180) Yes 247,411 74.10%" "(181) No 86,458 25.90%" " " " RETAIN DAVID M. GERSTEN?" "(184) YES 243,586 70.93%" "(185) NO 99,822 29.07%" " " " RETAIN MELVIA B. GREEN?" "(188) Yes 249,901 74.60%" "(189) No 85,078 25.40%" " " " RETAIN DAVID L. LEVY?" "(192) Yes 252,352 74.29%" "(193) No 87,330 25.71%" " " " COUNTY JUDGE - GROUP 4" "(196) Raul G. Ordonez, Jr. 188,230 48.77%" "(197) Reginald A. Richardson 197,709 51.23%" " " " COUNTY JUDGE - GROUP 21" "(200) Andrew Hague 222,901 59.93%" "(201) Elio Vazquez 149,055 40.07%" " " " COMMUNITY COUNCILS" "Precinct"," (180)"," (181)"," (184)"," (185)"," (188)"," (189)"," (192)"," (193)"," (196)"," (197)"," (200)"," (201)" "0001",488,143,548,147,489,148,567,127,197,468,511,117 "0002",234,51,253,54,216,54,240,49,113,211,221,89 "0003",836,115,982,85,875,84,993,75,225,800,833,136 "0004",143,68,177,62,162,59,179,55,118,122,133,93 "0005",451,132,538,124,472,115,534,108,216,459,490,124 "0006",510,130,583,158,537,127,601,128,222,485,567,103 "0007",533,110,605,121,542,114,605,95,232,462,543,131 "0008",373,94,413,107,380,95,418,93,146,362,386,99 "0009",306,100,328,108,297,98,329,97,163,272,291,131 "0010",456,154,493,174,467,150,496,152,268,405,464,197 "0011",464,177,514,175,495,164,543,142,378,360,427,278 "0013",355,136,337,151,338,124,351,139,337,267,265,283 "0014",396,167,420,160,395,152,437,136,321,326,346,262 "0015",245,66,271,62,247,63,269,60,130,198,218,104 "0016",249,113,250,111,260,101,251,116,140,235,266,95 "0017",481,158,484,185,467,166,518,150,287,402,479,188 "0018",419,129,413,149,422,124,424,122,314,320,349,236 "0019",176,81,183,91,175,80,189,74,167,124,145,125 "0021",337,132,337,139,325,130,357,123,274,254,267,244 "0022",163,50,173,54,162,56,182,43,137,109,129,106 "0023",563,135,645,136,574,141,668,117,331,439,519,234 "0024",477,152,529,152,483,160,532,127,226,400,506,124 "0025",317,85,377,91,328,86,373,74,183,278,321,125 "0026",14,3,17,4,13,4,16,3,16,9,9,17 "0027",170,72,198,66,158,65,199,60,128,133,144,88 "0028",408,138,482,139,429,138,495,115,204,360,429,121 "0029",440,135,482,135,455,134,499,112,241,359,448,158 "0030",820,191,905,207,826,203,877,199,369,652,794,228 "0031",326,112,350,123,329,111,354,103,192,253,303,141 "0032",356,146,381,150,348,131,395,130,405,204,247,337 "0033",225,91,235,108,232,83,243,92,201,207,200,191 "0034",100,41,107,40,104,36,104,43,111,65,77,85 "0035",165,56,166,71,177,54,177,59,149,119,128,139 "0036",292,113,283,139,285,105,304,113,280,200,220,245 "0037",210,79,227,88,214,79,229,80,133,175,201,104 "0038",171,58,175,63,171,59,185,50,99,139,174,65 "0039",298,120,315,145,304,112,318,119,226,237,249,193 "0040",297,103,303,132,293,105,310,111,212,239,248,177 "0041",380,137,369,178,365,147,402,139,329,271,304,280 "0042",329,140,310,155,321,128,339,127,262,247,286,222 "0043",118,41,119,51,119,45,122,49,122,86,105,90 "0044",83,44,88,49,81,43,98,41,91,70,70,80 "0046",305,123,315,138,308,113,327,118,324,233,236,286 "0047",64,21,70,17,67,18,67,20,17,58,60,13 "0048",161,69,146,87,152,72,209,76,181,136,177,115 "0049",422,123,405,172,413,144,430,142,330,297,388,192 "0050",439,125,426,168,424,142,436,146,317,326,427,173 "0051",650,184,602,251,617,208,614,218,517,422,610,285 "0052",2,2,3,1,3,1,3,1,0,4,4,0 "0101",759,200,867,178,791,195,914,135,314,628,804,140 "0102",554,122,600,118,565,114,625,89,184,468,550,87 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"0919",210,85,193,108,199,94,204,92,78,232,252,45 "0920",277,101,266,110,282,94,267,101,103,341,341,51 "0921",49,13,42,21,50,16,48,15,19,46,47,20 "0922",479,95,464,114,487,87,477,91,136,486,509,57 "0923",150,56,133,72,153,50,151,53,68,147,155,51 "0924",33,30,33,31,34,30,37,28,16,48,56,9 "0925",52,39,44,50,50,42,52,42,12,86,78,17 "0926",88,63,88,69,88,65,93,59,32,134,147,20 "0927",81,42,83,45,79,44,80,44,46,92,110,20 "0928",216,89,193,104,220,85,212,90,116,204,237,70 "0929",92,35,85,42,95,31,93,35,41,92,98,27 "0930",0,0,0,0,0,0,0,0,1,0,0,0 "0931",62,22,55,27,64,18,63,20,53,41,46,50 "0932",33,11,26,16,32,12,34,10,9,37,38,8 "0933",48,17,50,16,48,16,49,17,18,51,51,14 "0934",30,25,31,27,32,23,29,27,25,36,40,21 "0935",58,24,51,27,59,24,60,22,35,59,62,25 "0936",103,50,95,62,103,51,104,50,48,122,140,27 "0937",40,17,34,24,39,20,40,17,13,46,50,8 "0938",149,69,139,78,142,70,150,65,92,148,153,75 "N001",0,0,16,5,15,5,16,4,6,13,10,8 "N002",0,0,3,0,3,0,3,0,1,1,0,2 "N003",0,0,0,0,0,0,0,0,0,0,0,0 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"N098",0,0,0,0,0,0,0,0,0,0,0,0 "N099",0,0,0,0,0,0,0,0,0,0,0,0 "N100",0,0,0,0,0,0,0,0,0,0,0,0 "N101",0,0,0,0,0,0,0,0,0,0,0,0 "N102",0,0,0,0,0,0,0,0,0,0,0,0 "N201",706,166,842,170,710,164,870,134,257,718,816,163 "N202",173,40,199,39,182,41,217,34,70,164,175,52 "N203",516,167,607,173,527,161,639,135,342,461,500,305 "N204",50,11,53,8,48,7,48,10,27,34,37,22 "N205",0,0,0,0,0,0,0,0,0,0,0,0 "N206",11,4,11,5,9,6,13,5,10,9,7,12 "N207",190,71,221,80,203,73,282,64,291,172,226,235 "N208",9,4,12,3,9,3,12,3,3,8,9,2 "N209",110,52,105,70,104,66,121,58,69,125,123,60 "N210",1,0,0,0,0,0,0,0,0,1,2,0 "N211",280,71,335,77,304,62,355,53,114,268,321,63 "N212",43,11,61,3,51,4,61,4,19,39,51,8 "N213",92,29,108,38,95,30,109,25,43,107,114,26 "N214",242,67,258,69,261,56,261,58,48,306,298,40 "N215",140,50,147,56,154,47,156,46,78,158,160,83 "N216",27,8,22,10,32,5,26,8,6,30,31,5 "N217",95,36,104,40,104,32,100,35,34,120,127,27 "N218",40,20,42,21,41,18,50,15,14,47,47,11 "N219",82,22,72,33,82,29,77,30,31,76,89,15 "N220",22,7,20,7,21,6,18,7,10,23,30,5 "N221",306,57,319,82,355,45,319,46,82,415,393,67 "N222",160,42,162,46,173,45,160,38,65,187,187,61 "N223",0,0,0,0,0,0,0,0,0,0,0,0 "N224",0,0,0,0,0,0,0,0,0,0,0,0 "N225",53,20,55,18,56,17,53,20,62,33,40,50 "N226",238,69,250,82,276,53,263,66,95,284,282,87 "N227",71,26,72,32,84,23,76,25,14,103,104,13 "N228",54,19,63,19,50,21,65,20,26,63,73,12 "N229",38,9,43,9,34,9,35,7,20,35,45,7 "N230",34,15,37,13,34,14,39,13,13,53,51,12 "N231",4,4,3,6,9,2,5,3,1,11,10,1 "N232",3,1,4,2,3,2,3,1,3,5,4,3 "N233",189,67,190,76,204,60,200,64,138,145,172,121 "N234",129,57,137,54,136,51,136,50,106,110,141,76 "N235",654,234,652,248,635,222,663,219,1008,307,346,962 "N236",261,84,248,112,242,92,255,93,334,198,215,318 "N237",27,5,24,7,23,6,27,5,30,10,11,29 "N238",0,0,0,0,0,0,0,0,0,0,0,0 "N239",78,27,66,37,71,31,74,32,41,73,71,39 "N240",266,112,264,126,295,115,280,109,440,92,115,413 "N241",0,0,0,0,0,0,0,0,0,0,0,0 "N242",96,53,90,63,101,51,99,52,176,20,30,165 "N243",209,99,203,113,192,111,211,100,352,69,97,324 "N244",874,418,859,481,870,437,897,437,1393,426,515,1293 "N245",47,21,54,22,52,21,51,22,81,20,25,76 "N246",465,116,475,152,508,120,488,113,167,620,607,139 "N247",98,29,100,35,111,28,108,27,215,12,59,186 "N248",546,197,548,248,564,189,553,200,1180,202,265,1113 "N249",429,145,434,158,484,151,438,149,648,244,293,615 "N250",2,1,2,2,1,2,3,0,14,1,1,13 "N251",748,288,762,350,861,270,791,291,1548,291,353,1499 "N252",38,6,35,12,34,11,38,8,17,36,48,6 "N253",2,0,5,0,2,0,3,0,3,1,1,3 "N254",23,8,22,9,25,7,24,7,31,13,14,29 "N255",177,70,178,72,171,71,180,72,101,154,178,78 "N256",109,66,105,87,101,65,113,61,220,55,62,206 "N257",40,9,41,13,49,8,41,6,27,48,41,23 "N258",84,25,82,37,91,25,82,30,87,60,60,84 "N259",333,96,319,127,306,117,323,109,179,301,352,140 "N260",43,20,46,26,49,15,49,16,15,54,61,11 "N261",11,3,13,3,12,3,13,3,2,9,10,1 "N262",174,63,165,80,168,79,180,72,89,179,204,59 "N263",71,23,67,31,65,28,72,23,27,75,90,13 "N264",78,17,79,24,79,17,83,17,38,54,76,23 "N265",30,16,28,19,31,17,32,15,18,30,38,10 "N266",25,7,26,10,23,8,25,7,7,31,30,11 "N267",65,27,60,33,63,32,60,28,76,40,42,73 "N268",107,32,114,32,109,35,115,28,47,92,104,36 "N269",72,28,70,33,71,27,69,28,13,96,101,7 "N270",128,46,118,60,114,55,129,50,39,127,147,24 "N271",15,6,16,5,18,4,17,5,3,22,20,4 "N272",224,104,226,109,223,104,229,105,247,163,174,233 "N273",408,154,424,166,401,163,442,151,284,340,394,225 "N274",44,20,42,26,40,22,47,18,54,22,22,51 "N275",27,20,31,19,28,19,31,17,29,18,29,25 "N276",31,9,38,9,32,8,40,8,18,27,28,17 "N277",26,11,30,10,29,14,30,10,6,36,38,2 "N278",33,8,33,10,33,6,35,8,12,26,24,12 "N279",61,20,60,23,66,18,61,24,70,33,36,70 "N280",71,33,72,34,71,33,76,30,67,57,71,56 "N281",59,15,60,18,67,17,71,15,18,58,69,13 "N282",7,3,5,4,7,3,8,3,3,5,7,2 "N283",14,4,15,7,16,4,15,5,8,13,19,2 "N284",23,11,18,18,20,12,20,12,17,24,31,10 "N285",25,8,27,9,26,7,28,8,30,13,17,21 "N286",28,7,25,12,31,6,30,6,6,28,28,7 "N287",67,14,68,17,95,7,72,11,11,99,91,10 "N288",5,1,6,0,5,1,6,0,0,7,7,0 "N289",1,0,1,0,1,0,1,0,0,1,0,0 "N290",120,36,112,48,117,43,121,34,42,124,152,20 "N291",172,68,169,72,168,69,190,59,58,179,201,42 "N292",6,1,7,0,6,1,6,1,0,6,6,1 "N293",171,59,161,72,184,52,165,60,82,186,192,70 "N294",112,32,103,39,104,34,109,35,59,116,116,59 "N295",26,18,30,18,27,17,28,17,23,35,33,26 "N296",143,47,143,59,139,58,147,52,52,146,170,32 "N297",93,33,100,35,94,33,94,33,41,98,108,33 "N298",83,37,72,47,74,38,81,35,20,107,120,11 "N299",19,4,17,7,24,1,20,3,8,24,28,4 "N300",16,5,15,9,28,4,14,7,8,27,26,8 "N301",54,24,49,30,48,26,54,23,20,60,59,17 "N302",101,38,99,38,98,41,101,38,36,110,107,44 "N303",44,18,41,20,41,20,40,23,23,33,38,20 "N304",25,2,18,7,19,7,19,8,8,21,14,15 "N305",1,2,1,2,1,2,1,2,0,3,3,0 "N306",2,4,2,4,3,4,2,4,4,3,6,2 "N307",16,5,10,12,12,9,13,8,7,17,15,9 "N308",3,2,4,1,4,1,3,2,3,5,4,3 "N309",1,0,1,0,1,0,2,0,0,2,3,0 "N310",9,5,7,6,8,5,7,6,1,14,15,0 "N311",6,4,7,3,5,5,8,2,0,9,9,0 "N312",1,0,1,0,1,0,1,0,0,0,1,0 "N313",1,1,1,1,2,0,2,0,0,2,2,0 "N314",1,0,1,1,1,0,1,0,0,3,3,0 "N461",3,3,2,3,3,4,5,3,2,4,4,3 "N466",29,14,24,14,27,13,28,14,15,35,41,7 "N467",65,26,66,30,72,24,72,28,71,45,61,49 "N468",100,38,98,51,106,42,112,38,67,99,123,50 "N475",16,10,18,12,18,10,17,11,24,15,18,20 "N476",51,10,51,13,52,11,55,11,33,41,46,29 "N477",32,8,33,10,30,9,35,6,17,28,35,12 "N478",14,14,15,15,14,13,14,13,17,16,19,14 "N480",75,27,75,38,73,29,77,33,50,71,83,36 "N481",57,16,60,15,58,16,62,13,22,50,54,19 "N482",2,0,2,0,2,0,2,0,0,2,2,0 "N483",11,5,10,7,15,6,12,6,7,11,15,7 "N486",18,4,18,6,19,5,18,5,8,15,20,2 "N488",8,3,6,4,8,3,8,3,3,11,12,1 "" " COUNCIL AREA 1" " Precincts Counted 5 100.00%" " Absentee Precincts Counted 2 100.00%" "(207) Registered Voters 6,794 100.00%" "(208) Ballots Cast 4,778" " " " SUBAREA 15" "(209) Joseph Jacob Ades 1,537 56.72%" "(210) Norman S. Edelcup 1,173 43.28%" " " "Precinct"," (207)"," (208)"," (209)"," (210)" "0001",1205,746,265,148 "0002",853,520,138,179 "0003",2457,1705,502,368 "0004",679,395,131,117 "0005",1600,990,374,261 "N002",0,6,2,0 "N202",0,416,125,100 "" " COUNCIL AREA 2" " Precincts Counted 15 100.00%" " Absentee Precincts Counted 6 100.00%" "(216) Registered Voters 18,673 100.00%" "(217) Ballots Cast 12,345" " " " SUBAREA 21" "(218) Rosa Epstein 1,529 17.19%" "(219) Kenneth Friedman 3,635 40.87%" "(220) Scott Notowitz 1,407 15.82%" "(221) Gary Palmer 1,257 14.13%" "(222) Adam R. Schiffman 1,065 11.98%" " " " SUBAREA 23" "(225) Joe Curtis 3,949 62.86%" "(226) Hermione Spahn 2,333 37.14%" " " " SUBAREA 24" "(229) Earl Rodney 3,348 50.89%" "(230) David Willig 3,231 49.11%" " " " SUBAREA 26" "(233) Jerry D. Hamilton 2,436 32.53%" "(234) Bob Wolf 5,053 67.47%" " " "Precinct"," (216)"," (217)"," (218)"," (219)"," (220)"," (221)"," (222)"," (225)"," (226)"," (229)"," (230)"," (233)"," (234)" "0101",2012,1325,123,612,169,65,154,439,232,314,444,201,645 "0104",1155,718,79,196,101,90,58,234,112,167,211,155,276 "0105",1296,886,76,323,158,71,99,332,160,192,315,121,465 "0106",616,369,57,102,62,19,35,143,82,99,92,58,158 "0107",1328,742,85,275,63,43,54,170,215,162,164,98,282 "0108",2127,1206,144,384,93,71,76,221,423,245,239,159,438 "0114",314,175,30,34,11,37,12,56,24,51,48,42,68 "0119",1158,705,116,217,52,62,85,252,112,179,265,156,319 "0120",704,420,39,138,26,20,23,71,117,77,80,26,187 "0128",1386,846,92,180,70,128,86,302,81,308,123,294,166 "0141",1119,633,96,81,45,134,36,229,39,223,94,223,113 "0166",212,129,29,27,6,22,1,41,10,44,28,45,30 "0208",2542,1655,174,469,344,145,106,569,356,475,460,205,958 "0209",1609,988,168,237,81,133,100,356,139,354,260,280,385 "0210",1095,683,59,168,84,131,81,270,109,269,170,206,269 "N007",0,14,1,3,0,3,0,1,0,3,3,2,4 "N008",0,3,1,0,0,0,1,1,1,0,2,0,2 "N012",0,0,0,0,0,0,0,0,0,0,0,0,0 "N211",0,688,126,155,36,62,45,211,96,137,196,127,230 "N212",0,101,25,26,4,6,11,26,22,26,31,15,49 "N216",0,59,9,8,2,15,2,25,3,23,6,23,9 "" " COUNCIL AREA 3" " Precincts Counted 27 100.00%" " Absentee Precincts Counted 10 100.00%" "(240) Registered Voters 32,385 100.00%" "(241) Ballots Cast 21,195" " " " SUBAREA 31" "(242) Phil Banks 4,098 28.95%" "(243) Larry Michelson 2,104 14.87%" "(244) Anita J. Pittman 6,124 43.27%" "(245) Jordan D. Raileanu 638 4.51%" "(246) Michael A. Van Dyk 1,189 8.40%" " " " SUBAREA 32" "(249) Shirley Gibson 7,838 55.72%" "(250) Tommie Green 2,510 17.84%" "(251) Tony Okonmah 1,196 8.50%" "(252) Carla D. Pratt 2,523 17.94%" " " " SUBAREA 33" "(255) Abraham J. Thomas 5,730 43.71%" "(256) David Williams, Jr. 7,378 56.29%" " " " SUBAREA 34" "(259) Sidney Charles 2,847 27.54%" "(260) Darryl Hart 2,800 27.08%" "(261) Gordon Murray 1,823 17.63%" "(262) Andre Smith 2,869 27.75%" " " " SUBAREA 36" "(265) Tyrone K. Backers 2,929 22.72%" "(266) Randall E. Holts 3,286 25.49%" "(267) Audrey J. King 6,677 51.79%" " " "Precinct"," (240)"," (241)"," (242)"," (243)"," (244)"," (245)"," (246)"," (249)"," (250)"," (251)"," (252)"," (255)"," (256)"," (259)"," (260)"," (261)"," (262)"," (265)"," (266)"," (267)" "0122",283,155,26,16,45,5,18,59,16,17,15,49,47,37,20,12,32,21,29,54 "0129",1079,681,98,79,131,25,72,163,55,52,94,164,173,91,54,58,113,70,114,163 "0130",1839,1095,150,136,243,28,143,289,94,112,141,324,272,185,129,89,150,140,172,289 "0131",1227,792,119,87,167,34,67,220,70,38,107,187,233,68,85,88,171,89,134,198 "0132",82,48,10,5,10,3,3,17,6,2,7,14,15,6,5,8,3,9,5,15 "0133",177,129,18,22,23,1,7,33,17,4,13,31,29,16,13,11,10,15,15,32 "0135",108,73,15,5,20,1,2,24,5,2,11,16,23,5,10,6,8,9,14,17 "0136",100,72,13,7,14,2,5,21,8,1,8,19,17,7,3,10,4,11,11,15 "0138",190,117,24,11,24,3,4,38,6,6,7,24,28,14,8,5,10,14,14,25 "0139",175,101,20,9,14,1,8,21,11,5,12,26,22,8,11,5,8,14,9,25 "0205",882,502,77,26,209,9,66,267,40,29,50,121,246,97,69,36,82,74,68,235 "0206",1538,931,232,68,295,10,55,153,181,178,247,274,336,151,133,75,149,117,165,327 "0207",2850,1734,187,321,248,311,194,400,151,160,258,512,379,229,151,229,138,194,219,457 "0211",1096,685,168,76,192,6,32,243,56,41,81,199,219,107,76,52,85,96,106,195 "0212",939,494,153,67,104,10,17,208,40,16,43,130,151,54,56,56,62,63,70,152 "0213",1620,868,177,66,277,8,31,276,136,50,150,237,288,107,137,77,103,118,141,253 "0214",1704,1117,209,109,380,10,48,527,166,46,105,276,451,154,155,90,145,142,183,391 "0215",1235,768,149,72,257,14,51,325,101,56,76,244,282,118,88,66,114,113,149,240 "0216",1611,1013,203,71,326,15,56,341,161,53,181,317,338,154,129,96,113,147,156,321 "0217",1585,1051,251,100,370,15,31,551,109,45,82,374,408,143,175,72,177,167,177,376 "0218",1534,1041,238,86,275,10,15,453,106,28,75,291,351,100,169,70,121,148,144,308 "0219",1219,826,175,42,228,8,12,346,66,12,61,219,268,89,106,62,96,112,104,265 "0220",1399,905,217,86,322,8,17,467,95,31,76,267,372,117,162,73,158,144,170,308 "0221",1786,1158,286,90,406,9,24,526,206,18,113,365,524,141,193,83,177,175,192,424 "0222",2779,1837,337,175,742,19,52,833,340,62,151,335,937,291,294,124,275,348,251,774 "0239",2834,1687,298,160,450,31,85,576,153,68,185,379,542,190,204,136,213,238,272,425 "0256",514,346,104,35,73,20,28,102,31,30,66,111,106,52,40,38,43,45,65,91 "N010",0,2,0,0,2,0,0,2,0,0,0,0,2,0,1,0,1,0,1,0 "N024",0,4,2,0,1,0,0,1,1,0,2,1,2,1,0,1,0,0,0,4 "N025",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N026",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N027",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N214",0,558,82,31,171,7,20,215,45,17,53,105,202,51,80,43,68,59,80,162 "N227",0,176,23,15,59,0,11,64,21,7,20,39,67,25,21,22,20,14,28,56 "N228",0,133,17,17,22,13,11,35,11,6,22,46,24,19,13,16,13,9,19,42 "N229",0,78,15,13,18,2,4,34,4,4,10,26,22,17,10,10,6,13,5,32 "N231",0,18,5,1,6,0,0,8,2,0,1,8,2,3,0,4,1,1,4,6 "" " COUNCIL AREA 4" " Precincts Counted 17 100.00%" " Absentee Precincts Counted 4 100.00%" "(273) Registered Voters 32,583 100.00%" "(274) Ballots Cast 20,864" " " " SUBAREA 41" "(275) Clyde Pettaway 9,812 69.33%" "(276) Percy Ransom 4,340 30.67%" " " " SUBAREA 42" "(279) Agustin Exposito 3,756 28.39%" "(280) W. Bernard Kelly 9,473 71.61%" " " " SUBAREA 43" "(283) Leroy Bradshaw 7,986 62.07%" "(284) Edwin Lyons 3,355 26.08%" "(285) Vincent D. Mancusi, Jr. 1,525 11.85%" " " " SUBAREA 44" "(288) David Lee Faison, Jr. 6,756 55.39%" "(289) Anselm Smith, Sr. 5,442 44.61%" " " " SUBAREA 45" "(292) Katherine L. Adderley 5,035 39.05%" "(293) Vashti Coleman Armbrister 2,720 21.09%" "(294) Paullette Sims Wimberly 5,140 39.86%" " " " SUBAREA 46" "(297) Melvin L. Bratton 9,778 77.97%" "(298) Hermas Reed 2,763 22.03%" " " "Precinct"," (273)"," (274)"," (275)"," (276)"," (279)"," (280)"," (283)"," (284)"," (285)"," (288)"," (289)"," (292)"," (293)"," (294)"," (297)"," (298)" "0201",1808,964,387,204,361,278,243,141,158,309,202,290,109,151,379,157 "0202",1438,895,417,148,243,329,295,133,75,280,205,240,104,154,374,127 "0203",3137,1913,834,586,175,972,727,412,67,577,548,353,233,634,953,213 "0204",415,296,217,44,13,184,146,47,5,105,73,61,57,88,164,34 "0223",2493,1548,815,421,145,950,844,206,55,477,567,331,259,517,985,164 "0224",2304,1459,806,252,135,760,628,234,52,516,353,381,223,331,769,170 "0225",2135,1292,688,292,87,768,643,199,47,488,381,296,164,463,689,182 "0226",1867,1188,680,181,92,630,524,154,48,433,268,287,214,257,589,133 "0227",1709,1040,595,176,92,577,378,363,25,405,256,272,143,281,562,111 "0228",1874,1205,702,208,94,731,506,207,57,454,287,302,180,300,579,198 "0229",2708,1655,741,255,478,547,625,166,148,422,489,350,161,406,656,213 "0230",2203,1438,467,310,655,326,341,164,214,401,297,375,139,205,502,219 "0231",1586,1065,398,202,288,325,249,154,138,316,200,260,124,160,363,164 "0232",2753,1698,771,365,333,751,582,321,176,588,404,472,224,355,790,242 "0233",1090,625,378,107,97,339,254,122,41,244,162,205,85,133,330,91 "0234",2165,1320,508,307,106,606,678,161,38,342,512,230,160,503,631,142 "0354",898,596,160,125,237,97,97,64,118,157,103,169,51,51,173,102 "N022",0,4,2,2,1,2,0,2,1,3,1,2,0,2,2,1 "N023",0,10,3,4,4,3,2,5,0,6,1,3,2,2,4,3 "N225",0,127,33,31,42,34,20,20,20,37,24,35,9,16,42,20 "N226",0,526,210,120,78,264,204,80,42,196,109,121,79,131,242,77 "" " COUNCIL AREA 5" " Precincts Counted 7 100.00%" " Absentee Precincts Counted 4 100.00%" "(304) Registered Voters 15,519 100.00%" "(305) Ballots Cast 10,324" " " " SUBAREA 51" "(306) Stuart C. Arguello 3,219 47.85%" "(307) Gus Exposito 3,508 52.15%" " " " SUBAREA 52" "(310) William L. Budd 2,929 45.79%" "(311) Wayne Rinehart 3,468 54.21%" " " " SUBAREA 55" "(314) Alexander Brinis 841 11.39%" "(315) Arthur Costa 2,141 29.00%" "(316) Carl Dasher 2,788 37.77%" "(317) Julio A. Lapon 648 8.78%" "(318) Alan W. Rigerman 964 13.06%" " " "Precinct"," (304)"," (305)"," (306)"," (307)"," (310)"," (311)"," (314)"," (315)"," (316)"," (317)"," (318)" "0301",4017,2652,658,1092,675,903,134,546,995,171,209 "0302",1390,959,225,358,200,380,30,168,455,45,87 "0303",2255,1461,428,477,522,435,131,241,335,125,169 "0304",2232,1379,447,476,354,483,118,380,272,77,103 "0350",1058,681,254,226,209,224,76,173,140,23,63 "0351",2638,1549,526,441,488,503,200,295,245,96,181 "0358",1929,1207,543,342,371,402,118,270,252,83,107 "N029",0,3,0,1,1,0,0,0,0,1,0 "N037",0,0,0,0,0,0,0,0,0,0,0 "N233",0,433,138,95,109,138,34,68,94,27,45 "N241",0,0,0,0,0,0,0,0,0,0,0 "" " COUNCIL AREA 6" " Precincts Counted 6 100.00%" " Absentee Precincts Counted 2 100.00%" "(324) Registered Voters 8,587 100.00%" "(325) Ballots Cast 6,129" " " " SUBAREA 61" "(326) Manny Figueroa 2,612 64.41%" "(327) Manuel J. Perez de la Mesa 1,443 35.59%" " " " SUBAREA 62" "(330) Gilberto E. Mojica 1,992 45.70%" "(331) Sean P. Schwinghammer 2,367 54.30%" " " " SUBAREA 64" "(334) Jorge Calil 2,322 51.97%" "(335) Peter Thomson 2,146 48.03%" " " "Precinct"," (324)"," (325)"," (326)"," (327)"," (330)"," (331)"," (334)"," (335)" "0305",1946,1172,526,275,365,480,357,502 "0306",1201,834,356,158,189,412,276,289 "0307",1706,1161,507,261,365,470,413,470 "0308",1059,711,317,160,195,325,288,281 "0349",1,0,0,0,0,0,0,0 "0352",2674,1913,785,546,801,555,921,474 "N030",0,3,0,3,0,2,0,2 "N234",0,335,121,40,77,123,67,128 "" " COUNCIL AREA 7" " Precincts Counted 7 100.00%" " Absentee Precincts Counted 7 100.00%" "(341) Registered Voters 3,189 100.00%" "(342) Ballots Cast 2,132" " " " Vote for 2 SUBAREA 72 " "(343) Tim Keegan 703 32.14%" "(344) Walter B. Lebowitz 744 34.02%" "(345) Irvin R. Schindler 740 33.84%" " " "Precinct"," (341)"," (342)"," (343)"," (344)"," (345)" "0145",578,385,75,181,165 "0149",915,582,199,244,262 "0150",954,548,185,164,145 "0157",212,128,56,34,31 "0158",291,178,72,42,46 "0164",181,125,52,27,34 "0168",58,37,13,11,4 "N014",0,0,0,0,0 "N016",0,0,0,0,0 "N019",0,0,0,0,0 "N021",0,0,0,0,0 "N218",0,101,31,26,34 "N220",0,47,20,15,19 "N224",0,1,0,0,0 "" " COUNCIL AREA 8" " Precincts Counted 34 100.00%" " Absentee Precincts Counted 10 100.00%" "(351) Registered Voters 46,512 100.00%" "(352) Ballots Cast 29,687" " " " SUBAREA 82" "(353) James Jean-Francois 5,334 30.40%" "(354) Victor M. Ramos 3,069 17.49%" "(355) Margaret Rudolph 9,143 52.11%" " " " SUBAREA 83" "(358) Daniel Azemar 1,398 7.44%" "(359) Bennie Dawson 4,460 23.75%" "(360) Preston W. Marshall, Jr. 3,980 21.19%" "(361) Bob Moody 1,253 6.67%" "(362) Fredericke Alan Morley 2,598 13.83%" "(363) Barbara J. Richards 5,090 27.10%" " " "Precinct"," (351)"," (352)"," (353)"," (354)"," (355)"," (358)"," (359)"," (360)"," (361)"," (362)"," (363)" "0152",678,414,69,54,138,34,42,26,44,10,79 "0153",1525,1036,332,130,187,95,141,81,48,24,152 "0159",26,12,6,0,3,4,1,2,0,0,0 "0161",868,519,142,63,108,48,94,38,20,15,73 "0162",1048,588,125,43,212,31,107,45,20,29,123 "0163",375,251,41,35,91,21,31,9,36,10,48 "0240",2844,1719,391,136,606,82,490,205,54,126,280 "0241",2060,1285,231,118,415,56,260,132,49,107,216 "0242",1614,1069,289,155,216,75,149,85,47,54,169 "0243",1329,775,176,63,223,39,175,61,20,61,136 "0244",1566,955,271,84,269,55,244,100,33,68,151 "0245",1372,879,183,58,293,25,158,120,56,85,148 "0246",1653,1042,94,270,194,127,94,69,36,48,167 "0247",1545,1046,165,177,313,100,139,156,40,43,193 "0248",2043,1219,183,187,353,78,168,152,48,67,222 "0249",2121,1343,251,88,423,19,172,155,90,281,194 "0250",1599,992,173,51,357,15,174,153,47,83,206 "0251",866,542,93,41,182,7,35,225,17,65,55 "0252",2403,1589,273,86,575,11,267,308,167,152,214 "0253",1256,816,142,59,287,24,118,156,29,79,140 "0254",1898,1186,207,92,389,27,162,176,38,147,190 "0255",1576,873,132,72,290,9,170,93,25,105,145 "0257",1392,807,130,50,274,17,94,129,19,88,158 "0258",1355,724,121,50,238,19,97,149,10,69,119 "0259",1487,872,109,92,293,28,100,121,32,70,166 "0260",1126,745,125,48,300,10,118,158,13,60,151 "0261",1848,964,168,68,326,21,115,155,32,166,165 "0262",1644,935,153,37,268,18,82,150,15,103,164 "0263",2246,1334,220,84,473,25,202,241,50,153,236 "0264",1493,857,137,65,296,19,129,128,32,67,175 "0266",208,150,19,43,34,16,20,16,7,8,23 "0268",0,0,0,0,0,0,0,0,0,0,0 "0341",434,282,11,138,20,77,10,9,8,2,44 "0525",1014,655,28,204,83,87,19,27,22,16,116 "N017",0,7,0,2,5,0,1,0,0,0,5 "N018",0,6,1,0,0,1,0,0,0,0,1 "N028",0,0,0,0,0,0,0,0,0,0,0 "N033",0,1,0,1,0,1,0,0,0,0,0 "N034",0,0,0,0,0,0,0,0,0,0,0 "N221",0,769,95,46,265,22,46,114,30,110,157 "N222",0,364,46,53,135,37,35,36,15,25,98 "N232",0,10,2,2,1,1,0,0,2,1,0 "N237",0,55,0,24,8,17,1,0,2,1,11 "N238",0,0,0,0,0,0,0,0,0,0,0 "" " COUNCIL AREA 9" " Precincts Counted 2 100.00%" " Absentee Precincts Counted 2 100.00%" "(369) Registered Voters 3,777 100.00%" "(370) Ballots Cast 2,342" " " " Vote for 3 SUBAREA 92 " "(371) Ralph Arza 680 14.10%" "(372) Bernard A. Becker 369 7.65%" "(373) Jose Cancio, Sr. 680 14.10%" "(374) Tom Daly 475 9.85%" "(375) Gary E. Magnan 169 3.50%" "(376) Mario Pita 1,124 23.30%" "(377) Barbara B. Thomas 1,024 21.23%" "(378) Odel G. Torres 303 6.28%" " " "Precinct"," (369)"," (370)"," (371)"," (372)"," (373)"," (374)"," (375)"," (376)"," (377)"," (378)" "0348",38,23,2,9,3,10,3,2,11,4 "0401",3739,2140,647,315,641,410,134,1070,961,273 "N035",0,2,0,1,0,1,2,0,1,1 "N239",0,177,31,44,36,54,30,52,51,25 "" " COUNCIL AREA 10" " Precincts Counted 50 100.00%" " Absentee Precincts Counted 8 100.00%" "(384) Registered Voters 92,564 100.00%" "(385) Ballots Cast 64,493" " " " SUBAREA 101" "(386) Carlota Olga Alvarado 2,343 5.63%" "(387) Miguel J. Alvarez 3,667 8.81%" "(388) Eliecer Diaz, Jr. 1,577 3.79%" "(389) Waldo Faura, Jr. 2,731 6.56%" "(390) Alina Garcia 10,597 25.45%" "(391) Angela Maria Hiciano 1,074 2.58%" "(392) Carlos Lumpuy 1,641 3.94%" "(393) Antonio Llano Montes 5,239 12.58%" "(394) Marta Perez 12,775 30.68%" " " " SUBAREA 102" "(397) Humberto Amaro 16,777 50.09%" "(398) Armando T. Delgado 16,718 49.91%" " " " SUBAREA 103" "(401) Mervyn Adirim 3,981 10.37%" "(402) Severino K. Camino 1,478 3.85%" "(403) Manuel Casas 9,202 23.97%" "(404) Nancy Chaves Terminello 5,756 14.99%" "(405) Pedro J. Garcia 8,355 21.76%" "(406) Esteban Miguel Juncadella 5,053 13.16%" "(407) Mark A. Rodriguez-Zerquera 4,568 11.90%" " " " SUBAREA 104" "(410) Enrique Benitez 8,101 22.17%" "(411) Elena Leeder 8,390 22.96%" "(412) Bernie Navarro 10,375 28.39%" "(413) Luis Perez-Medina 9,679 26.49%" " " " SUBAREA 105" "(416) Orlando Castaneda 4,538 12.66%" "(417) Javier Cruz 7,242 20.21%" "(418) Antonio Gonzalez 4,822 13.45%" "(419) Mario P. Molins 3,833 10.70%" "(420) Orestes Raimundo Rodriguez 2,506 6.99%" "(421) Carlos A. Valderrama 9,448 26.36%" "(422) Emilci F. Viso 3,449 9.62%" " " " SUBAREA 106" "(425) Rene Alfonso 5,671 16.85%" "(426) Abel Amador 2,163 6.43%" "(427) Marielena Artalejo 5,407 16.07%" "(428) Jacqueline O. Baralt 4,103 12.19%" "(429) Rogelio Cainzos 2,438 7.24%" "(430) Alfonso Fernandez-Fraga 1,881 5.59%" "(431) Osvaldo Gomez-Palacios 1,097 3.26%" "(432) Maruja O. Gonzalez 2,769 8.23%" "(433) Eugene R. Lomando 656 1.95%" "(434) Jesus Rodriguez 7,472 22.20%" " " "Precinct"," (384)"," (385)"," (386)"," (387)"," (388)"," (389)"," (390)"," (391)"," (392)"," (393)"," (394)"," (397)"," (398)"," (401)"," (402)"," (403)"," (404)"," (405)"," (406)"," (407)"," (410)"," (411)"," (412)"," (413)"," (416)"," (417)"," (418)"," (419)"," (420)"," (421)"," (422)"," (425)"," (426)"," (427)"," (428)"," (429)"," (430)"," (431)"," (432)"," (433)"," (434)" "0353",1939,1253,57,94,52,22,161,29,25,121,250,367,339,57,21,245,115,129,74,100,205,142,135,237,92,189,125,55,72,139,35,105,65,92,80,24,58,31,60,6,131 "0402",2993,2072,51,117,32,29,559,30,21,151,507,604,602,98,22,299,163,615,143,84,258,238,426,437,116,248,213,121,88,446,91,187,89,154,162,64,62,41,222,15,301 "0403",2356,1392,70,61,45,29,185,16,104,96,365,383,385,94,22,204,143,216,77,78,132,184,203,369,93,147,99,67,42,249,119,85,44,117,90,43,45,25,59,13,259 "0404",1927,1319,32,52,41,136,311,34,11,79,281,365,320,43,27,211,119,205,110,129,175,154,249,186,75,149,95,86,50,243,59,132,38,124,71,66,28,22,45,10,210 "0405",1683,1085,58,45,17,20,173,15,18,107,252,266,275,41,11,166,66,154,113,76,78,78,197,287,49,103,65,49,37,208,96,70,33,89,65,23,26,25,31,11,188 "0406",2738,1653,96,63,35,59,252,34,151,111,287,431,390,101,27,237,179,162,100,102,198,248,202,221,100,169,109,117,56,187,151,142,51,164,134,18,36,35,76,18,124 "0407",1181,775,24,66,20,21,121,13,18,88,127,231,199,24,15,142,54,110,60,66,99,87,180,107,52,109,65,52,39,90,31,61,30,68,48,25,20,21,37,1,79 "0408",3818,2123,103,136,55,46,289,43,271,147,333,534,597,167,51,320,228,199,158,105,317,354,216,329,171,244,182,159,84,221,98,196,88,206,161,40,60,38,92,19,176 "0411",2575,1476,65,65,41,24,365,26,21,114,220,365,350,54,43,245,135,170,78,78,175,158,214,260,106,150,97,70,65,214,89,103,61,124,71,52,38,33,51,10,189 "0412",2676,1831,93,136,41,89,273,26,26,190,368,532,497,63,42,292,154,281,173,171,294,214,252,315,111,187,149,159,70,426,54,168,50,127,118,92,116,30,192,14,177 "0413",2753,1842,54,123,40,38,306,25,20,145,517,444,628,186,33,254,155,315,140,90,213,317,311,300,143,239,250,94,58,273,76,228,53,121,99,117,49,35,84,13,267 "0414",2798,1816,46,96,39,41,266,40,19,105,572,507,496,76,22,304,155,353,116,112,224,193,281,398,116,221,166,135,67,286,72,162,70,140,116,72,65,29,134,11,213 "0415",2328,1468,57,67,49,91,198,25,31,121,258,348,385,119,37,189,132,169,75,113,161,211,197,228,115,152,92,77,64,229,69,137,42,96,128,35,41,29,44,21,174 "0416",2322,1334,55,88,41,47,189,20,20,108,274,347,339,41,25,219,110,156,72,143,167,118,191,243,95,164,98,55,56,194,43,124,44,109,61,20,38,29,60,9,165 "0417",2377,1444,20,72,24,54,320,13,28,80,437,387,401,50,21,146,133,151,294,173,141,189,414,172,74,152,89,96,51,334,94,142,45,123,70,78,40,18,52,11,255 "0418",1411,883,24,31,13,34,187,10,14,47,265,228,232,39,13,76,86,79,183,122,104,134,215,92,48,77,87,78,38,178,37,74,28,79,46,40,34,14,39,7,137 "0419",1140,771,23,43,17,20,91,10,11,50,214,188,192,48,15,107,65,87,118,24,91,81,190,92,62,96,53,36,18,104,36,42,23,84,48,35,38,13,22,6,68 "0420",1927,1291,58,75,42,21,200,17,22,150,221,324,349,73,25,171,97,124,256,44,186,146,254,211,102,167,96,81,45,162,55,107,48,132,74,63,32,23,49,16,114 "0421",2334,1535,52,81,33,66,196,18,37,155,364,414,366,72,38,207,213,132,200,87,190,174,219,274,114,219,89,104,69,178,71,133,50,150,91,59,49,26,53,14,122 "0422",1435,992,29,50,33,49,133,21,11,54,259,237,254,118,25,98,134,83,141,50,117,155,120,149,73,131,56,70,31,119,59,79,48,91,57,28,28,10,58,16,85 "0423",1755,1184,25,30,8,33,372,5,13,82,261,319,279,84,21,152,98,186,107,78,119,146,245,155,73,149,73,63,53,210,52,103,40,93,72,66,30,8,38,9,176 "0424",1639,1072,36,74,26,34,233,22,16,83,156,286,255,70,29,171,84,134,63,56,128,144,188,132,88,125,68,65,42,102,65,78,39,88,61,55,31,9,41,18,105 "0425",1850,1225,48,72,28,17,136,20,23,76,319,303,284,71,24,203,99,128,44,56,133,156,119,197,99,120,85,57,49,120,56,99,39,91,75,25,36,20,46,11,99 "0428",1418,970,44,67,26,74,102,22,14,82,129,231,258,48,13,158,51,105,50,102,127,113,115,114,61,114,72,45,34,91,40,131,34,60,42,10,22,17,37,18,78 "0429",1337,867,25,40,11,35,148,17,22,58,166,194,221,71,17,117,73,67,47,75,90,146,81,109,54,72,41,47,23,138,87,69,24,58,76,29,30,13,34,12,62 "0430",2017,1367,31,50,25,77,300,16,19,90,310,389,292,74,21,216,98,168,73,145,173,188,174,188,74,112,67,41,41,301,161,123,32,124,84,43,28,28,48,12,174 "0431",1159,828,33,50,22,42,108,16,18,57,122,214,185,70,17,143,75,69,41,39,91,143,76,109,75,97,67,44,36,63,22,62,32,59,66,19,25,17,29,10,63 "0432",1481,974,37,67,26,65,127,30,28,76,136,240,262,90,27,152,78,103,49,71,130,157,119,128,83,106,62,53,43,112,51,63,49,79,71,29,28,17,42,14,95 "0433",1618,1085,27,31,17,34,318,12,16,67,254,288,292,69,20,172,80,173,118,85,122,159,242,144,76,135,68,60,58,202,58,62,41,95,59,74,28,13,36,10,184 "0434",1778,1218,34,68,34,50,150,21,24,96,263,279,311,99,40,134,110,145,134,68,135,185,154,169,69,136,82,75,54,153,61,113,41,126,73,35,34,21,27,14,113 "0435",1957,1273,64,58,18,36,192,21,18,99,289,310,303,51,171,114,78,144,121,76,147,106,336,130,77,145,103,53,51,188,60,94,34,82,59,33,28,14,55,7,268 "0436",1900,1288,47,67,28,82,277,11,25,95,209,348,337,71,31,162,119,174,122,105,181,151,279,151,101,150,86,121,50,177,51,140,48,122,63,40,37,23,53,10,141 "0437",1531,1054,43,80,19,26,170,17,19,111,174,293,248,52,21,135,74,155,99,59,266,83,261,85,85,115,78,71,43,144,34,89,34,98,54,41,32,13,38,7,143 "0438",2204,1549,48,94,44,75,218,26,27,149,285,392,370,68,46,200,125,194,113,116,196,174,264,227,87,143,115,66,88,240,107,135,53,126,81,66,52,19,69,8,148 "0439",3056,2030,81,135,59,97,303,32,108,195,359,594,521,73,36,334,193,275,156,179,254,283,394,303,112,193,259,169,55,481,83,213,57,175,97,145,74,34,91,9,227 "0440",1692,1147,45,75,37,54,135,23,25,104,279,314,349,84,27,176,134,116,89,93,147,145,223,199,88,135,89,58,51,170,98,101,39,103,73,164,23,18,38,13,119 "0441",1379,900,30,94,35,37,129,19,26,63,144,230,254,78,23,118,102,98,52,55,141,159,84,122,96,106,62,60,41,98,53,63,31,71,75,37,37,15,35,14,79 "0442",677,458,27,31,17,5,42,8,6,60,71,110,114,30,9,68,41,55,18,21,76,41,40,73,40,59,33,11,21,42,15,43,22,37,25,9,6,7,20,2,39 "0443",684,416,14,44,16,17,51,10,10,39,62,110,110,31,11,72,40,37,23,28,63,53,41,72,20,59,36,32,18,35,19,36,19,35,30,9,17,7,23,9,29 "0444",2660,1646,66,95,35,99,317,20,26,149,338,459,447,58,29,252,111,290,152,159,210,152,404,264,102,193,93,113,67,348,67,166,33,89,64,125,29,20,48,8,505 "0445",132,96,5,3,2,3,12,0,1,6,18,23,14,1,1,22,3,6,1,11,15,4,8,13,7,8,5,4,2,5,2,7,2,3,3,1,3,3,4,1,8 "0446",263,166,9,20,4,2,15,2,2,15,29,46,33,6,3,29,10,19,11,11,24,17,10,28,4,27,12,2,10,14,4,13,3,12,5,3,5,5,7,0,16 "0603",1320,896,25,46,18,26,115,22,15,74,173,193,213,68,18,119,71,61,50,57,94,137,67,117,67,79,60,30,26,77,46,43,25,59,67,33,22,13,40,13,58 "0709",2159,1382,44,92,26,64,349,33,36,75,185,343,377,127,39,148,168,224,41,81,149,223,299,168,110,170,104,92,58,160,84,121,57,84,138,55,36,31,42,31,156 "0710",1556,1063,42,62,28,46,179,23,27,75,144,233,297,119,24,120,112,128,40,43,117,163,159,119,139,89,69,85,40,69,77,79,40,69,91,46,32,14,37,21,85 "0712",1793,1191,42,63,27,66,115,30,26,75,290,271,336,123,22,156,138,122,47,84,132,213,169,146,103,144,84,77,47,121,69,118,35,86,104,30,26,26,37,23,115 "0713",1941,1230,39,63,33,33,299,23,26,97,125,313,285,83,35,157,90,197,58,53,158,135,235,135,98,115,97,67,42,159,63,69,42,101,80,28,34,18,38,18,162 "0714",1710,1157,60,83,31,53,142,23,38,83,155,288,284,143,25,151,128,89,60,43,131,213,154,136,128,128,76,86,39,103,53,83,39,98,112,27,25,22,40,18,101 "0715",1902,1325,42,74,34,44,228,23,28,88,256,299,357,95,27,165,118,240,82,51,145,199,212,167,98,162,79,75,42,184,68,76,51,100,109,29,33,30,49,18,195 "0716",1285,903,28,71,37,39,142,15,14,68,131,226,235,76,12,76,57,267,75,24,107,149,132,114,50,124,69,49,38,112,47,56,36,69,66,51,35,24,29,12,78 "N036",0,9,0,1,1,0,2,0,2,0,1,6,1,0,0,1,4,1,0,1,2,2,0,1,1,1,0,4,1,0,0,2,0,0,0,1,0,3,1,0,0 "N038",0,2,0,0,0,0,1,0,1,0,0,1,1,1,1,0,0,0,0,0,1,0,0,0,1,0,0,0,0,1,0,1,1,0,0,0,0,0,0,0,0 "N039",0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N040",0,24,0,1,2,2,2,1,0,0,3,1,7,2,1,4,4,0,1,1,2,3,0,3,3,3,1,0,0,1,4,2,0,0,6,1,1,0,0,0,1 "N240",0,763,41,38,11,14,69,11,33,112,114,230,165,41,11,140,80,52,55,28,98,92,68,105,50,91,49,40,21,77,30,45,21,108,42,10,23,12,41,6,34 "N242",0,268,13,12,9,7,43,3,4,42,42,74,77,11,6,48,33,40,19,13,42,36,31,42,18,35,24,13,16,29,22,18,2,39,21,10,9,6,14,3,13 "N243",0,592,25,49,9,63,41,7,2,86,77,178,125,32,11,93,50,41,34,71,96,61,55,80,38,62,31,22,26,84,43,79,21,56,34,12,15,5,21,8,39 "N244",0,2519,56,106,64,344,240,25,24,293,335,647,623,147,74,392,191,162,127,383,334,284,271,327,156,227,148,122,80,357,162,399,47,322,135,53,52,25,61,28,130 "" " COUNCIL AREA 11" " Precincts Counted 25 100.00%" " Absentee Precincts Counted 10 100.00%" "(440) Registered Voters 62,710 100.00%" "(441) Ballots Cast 40,553" " " " SUBAREA 112" "(442) Rafael Cruz 5,170 19.91%" "(443) Roberto Curbelo, Jr. 8,381 32.28%" "(444) Armando Pomar 2,655 10.23%" "(445) Silvio J. Silveira 1,455 5.60%" "(446) Tony Varona, Jr. 8,301 31.97%" " " " SUBAREA 113" "(449) Jerry Brooks 6,064 23.08%" "(450) Frank J. Cobo 3,754 14.29%" "(451) Michael S. Mills 4,727 17.99%" "(452) Celso Peruyera 1,365 5.19%" "(453) Juan C. Zapata 10,367 39.45%" " " " SUBAREA 114" "(456) Ed Blanco 2,459 9.40%" "(457) Marcia G. Cummings-Grayson 3,040 11.62%" "(458) John Feinberg 3,585 13.70%" "(459) Ray Gurucharri 568 2.17%" "(460) Rose Martin 2,642 10.10%" "(461) Rey Martinez 3,590 13.72%" "(462) Domingo M. Moya 1,378 5.27%" "(463) Guillermo Ramos 1,791 6.85%" "(464) Alex Stanziola 615 2.35%" "(465) Clayton Thomas 2,756 10.53%" "(466) Manuel G. Vera 3,738 14.29%" " " " SUBAREA 115" "(469) Gwen E. Calloway 7,424 28.57%" "(470) Tomas D. Diego 2,562 9.86%" "(471) Nilo A. Hernandez 4,239 16.32%" "(472) Det H. Joks 882 3.39%" "(473) Jose R. Levy 2,215 8.53%" "(474) Emilio Lopez 5,836 22.46%" "(475) Jon Speisman 2,824 10.87%" " " " SUBAREA 116" "(478) Robert Earp 3,713 14.71%" "(479) Jeff Greenberg 7,454 29.53%" "(480) Michael Alan Melvin 2,502 9.91%" "(481) Hector M. Varela 11,575 45.85%" " " "Precinct"," (440)"," (441)"," (442)"," (443)"," (444)"," (445)"," (446)"," (449)"," (450)"," (451)"," (452)"," (453)"," (456)"," (457)"," (458)"," (459)"," (460)"," (461)"," (462)"," (463)"," (464)"," (465)"," (466)"," (469)"," (470)"," (471)"," (472)"," (473)"," (474)"," (475)"," (478)"," (479)"," (480)"," (481)" "0701",3368,2103,502,663,96,44,293,222,256,132,81,756,123,125,90,21,105,322,180,104,28,90,275,279,153,333,30,102,432,77,139,243,106,865 "0702",2832,1854,227,493,91,59,416,196,192,136,62,696,106,132,129,21,109,291,43,75,26,80,293,276,130,246,32,110,348,92,124,277,90,719 "0703",2891,1727,181,267,149,55,372,363,137,224,48,329,96,145,240,23,125,114,37,64,18,104,149,341,85,132,37,148,217,145,154,476,101,385 "0704",3141,1995,201,602,127,58,396,204,256,128,67,621,104,128,91,17,100,193,47,124,25,70,372,198,128,389,36,82,364,84,130,210,83,742 "0705",2243,1449,159,344,97,86,330,140,211,119,65,449,95,97,59,13,84,201,45,88,22,64,201,159,100,248,26,82,285,62,96,138,91,583 "0706",2127,1376,170,300,56,47,365,152,153,116,82,375,68,105,90,15,62,115,38,82,21,76,184,207,95,182,27,57,232,58,88,165,73,500 "0707",555,376,35,51,24,17,86,54,47,36,14,62,21,17,18,3,19,23,39,17,3,30,21,53,16,41,4,14,62,19,32,47,21,107 "0711",2199,1338,139,207,97,45,310,197,123,231,35,278,117,106,131,16,88,70,33,74,11,92,103,265,90,113,23,73,169,97,119,262,83,352 "0732",3024,1814,256,398,97,59,384,156,203,121,86,575,128,109,89,20,89,204,57,95,33,63,201,213,118,231,43,79,372,70,131,189,95,673 "0733",3834,2382,358,536,143,77,474,300,179,189,89,938,173,147,215,26,132,244,84,128,29,139,251,404,120,318,54,127,407,149,203,444,120,780 "0734",1705,1123,130,186,74,42,247,214,76,168,27,220,51,83,149,9,65,158,26,26,8,95,70,244,40,68,22,87,128,125,124,315,76,198 "0735",1274,836,100,113,80,23,170,135,89,140,23,122,34,50,104,6,66,161,25,26,6,75,34,174,41,56,20,68,90,73,85,221,48,174 "0736",2934,1600,226,314,113,56,303,200,102,166,51,512,72,124,122,26,84,193,84,66,25,87,119,252,71,215,33,71,255,108,130,263,108,452 "0737",2981,1733,214,437,114,53,331,264,174,165,66,433,94,133,131,26,130,148,72,87,18,107,157,271,104,191,34,88,296,111,146,285,106,539 "0738",3702,2173,293,530,131,67,362,328,136,248,44,691,140,173,186,67,134,156,123,84,37,154,171,467,102,209,48,108,292,167,225,434,130,567 "0739",2383,1475,154,378,96,51,286,255,127,167,49,377,86,109,154,36,111,83,65,58,18,98,121,228,152,136,27,86,194,155,133,339,82,378 "0740",4299,2470,344,474,195,110,469,417,218,330,69,635,221,179,219,46,156,194,54,92,138,194,199,546,137,267,57,116,331,167,266,523,155,664 "0741",3290,2173,195,386,180,75,435,388,148,410,50,413,134,203,325,23,173,84,47,63,25,170,139,611,139,115,58,141,185,198,245,567,152,412 "0742",1411,879,125,120,65,25,191,175,71,132,23,133,45,74,98,13,77,50,11,29,8,86,47,204,54,57,28,46,86,71,111,193,78,155 "0743",1085,688,99,81,60,39,139,143,54,124,29,98,40,60,79,7,56,43,14,22,5,81,39,155,72,38,30,43,65,61,82,182,63,123 "0744",2530,1585,187,321,95,54,331,278,149,281,40,288,116,162,185,26,112,77,42,80,26,99,109,354,74,122,36,113,184,146,164,388,101,363 "0757",2389,1531,180,332,99,46,326,279,123,241,50,285,65,127,148,12,127,80,28,54,13,203,127,322,245,79,34,73,129,141,185,335,132,297 "0759",2013,1392,165,169,103,108,337,328,81,202,38,264,106,108,116,17,114,88,25,66,21,152,86,391,62,96,36,69,153,107,176,225,114,432 "0762",3039,1686,229,334,120,68,301,267,141,204,58,401,89,110,154,51,157,109,67,64,19,174,109,330,93,128,53,82,228,153,183,301,122,426 "0763",1461,862,108,148,64,32,188,139,98,92,41,168,54,72,85,11,54,72,32,43,11,50,61,136,46,115,14,56,122,59,92,131,55,257 "N060",0,8,1,2,1,1,1,1,2,2,1,0,0,1,1,0,1,1,1,1,0,0,0,2,0,0,1,0,1,0,1,1,0,3 "N061",0,15,4,1,0,0,4,4,0,2,0,3,0,2,1,0,2,1,0,1,1,1,0,6,0,1,0,1,1,0,3,3,1,2 "N062",0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N067",0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N072",0,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N272",0,615,71,58,35,23,149,78,79,64,30,83,24,52,33,6,40,40,30,24,6,46,35,106,36,41,16,21,72,37,40,82,35,161 "N273",0,966,86,97,44,24,219,152,87,127,26,109,42,77,128,10,55,56,17,33,8,56,42,181,45,40,21,67,88,68,74,193,56,175 "N274",0,108,5,19,1,2,34,9,18,11,10,16,3,10,4,1,7,8,7,10,2,5,4,15,5,13,2,1,18,5,9,5,6,33 "N279",0,155,19,19,5,6,37,13,24,8,11,33,11,14,4,0,5,10,5,11,4,7,16,18,9,16,0,3,27,9,12,12,12,52 "N284",0,60,7,1,3,3,15,13,0,11,0,4,1,6,7,0,3,1,0,0,0,8,3,16,0,3,0,1,3,10,11,5,7,6 "" " COUNCIL AREA 12" " Precincts Counted 43 100.00%" " Absentee Precincts Counted 42 100.00%" "(487) Registered Voters 56,451 100.00%" "(488) Ballots Cast 39,393" " " " SUBAREA 121" "(489) Nancy Greene 16,276 68.24%" "(490) Harvey Siegel 7,574 31.76%" " " " SUBAREA 122" "(493) Albert Armada 2,215 9.09%" "(494) Theresa Nelson Ashkar 1,729 7.10%" "(495) Ted Bartelstone 2,816 11.56%" "(496) Waldo Faura, Sr. 1,036 4.25%" "(497) Nancy G. Pastroff 3,772 15.48%" "(498) Juan A. Primo 1,486 6.10%" "(499) Hector M. Rivero 2,513 10.31%" "(500) Ana-Maria Schwartz 4,821 19.79%" "(501) Kimball D. Woodbury 3,976 16.32%" " " " SUBAREA 123" "(504) Maytee D. Armesto 5,403 26.34%" "(505) Carlos Borrego 2,605 12.70%" "(506) Tony Casas 4,704 22.93%" "(507) Paul Diaz 5,153 25.12%" "(508) Luis Perez 2,649 12.91%" " " " SUBAREA 124" "(511) George Alexander 2,961 12.60%" "(512) Micheline Benoit-Tessier 714 3.04%" "(513) Anthony Burke 1,843 7.84%" "(514) Alison R. Eckert 1,298 5.52%" "(515) Danny Fresco 663 2.82%" "(516) Edward D. Levinson 3,244 13.80%" "(517) Octavio E. Mestre 3,067 13.05%" "(518) Maureen O'Donnell 3,477 14.80%" "(519) Randi Ellen Robbins 1,079 4.59%" "(520) Roy Valdes 2,837 12.07%" "(521) Frank E. Weiss 2,318 9.86%" " " " SUBAREA 125" "(524) John Alessi 1,277 5.09%" "(525) Robert Elwyn Beckner 777 3.10%" "(526) Guillermo Blanco 1,374 5.48%" "(527) Pedro Busse 622 2.48%" "(528) Christine Citarelli 665 2.65%" "(529) Marlene D. Cutler 2,348 9.36%" "(530) Maria R. de la Portilla 4,269 17.03%" "(531) Kristine M. Fuentes 725 2.89%" "(532) Soraya Jiha 1,051 4.19%" "(533) Patrick Karakadze 302 1.20%" "(534) Kevin Kline 1,707 6.81%" "(535) Joe Lopez-Calleja 2,055 8.20%" "(536) James B. Miller 1,844 7.35%" "(537) Rick L. Patterson 1,069 4.26%" "(538) Anthony C. Rivas 383 1.53%" "(539) Nathan Rosenbaum 2,175 8.67%" "(540) Magaly Salam 415 1.66%" "(541) Thomas Valerius 382 1.52%" "(542) Earl A. Van Dorien, Jr. 440 1.75%" "(543) Sandy Youkilis 1,194 4.76%" " " " SUBAREA 126" "(546) Augustine Olabode Ajagbe 1,468 5.98%" "(547) Michael S. Cease 1,080 4.40%" "(548) Efrain Dominguez 2,698 11.00%" "(549) William Grodnick 1,708 6.96%" "(550) Larry Harris 3,070 12.51%" "(551) Steven H. Kassner 1,819 7.42%" "(552) John L. O'Brien 3,023 12.32%" "(553) Michael S. Perse 737 3.00%" "(554) John Phelan 661 2.69%" "(555) Carlos A. Plantada 2,839 11.57%" "(556) David A. Ricks 1,058 4.31%" "(557) Dave Snyder 1,895 7.72%" "(558) Dolores Zell 2,475 10.09%" " " "Precinct"," (487)"," (488)"," (489)"," (490)"," (493)"," (494)"," (495)"," (496)"," (497)"," (498)"," (499)"," (500)"," (501)"," (504)"," (505)"," (506)"," (507)"," (508)"," (511)"," (512)"," (513)"," (514)"," (515)"," (516)"," (517)"," (518)"," (519)"," (520)"," (521)"," (524)"," (525)"," (526)"," (527)"," (528)"," (529)"," (530)"," (531)"," (532)"," (533)"," (534)"," (535)"," (536)"," (537)"," (538)"," (539)"," (540)"," (541)"," (542)"," (543)"," (546)"," (547)"," (548)"," (549)"," (550)"," (551)"," (552)"," (553)"," (554)"," (555)"," (556)"," (557)"," (558)" "0606",128,75,21,16,6,1,5,2,9,2,0,12,7,9,7,5,4,4,2,0,0,2,2,5,6,13,0,1,8,1,3,2,0,1,2,7,2,0,0,7,1,3,2,0,7,0,0,0,2,3,0,3,2,13,4,3,0,1,2,0,9,3 "0619",2001,1395,469,445,50,58,238,17,106,23,50,104,165,121,78,144,225,60,92,25,49,47,10,173,58,127,29,58,65,32,31,18,33,27,111,71,18,17,6,56,96,64,40,7,52,12,18,26,49,26,27,35,42,183,58,133,23,29,51,37,62,74 "0620",1144,760,288,145,52,29,39,43,71,49,57,70,75,124,63,105,67,65,59,7,27,24,12,32,95,63,15,78,38,19,15,25,14,10,41,121,14,20,10,27,31,36,25,15,21,10,2,5,18,27,18,60,22,47,21,57,5,12,105,9,41,43 "0621",371,237,112,25,16,19,10,4,15,6,15,21,26,44,12,21,28,9,33,1,34,3,1,12,7,14,6,15,8,13,4,6,0,0,10,9,1,9,0,7,3,36,12,1,5,4,3,3,4,20,14,8,6,28,10,10,0,3,2,6,5,13 "0622",776,545,230,82,19,15,20,7,160,18,24,70,58,84,29,46,43,50,30,4,19,17,6,31,49,59,15,25,45,15,8,17,13,8,27,53,12,5,3,27,21,30,11,6,25,6,6,6,19,11,14,33,13,35,29,61,9,10,28,4,24,30 "0623",415,300,118,48,17,10,22,4,24,11,12,36,48,33,21,24,34,18,21,7,12,9,2,18,20,33,8,11,17,9,11,10,8,8,16,19,5,1,3,14,0,19,9,2,8,2,5,6,11,10,11,15,7,24,15,23,4,0,15,10,21,10 "0625",400,269,100,55,7,8,19,3,36,9,12,24,30,42,17,22,24,14,25,5,8,12,3,21,10,27,5,14,17,13,7,6,5,8,13,14,3,5,1,7,11,11,9,1,17,1,5,6,10,7,8,12,10,17,17,26,3,1,10,5,13,20 "0637",42,27,7,6,1,1,2,0,2,1,2,2,1,4,2,2,0,2,1,2,0,1,1,0,4,4,0,0,1,0,0,0,2,1,1,2,0,0,0,1,4,0,0,0,0,0,2,0,2,0,0,3,1,1,0,1,0,0,3,0,1,2 "0639",24,13,5,3,2,0,3,0,0,0,0,0,2,3,2,1,3,1,2,0,1,1,0,1,1,0,2,0,0,0,1,1,0,0,0,0,0,0,0,1,0,2,1,0,0,1,0,0,0,0,0,0,0,2,1,3,0,0,0,0,0,0 "0641",44,33,16,5,1,0,2,0,5,1,2,5,4,3,5,0,5,2,6,0,1,3,0,0,1,3,1,0,3,1,0,0,2,1,4,2,1,1,0,2,0,0,1,0,1,0,0,1,1,0,1,0,2,1,1,4,1,3,1,0,1,4 "0708",110,76,35,10,6,2,7,3,6,3,9,8,9,10,10,12,10,6,7,1,2,2,2,2,8,8,2,9,2,0,1,2,1,3,4,16,1,0,0,2,4,6,3,0,4,1,0,0,1,3,1,12,6,2,2,5,0,2,4,0,6,5 "0717",2114,1331,526,241,80,42,70,77,141,79,70,125,125,167,102,173,111,102,115,13,46,47,14,68,124,118,29,99,74,32,29,43,25,21,58,225,22,22,14,57,34,56,37,10,45,13,10,16,42,47,34,103,42,82,43,94,12,23,136,39,52,64 "0718",607,444,188,78,63,14,17,13,29,36,41,51,25,73,36,59,35,69,38,5,19,9,10,28,73,24,9,55,14,8,13,23,11,8,13,121,16,7,2,7,25,10,4,5,23,4,2,4,5,19,11,66,9,19,21,18,4,3,73,6,21,23 "0719",1981,1272,529,223,76,57,120,32,80,61,71,143,178,204,93,149,126,91,97,30,68,42,27,86,89,117,33,79,72,50,34,27,16,30,59,135,26,25,14,68,47,67,35,19,47,23,6,16,47,32,42,75,57,85,51,123,10,19,84,34,65,82 "0720",1520,1047,457,162,53,284,69,24,29,167,70,49,65,180,82,135,102,77,72,17,43,34,25,41,149,95,20,90,52,21,16,33,31,13,46,165,26,29,6,43,47,63,25,27,19,15,13,10,23,40,36,98,32,79,33,69,5,17,110,14,42,68 "0721",2600,1669,670,363,76,68,103,41,185,88,101,197,195,231,92,193,244,119,132,41,68,55,32,169,141,152,46,95,101,42,34,44,18,25,99,147,25,35,12,86,165,59,30,13,137,21,12,27,95,53,37,110,67,168,106,136,24,25,124,37,78,86 "0722",541,316,130,60,14,15,19,1,36,9,13,41,41,39,21,32,26,30,29,8,12,13,6,29,11,39,7,11,20,15,10,10,4,5,22,21,5,3,2,13,13,15,13,2,31,4,1,2,8,10,7,13,18,17,20,27,4,4,14,11,14,26 "0723",1057,764,344,160,56,26,43,14,104,42,64,87,59,102,54,80,143,44,104,11,17,24,17,66,86,47,25,82,34,15,13,28,11,6,29,114,13,50,8,27,47,35,18,8,48,8,25,12,17,65,12,58,28,62,51,44,19,9,78,10,35,28 "0724",1832,1178,498,189,94,38,63,45,83,80,115,130,98,188,103,147,161,75,80,18,43,44,25,73,138,112,27,103,46,33,17,47,29,30,38,217,26,27,8,45,63,54,23,14,35,13,6,10,37,41,19,104,32,70,39,92,25,18,138,17,60,65 "0725",1895,1298,548,216,106,36,63,107,118,57,120,164,82,173,118,191,150,100,89,25,51,27,30,69,182,93,28,143,59,23,15,48,19,16,40,218,31,41,15,37,163,45,25,20,53,11,6,10,38,52,26,117,40,67,48,84,15,42,269,9,48,54 "0726",2008,1329,541,184,167,49,46,66,56,66,176,136,56,274,130,207,100,115,69,18,52,39,41,33,216,69,15,219,34,22,20,95,28,13,23,262,39,25,12,29,161,40,23,20,13,15,2,10,15,46,61,195,22,75,27,64,30,13,218,13,40,35 "0727",1144,794,345,140,29,23,66,15,95,29,51,86,107,114,55,102,93,53,69,16,44,30,17,63,58,74,26,66,48,43,23,23,6,18,37,74,13,14,10,46,24,59,24,7,31,11,26,13,24,28,21,46,38,44,43,85,12,12,42,15,56,66 "0728",2256,1309,513,290,77,48,81,16,125,30,64,205,144,191,70,137,168,88,176,27,54,30,14,265,65,85,30,73,62,43,27,41,15,21,87,126,27,26,8,89,36,61,30,14,99,10,11,9,37,48,39,94,52,106,98,81,24,22,60,43,76,76 "0729",2686,1510,631,266,121,61,83,15,105,60,149,204,117,232,84,168,225,125,127,44,84,46,27,96,129,105,29,156,64,56,27,80,18,21,63,199,42,62,19,54,71,55,33,11,75,23,10,11,28,87,56,163,55,88,60,96,15,15,103,21,73,89 "0730",1793,1116,528,201,80,45,70,29,113,32,68,175,111,203,70,169,99,72,74,38,60,41,25,68,86,116,47,65,110,32,30,46,17,34,54,146,34,21,8,57,47,45,35,13,61,22,7,9,32,27,24,94,28,67,61,93,14,22,119,14,81,94 "0731",1444,980,430,158,76,41,49,21,62,59,105,117,97,145,90,143,107,92,78,13,40,42,19,41,131,83,24,117,36,20,15,46,21,20,42,212,24,33,7,35,44,51,22,12,22,9,5,12,26,39,22,127,18,70,31,63,10,13,100,31,46,67 "0745",2359,1531,624,293,112,60,95,34,125,58,132,209,109,210,99,204,182,121,107,31,83,35,38,120,139,120,37,112,93,55,40,51,20,27,63,231,33,32,17,57,59,55,45,20,86,20,10,17,31,53,41,146,66,116,75,106,14,23,108,33,61,87 "0746",966,656,260,140,14,32,45,5,81,13,26,112,73,94,42,70,65,34,44,11,28,28,4,70,24,70,24,24,54,34,11,11,5,10,35,38,4,4,2,34,21,33,25,3,64,5,8,13,38,18,20,18,67,50,37,64,7,11,13,7,37,61 "0747",1945,1172,428,210,76,38,71,35,78,41,90,136,87,143,76,145,175,66,71,18,51,42,28,63,83,99,29,94,53,36,18,42,23,25,39,154,20,44,11,53,41,42,23,10,54,19,5,9,22,62,23,88,43,78,46,85,14,13,86,14,54,65 "0748",1538,1008,416,199,61,34,56,38,99,29,62,148,101,117,76,144,118,65,73,13,47,29,20,122,68,71,28,77,73,35,29,72,20,9,40,107,13,17,11,44,45,35,28,6,83,10,17,20,25,31,30,56,42,63,52,87,28,8,115,44,53,49 "0749",3060,2031,906,385,85,96,200,119,179,42,114,249,202,198,86,203,599,101,155,36,116,65,23,143,101,223,58,169,169,89,39,122,16,32,121,161,40,164,17,91,80,88,67,17,88,13,22,15,66,77,38,92,86,200,57,175,54,47,131,146,84,166 "0750",1980,1261,515,261,68,48,92,15,153,39,82,169,117,157,95,155,135,84,73,18,52,36,25,134,102,112,53,77,75,60,16,48,50,26,87,107,22,37,12,54,43,42,27,12,105,9,17,17,50,42,35,82,81,99,82,73,24,21,77,37,46,73 "0751",1457,1007,423,222,51,35,92,16,106,27,41,131,140,119,68,115,170,69,71,20,54,44,23,134,66,93,23,74,55,41,19,20,36,11,194,68,11,38,7,33,76,29,22,5,44,7,11,11,37,44,27,54,39,85,57,72,31,13,49,72,56,92 "0752",1479,966,383,243,50,39,70,8,107,18,47,113,169,130,55,93,195,49,61,13,51,35,19,137,40,91,22,74,64,35,23,13,14,13,198,62,18,27,2,44,84,54,21,10,47,4,5,7,22,33,21,60,26,85,53,70,32,12,30,97,54,64 "0753",3043,2008,935,405,86,75,179,50,237,38,87,267,260,279,136,254,266,113,138,36,125,74,37,183,100,205,67,93,166,99,41,73,19,28,174,117,33,47,6,79,85,163,67,10,132,16,22,22,82,87,113,70,134,176,97,159,59,65,75,47,102,126 "0754",2307,1541,588,366,40,36,117,18,199,28,55,264,146,184,84,182,164,88,74,15,64,56,13,175,63,130,90,55,138,55,24,44,14,23,97,98,16,9,6,105,68,74,39,7,200,6,22,14,46,36,46,44,172,168,105,133,37,23,55,33,75,107 "0755",417,280,146,46,13,10,26,3,47,4,15,36,28,36,22,38,47,20,28,7,13,12,3,25,9,39,6,24,16,8,3,24,5,5,13,16,6,17,1,15,17,10,10,0,16,0,1,6,9,21,3,12,7,27,14,47,10,7,8,8,19,16 "0756",2230,1462,686,263,66,67,113,23,137,24,84,211,183,196,101,156,220,99,118,34,98,50,21,104,54,148,52,126,90,58,39,24,15,27,68,93,26,87,8,69,93,90,58,7,87,23,17,18,39,104,38,67,71,122,60,149,41,15,42,57,59,159 "0760",138,94,47,19,3,7,9,1,5,4,3,15,13,8,8,9,18,9,6,2,4,2,1,13,4,6,3,8,6,2,0,1,0,0,17,13,0,2,1,3,3,6,4,2,5,0,0,0,4,2,3,4,3,9,3,9,2,0,6,9,3,6 "0761",14,5,1,0,0,1,0,0,0,1,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,1,1,0,0,0,0,0,0,0,0,1,0,0,0 "0804",1623,1065,467,234,49,46,110,9,122,28,37,173,108,157,55,139,142,58,68,18,64,40,16,113,50,98,39,54,101,37,18,26,11,22,64,63,21,16,6,66,70,56,41,7,119,14,12,11,30,45,33,47,82,164,54,77,60,22,40,23,42,73 "0805",650,392,180,69,23,16,34,4,40,17,23,41,49,67,26,42,48,29,45,8,37,19,8,18,18,36,7,24,18,16,7,15,2,9,27,24,6,14,3,23,8,24,26,2,20,3,2,4,9,27,8,19,25,28,19,25,7,3,20,4,33,28 "0840",312,216,102,36,5,14,16,5,24,5,5,35,35,33,20,24,25,22,24,3,21,12,6,17,2,19,9,12,13,11,2,9,2,7,21,6,5,4,3,13,19,14,14,0,9,1,3,2,10,13,10,9,16,18,3,25,21,5,4,4,11,15 "N049",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N054",0,4,1,0,0,0,0,0,1,0,0,1,0,1,0,0,0,0,0,0,0,1,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1 "N055",0,3,0,0,0,0,0,0,0,0,0,1,2,1,2,0,0,0,0,0,2,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,1,0 "N056",0,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,2,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,0,0,0,0,0,0,0 "N063",0,4,1,1,0,0,1,0,0,0,1,0,0,1,2,0,0,0,0,0,0,0,0,0,2,0,0,0,1,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,1,0,0,1,0,0,0,1,0,0,0 "N064",0,4,1,1,0,0,0,0,1,0,1,0,0,0,0,0,2,0,0,0,1,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,1,0,0,0,0,0,0,0,0,0,1,1,0,0,0,0,0,0 "N065",0,3,0,0,0,0,0,1,0,0,0,0,0,0,0,0,1,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0 "N066",0,1,1,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0 "N068",0,15,3,3,0,2,0,0,1,0,0,2,2,2,0,1,2,0,2,0,0,0,0,0,0,1,0,3,0,0,0,0,0,0,2,1,0,2,0,0,0,0,1,0,1,0,0,0,0,0,1,1,0,0,1,1,0,0,0,0,0,1 "N069",0,6,2,0,0,0,0,0,0,0,0,0,0,0,1,0,1,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0 "N070",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N071",0,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N074",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N076",0,1,1,0,0,0,0,0,0,0,0,0,1,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0 "N261",0,25,6,4,0,0,0,2,5,0,0,2,3,4,0,2,3,0,0,1,1,1,0,4,0,3,0,0,0,0,0,0,0,0,3,1,0,1,1,0,0,0,0,0,2,1,0,2,0,0,0,0,1,0,4,0,0,0,2,0,1,5 "N266",0,75,25,10,2,1,5,2,4,0,0,5,6,6,2,1,11,3,3,2,2,1,0,1,2,12,1,2,2,2,0,2,1,0,3,1,1,1,1,2,1,1,4,1,1,0,1,3,1,0,0,4,0,3,2,8,1,3,1,0,2,2 "N267",0,177,61,25,6,5,4,15,9,4,28,18,9,17,14,13,17,11,12,1,0,2,2,10,31,11,3,13,4,1,1,7,1,2,4,37,4,1,2,4,4,2,1,8,6,1,3,1,3,1,8,30,2,5,3,12,1,2,20,0,6,1 "N268",0,239,70,43,5,5,21,2,24,3,10,24,27,18,7,25,23,14,21,1,8,4,0,31,12,24,2,2,9,7,5,5,4,3,21,9,1,2,1,6,4,11,7,5,15,2,1,2,15,0,2,7,12,20,11,24,1,5,2,7,10,8 "N275",0,77,34,14,4,5,3,0,4,4,8,14,5,9,5,11,14,6,1,3,3,3,0,3,11,9,3,5,6,2,4,1,0,2,4,12,0,0,1,2,4,4,2,2,6,0,2,0,2,1,4,13,0,1,5,3,2,4,5,3,2,3 "N276",0,87,31,10,3,4,4,1,13,1,4,9,4,9,4,6,6,4,8,3,5,2,0,11,7,4,2,0,3,2,3,0,0,1,1,6,1,0,0,4,2,3,4,3,7,4,1,0,1,0,1,7,6,2,3,6,0,1,2,2,6,8 "N277",0,79,29,13,0,5,7,0,9,4,0,4,8,8,3,8,6,4,9,6,1,1,0,8,0,10,2,2,1,1,1,0,0,1,8,2,2,1,1,6,0,1,1,2,4,0,2,1,3,1,2,1,2,4,7,9,0,0,3,2,3,0 "N278",0,71,22,12,2,4,4,2,5,0,3,3,6,9,4,7,3,1,6,2,1,3,0,6,4,3,1,0,5,0,0,0,0,2,2,3,2,0,0,2,1,4,1,1,5,0,1,0,4,1,1,3,1,8,3,2,0,3,2,0,1,4 "N280",0,190,66,31,5,3,9,3,19,1,20,21,14,13,7,23,40,10,8,5,4,5,0,19,24,10,4,8,7,5,1,5,5,3,11,17,3,0,3,5,12,3,2,3,9,3,3,2,5,4,0,20,6,6,15,4,2,4,6,1,14,14 "N281",0,135,47,28,1,4,8,0,16,1,3,26,9,15,3,15,9,8,9,2,7,5,0,13,8,11,4,1,7,1,2,0,0,1,8,8,0,4,1,1,0,3,6,0,19,1,2,1,9,1,1,4,16,4,7,6,0,1,0,4,11,18 "N282",0,16,5,2,0,0,0,0,1,0,1,2,1,1,0,2,2,1,0,0,0,1,0,0,0,0,2,1,0,0,0,0,0,0,0,1,0,0,0,1,0,0,2,0,1,0,0,0,0,1,0,0,1,0,0,3,0,0,1,1,0,0 "N283",0,39,16,2,0,2,1,0,5,0,1,5,1,5,1,4,3,1,1,0,1,1,1,3,0,5,0,0,2,0,1,1,0,2,1,3,0,0,0,1,2,1,2,0,3,0,1,0,0,2,0,0,2,2,1,4,0,1,0,0,2,4 "N286",0,62,18,15,0,3,5,3,5,0,0,7,4,12,1,4,2,1,2,1,4,3,0,10,3,3,1,0,2,3,2,3,1,2,3,1,0,0,0,2,0,0,2,0,12,1,0,0,0,0,0,5,4,3,5,1,0,1,0,1,4,3 "N288",0,11,5,1,0,0,1,1,1,0,0,0,2,1,0,1,1,2,3,1,0,0,0,0,0,1,1,0,0,1,0,0,0,0,1,0,0,0,0,0,0,2,0,0,1,1,0,0,0,1,0,0,0,2,1,0,0,0,0,0,1,1 "N461",0,14,4,0,0,1,2,0,0,0,0,1,1,1,0,0,0,1,0,0,0,0,0,0,0,3,1,0,0,0,0,0,0,0,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,3,0,0,0,0,0,0 "N466",0,77,20,21,3,1,12,3,4,0,1,4,10,9,2,5,8,4,6,2,1,2,0,1,2,12,3,1,6,2,1,0,1,1,8,3,0,0,0,2,4,4,5,0,4,0,0,1,0,0,4,3,2,7,0,7,0,6,0,0,3,3 "N467",0,183,68,22,9,8,13,3,19,10,14,14,4,29,9,29,8,10,15,3,6,4,1,5,16,17,3,12,5,2,0,6,0,6,5,24,1,0,2,3,6,8,6,6,5,4,2,1,11,0,7,18,8,12,6,11,8,1,10,4,10,7 "N468",0,270,92,47,5,10,16,2,29,13,11,17,34,26,12,25,21,18,12,7,8,11,1,21,22,32,3,7,7,6,7,6,3,7,18,21,1,1,0,7,10,15,3,1,9,3,1,4,7,3,6,14,3,11,11,17,2,7,6,5,18,25 "N475",0,60,24,3,3,2,3,5,5,3,3,6,1,10,5,8,3,2,6,2,0,2,0,0,13,6,0,2,2,1,4,3,3,2,2,9,2,0,2,1,3,0,0,1,0,0,0,0,0,1,2,9,1,3,3,0,2,0,9,0,3,3 "N476",0,118,48,17,1,6,7,2,12,2,11,8,16,18,4,16,13,9,8,2,5,3,2,7,9,12,4,7,4,1,3,5,2,1,7,15,3,0,1,2,6,10,1,2,6,1,2,2,2,2,2,8,5,4,3,11,1,2,7,1,9,11 "N477",0,75,31,9,1,2,3,1,9,0,4,11,8,4,0,7,8,8,10,0,2,4,0,6,6,5,2,0,3,2,0,0,1,0,7,6,0,0,0,4,0,4,2,2,3,0,0,2,5,2,2,5,4,3,2,3,0,1,3,0,5,4 "N478",0,54,17,8,1,3,4,0,4,3,2,5,3,7,5,3,4,1,5,3,2,1,0,4,4,1,2,1,2,1,0,1,0,1,6,5,1,1,1,2,1,2,0,1,0,0,1,2,3,1,1,4,2,2,0,5,1,3,2,0,1,5 "N480",0,200,62,36,6,5,19,4,12,1,14,19,22,24,8,20,24,9,16,5,7,6,3,11,18,19,5,4,8,2,3,9,1,4,11,12,1,0,2,16,11,13,5,0,5,0,1,2,3,2,3,18,12,10,8,11,4,3,2,3,15,17 "N481",0,129,46,18,7,3,4,0,16,1,6,11,14,9,5,13,10,5,10,1,2,4,0,4,5,12,4,2,10,0,5,2,0,1,9,10,1,0,0,1,1,9,4,0,10,2,0,0,3,2,1,8,7,5,9,11,1,4,3,1,4,6 "N482",0,3,0,2,0,0,0,0,0,0,0,2,0,0,0,0,2,0,0,0,0,0,0,2,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0 "N483",0,33,12,5,1,1,3,0,2,0,2,3,5,7,1,4,0,2,2,0,3,1,0,1,4,3,0,1,2,1,1,2,0,1,0,2,1,0,0,1,4,3,1,0,0,0,0,2,1,1,1,3,2,1,0,3,1,1,1,2,0,2 "N486",0,40,12,6,1,0,3,2,2,1,1,2,5,1,3,7,3,2,3,1,2,3,0,1,3,2,0,2,1,2,0,0,0,0,2,3,0,0,0,1,7,3,0,0,0,0,1,2,1,2,1,0,0,6,0,3,1,1,2,1,3,1 "N488",0,20,9,3,2,0,0,0,1,0,0,2,4,3,0,3,1,1,0,1,3,0,0,0,0,3,1,0,1,0,0,0,0,0,0,0,0,0,2,2,0,1,0,0,1,2,0,0,1,0,0,0,0,1,0,3,0,1,0,0,1,4 "" " COUNCIL AREA 13" " Precincts Counted 9 100.00%" " Absentee Precincts Counted 6 100.00%" "(564) Registered Voters 12,488 100.00%" "(565) Ballots Cast 9,022" " " " SUBAREA 131" "(566) Paula Palm 4,388 77.19%" "(567) Sal Volpe 1,297 22.81%" " " " SUBAREA 133" "(570) J. Stephen Alessi 1,714 30.76%" "(571) Robert P. Harrison III 3,086 55.37%" "(572) Adaljisa Martinez 773 13.87%" " " " SUBAREA 134" "(575) Albert J. La Voie 744 11.89%" "(576) Susan M. Ludovici 4,152 66.36%" "(577) Thomas F. Walby 1,361 21.75%" " " " SUBAREA 135" "(580) Alexandra Kissanis Flinn 1,355 21.65%" "(581) Linda Robinson 2,353 37.59%" "(582) Marsha Matson Silverman 1,429 22.83%" "(583) Jeannette Sullivan 1,122 17.93%" " " " SUBAREA 136" "(586) Tom David 1,907 32.68%" "(587) William C. Dunn 1,381 23.66%" "(588) Beverly Gerald 1,831 31.37%" "(589) Gary Michael Pastorella 717 12.29%" " " "Precinct"," (564)"," (565)"," (566)"," (567)"," (570)"," (571)"," (572)"," (575)"," (576)"," (577)"," (580)"," (581)"," (582)"," (583)"," (586)"," (587)"," (588)"," (589)" "0806",1235,863,426,141,148,308,59,90,384,115,146,237,111,98,188,125,170,58 "0807",1098,743,325,108,150,227,58,53,306,133,127,188,101,81,156,111,150,49 "0808",1645,1132,519,195,213,383,101,82,496,176,183,278,201,145,263,159,245,112 "0809",454,329,147,52,65,102,27,35,135,50,36,77,65,39,67,36,72,27 "0810",1780,1184,583,190,239,414,83,74,619,153,154,454,170,131,242,191,289,75 "0811",968,599,322,65,117,209,88,37,318,91,89,151,70,96,104,115,114,67 "0819",1179,735,367,92,138,270,42,50,359,124,95,181,81,132,175,107,156,54 "0820",2458,1646,814,259,366,578,145,199,783,251,273,381,377,175,415,263,298,135 "0837",1671,1085,601,117,182,378,119,71,518,155,188,259,171,141,213,184,217,86 "N078",0,4,3,0,0,3,0,1,1,1,0,3,0,0,1,2,0,0 "N079",0,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N080",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N290",0,275,104,32,34,86,14,12,98,44,26,49,38,27,30,35,47,18 "N291",0,410,171,46,59,125,37,39,128,67,35,93,42,56,52,52,72,33 "N292",0,13,6,0,3,3,0,1,7,1,3,2,2,1,1,1,1,3 "" " COUNCIL AREA 14" " Precincts Counted 37 100.00%" " Absentee Precincts Counted 22 100.00%" "(595) Registered Voters 42,017 100.00%" "(596) Ballots Cast 26,611" " " " SUBAREA 142" "(597) C.F.S. Lafrance 8,312 46.73%" "(598) Raul A. Martinez 6,460 36.32%" "(599) Alex Sardinas 3,015 16.95%" " " " SUBAREA 143" "(602) Wilbur Bell 8,086 43.49%" "(603) Dennis Bohler, Jr. 3,675 19.77%" "(604) Curtis Henry Lawrence 6,831 36.74%" " " " SUBAREA 144" "(607) Ed Cohen 5,721 34.11%" "(608) Gary J. Dufek 2,967 17.69%" "(609) A.C. McGarey 6,451 38.46%" "(610) Jeffrey P. Salvin 1,635 9.75%" " " " SUBAREA 146" "(613) Frank J. Garcia 3,186 17.36%" "(614) Jeffry Gillman 3,620 19.73%" "(615) Phillip G. Henderson 2,651 14.45%" "(616) William H. Losner 5,331 29.05%" "(617) Joseph J. Mora 525 2.86%" "(618) Roy F. Potts 1,883 10.26%" "(619) Elias Jorge Silverman 1,155 6.29%" " " "Precinct"," (595)"," (596)"," (597)"," (598)"," (599)"," (602)"," (603)"," (604)"," (607)"," (608)"," (609)"," (610)"," (613)"," (614)"," (615)"," (616)"," (617)"," (618)"," (619)" "0758",3086,1897,500,774,235,519,306,436,431,209,384,183,533,217,105,247,65,61,103 "0801",1605,1054,270,218,79,316,78,416,211,74,247,48,55,115,123,307,5,34,18 "0802",1742,1191,323,265,78,344,64,499,219,69,321,45,50,162,137,341,4,35,26 "0803",1747,1140,326,273,90,376,98,440,259,62,285,71,45,112,157,359,9,38,29 "0812",1609,960,310,175,120,295,143,203,238,113,176,56,102,146,121,126,27,55,46 "0813",1886,1221,420,276,141,471,146,303,320,114,302,75,129,172,185,201,30,63,64 "0814",2948,1509,372,482,209,522,231,297,362,157,318,122,263,191,130,228,34,88,89 "0815",1229,729,153,247,122,217,115,129,175,67,120,59,150,61,69,80,24,43,41 "0816",1457,862,319,174,91,357,108,210,249,54,224,48,73,136,148,122,23,49,39 "0817",1953,1216,436,253,124,429,185,313,320,96,316,61,105,151,195,218,22,67,71 "0818",1534,927,212,301,49,228,70,507,208,34,268,23,34,264,113,105,7,35,19 "0826",814,413,97,135,20,105,31,219,97,11,125,9,23,114,39,54,4,13,6 "0827",2473,1268,309,327,152,353,142,273,289,97,218,83,192,127,155,105,31,65,56 "0828",1704,956,249,278,133,311,121,228,288,67,188,66,164,107,113,122,28,50,56 "0829",2131,1218,281,417,198,333,238,227,282,110,266,105,299,153,93,151,34,39,78 "0830",391,254,117,21,37,80,28,71,44,29,108,7,22,60,22,48,2,28,8 "0831",1728,936,194,310,132,266,139,207,215,82,170,77,203,81,84,97,34,40,61 "0835",208,135,57,20,12,43,27,23,22,22,52,9,11,13,18,37,4,20,8 "0836",1961,1215,414,310,159,330,202,251,166,312,293,61,184,187,71,243,16,110,90 "0838",696,392,112,115,42,144,51,61,99,33,80,29,67,42,38,49,12,19,28 "0842",217,142,58,28,15,52,19,30,41,13,23,10,12,25,20,27,1,9,6 "0843",418,271,92,50,20,78,26,67,71,11,54,15,11,39,32,46,1,13,19 "0845",506,313,121,75,42,106,43,73,77,22,86,41,46,53,43,62,5,13,15 "0846",122,75,20,30,8,30,13,14,22,6,17,11,12,3,14,11,5,7,4 "0848",184,109,44,22,13,22,15,38,17,13,48,3,9,32,5,26,2,4,4 "0901",1244,790,365,142,79,177,124,258,106,136,289,42,94,175,34,241,12,78,13 "0902",1769,1174,520,137,121,311,206,244,123,271,398,46,39,232,55,406,17,176,19 "0912",1380,848,360,108,109,265,158,154,142,153,235,45,43,86,64,265,14,163,29 "0913",1436,938,376,127,106,308,154,166,140,208,246,46,42,140,44,333,12,160,24 "0914",457,306,109,50,39,96,52,47,49,59,75,20,6,24,15,143,2,62,5 "0923",153,78,23,16,5,19,10,14,13,6,21,2,1,5,5,19,0,11,2 "0924",142,84,39,8,7,25,16,17,16,15,25,4,3,12,4,35,2,10,3 "0926",373,213,96,34,20,66,46,36,41,41,60,14,8,27,7,80,4,42,6 "0927",266,175,68,20,30,46,38,35,33,32,42,13,13,17,10,63,1,31,3 "0930",4,3,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0 "0932",78,56,19,10,5,14,12,8,5,14,15,1,4,5,2,23,3,5,2 "0936",366,232,80,25,33,63,44,25,44,29,49,7,7,19,13,82,2,28,5 "N073",0,1,0,1,0,0,1,0,1,0,0,0,1,0,0,0,0,0,0 "N075",0,5,2,1,0,2,1,0,3,0,0,0,1,0,2,0,0,0,0 "N081",0,8,2,1,2,3,0,2,3,1,0,0,0,0,2,1,0,1,1 "N082",0,3,0,1,0,1,0,0,0,0,1,0,0,0,0,0,1,0,0 "N083",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N086",0,3,2,0,1,2,1,0,1,1,0,1,0,0,0,1,0,2,0 "N089",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N097",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N098",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N099",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N100",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N285",0,65,12,17,8,12,10,8,14,4,7,8,11,7,3,4,1,0,5 "N287",0,159,63,20,11,59,11,50,43,2,36,7,5,13,27,28,0,9,11 "N293",0,406,137,64,46,122,39,110,101,27,96,21,47,40,59,51,14,28,19 "N294",0,243,78,47,26,69,27,53,55,19,55,22,29,24,29,37,9,21,15 "N295",0,83,15,18,18,17,25,8,22,5,15,4,19,6,6,10,1,2,6 "N298",0,189,87,13,14,45,33,37,19,27,64,12,9,19,24,50,0,34,2 "N301",0,105,37,17,12,28,19,18,15,34,24,2,10,5,11,33,1,14,1 "N309",0,5,2,0,0,1,0,1,3,0,0,0,0,0,1,1,0,1,0 "N310",0,21,8,6,0,3,6,4,4,4,5,1,0,0,3,6,0,5,0 "N311",0,12,5,1,2,5,2,0,2,2,4,0,0,1,1,6,0,2,0 "N312",0,3,1,0,0,0,1,0,1,0,0,0,0,0,0,1,0,0,0 "" " COUNCIL AREA 15" " Precincts Counted 28 100.00%" " Absentee Precincts Counted 16 100.00%" "(625) Registered Voters 30,106 100.00%" "(626) Ballots Cast 17,555" " " " SUBAREA 151" "(627) Steven J. Cranman 3,098 25.51%" "(628) Bernard G. Rubin 2,314 19.05%" "(629) Juan Sanchez 2,646 21.79%" "(630) Timothy G. Sander 4,087 33.65%" " " " SUBAREA 152" "(633) Manny Arrebola 5,079 44.58%" "(634) Jaime Reyes 6,315 55.42%" " " " SUBAREA 153" "(637) Gail Betancourt 4,351 35.66%" "(638) Mary Collins 3,769 30.89%" "(639) Joseph James 2,033 16.66%" "(640) Lydia Everett Walker 2,049 16.79%" " " " SUBAREA 154" "(643) Daniel L. Adams 8,213 73.10%" "(644) Alfredo E. Alvarez 3,022 26.90%" " " " SUBAREA 156" "(647) Leonard Anthony 3,210 28.10%" "(648) Carl Dolz 1,172 10.26%" "(649) Louis E. Generazzo 1,225 10.72%" "(650) Benjamin Hunt, Jr. 5,816 50.91%" " " "Precinct"," (625)"," (626)"," (627)"," (628)"," (629)"," (630)"," (633)"," (634)"," (637)"," (638)"," (639)"," (640)"," (643)"," (644)"," (647)"," (648)"," (649)"," (650)" "0821",2133,1332,251,149,130,491,486,445,360,344,134,137,719,172,252,103,68,466 "0822",1901,1249,184,125,133,420,292,462,294,292,122,118,636,126,174,141,50,417 "0823",1826,1041,194,112,160,293,325,438,306,284,96,89,520,183,204,92,77,335 "0824",2042,1263,259,245,137,289,288,571,352,327,126,125,691,167,203,85,80,488 "0825",2321,1410,310,306,129,290,359,567,304,370,152,156,734,176,249,90,83,492 "0832",1094,670,134,71,105,173,358,179,208,143,100,54,311,151,152,49,48,212 "0833",1753,959,134,143,30,253,158,342,55,167,220,222,456,46,218,12,14,285 "0834",1553,800,143,127,37,160,138,271,65,101,187,203,388,50,159,12,21,250 "0839",1246,668,137,83,133,114,190,259,162,166,69,78,301,139,141,45,64,193 "0844",18,11,2,0,4,1,4,3,3,3,1,0,2,5,1,2,2,2 "0847",1203,712,102,57,147,151,294,177,179,128,76,58,276,138,106,72,54,180 "0849",65,40,6,6,8,7,6,15,10,11,4,2,17,8,9,1,5,10 "0903",795,393,99,51,51,56,102,143,75,56,72,56,180,64,68,33,19,123 "0904",981,547,76,55,163,92,218,167,187,103,49,59,216,177,105,48,71,154 "0905",1816,921,187,145,145,189,250,355,230,195,135,123,446,196,197,41,68,362 "0906",665,129,31,14,17,32,27,64,37,33,15,15,78,16,33,5,9,46 "0907",1037,530,60,58,181,69,186,160,175,82,41,44,161,171,93,53,74,121 "0908",356,103,22,17,7,31,18,43,16,31,18,11,58,13,58,4,6,19 "0909",1096,540,99,73,112,102,133,226,126,125,56,69,245,121,124,33,39,178 "0910",2603,1386,173,131,361,277,511,431,480,201,115,117,465,398,177,123,126,510 "0911",1104,521,92,62,96,111,162,164,135,117,38,67,233,115,85,20,50,215 "0918",242,122,30,20,26,13,39,44,38,24,9,15,48,33,24,7,16,34 "0925",193,130,32,16,7,33,26,53,65,23,8,12,74,11,15,11,5,55 "0928",740,402,84,64,70,86,153,143,121,94,39,48,221,71,83,22,34,151 "0929",339,177,40,28,29,35,46,69,48,36,22,17,97,30,33,9,13,70 "0931",254,128,22,13,48,11,44,42,42,22,10,16,38,51,24,16,18,30 "0934",192,75,15,5,15,21,17,36,24,15,9,9,37,21,17,5,9,22 "0938",538,244,41,32,40,47,48,94,47,61,15,27,110,38,41,12,22,75 "N084",0,12,0,1,2,2,2,3,2,2,0,1,3,2,1,0,0,4 "N085",0,6,0,0,2,2,4,1,2,3,0,0,2,3,0,0,4,1 "N087",0,1,0,1,0,0,0,1,0,0,0,1,1,0,0,0,0,1 "N088",0,2,0,0,1,1,0,0,0,0,0,1,1,0,0,0,1,1 "N090",0,6,2,1,1,1,1,4,1,2,1,1,3,2,2,0,2,1 "N091",0,11,0,0,0,1,0,1,0,0,0,1,1,0,1,0,0,0 "N092",0,1,0,0,0,1,1,0,0,1,0,0,1,0,0,0,0,1 "N102",0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N296",0,338,46,33,22,85,70,95,67,84,19,20,142,32,43,12,24,94 "N297",0,206,28,23,26,47,41,71,39,54,11,23,94,27,28,6,19,72 "N299",0,44,8,5,5,11,8,16,5,4,8,10,23,4,6,0,0,18 "N300",0,41,13,8,4,4,7,18,6,1,14,9,24,5,6,0,2,19 "N302",0,224,27,28,37,45,36,92,59,46,19,18,101,32,56,4,9,70 "N303",0,108,13,4,17,23,20,34,17,9,17,14,39,19,12,4,15,24 "N304",0,47,1,1,8,17,10,15,9,8,6,3,19,9,10,0,4,14 "N314",0,5,1,1,0,0,1,1,0,1,0,0,1,0,0,0,0,1 "" " STATE QUESTIONS" " COUNTYWIDE" " Precincts Counted 576 100.00%" " Absentee Precincts Counted 231 100.00%" "(656) Registered Voters 853,276 100.00%" "(657) Ballots Cast 570,366" " " " CONSTITUTIONAL AMENDMENT NO. 1" "(658) Yes 293,916 65.15%" "(659) No 157,208 34.85%" " " " CONSTITUTIONAL AMENDMENT NO. 2" "(662) Yes 229,340 58.60%" "(663) No 162,038 41.40%" " " " CONSTITUTIONAL AMENDMENT NO. 3" "(666) Yes 316,017 74.52%" "(667) No 108,030 25.48%" " " " CONSTITUTIONAL AMENDMENT NO. 4" "(670) Yes 213,441 42.96%" "(671) No 283,350 57.04%" " " " CONSTITUTIONAL AMENDMENT NO. 5" "(674) Yes 328,425 70.33%" "(675) No 138,532 29.67%" " " " CONSTITUTIONAL AMENDMENT NO. 6" "(678) Yes 275,588 60.73%" "(679) No 178,173 39.27%" " " "Precinct"," (656)"," (657)"," (658)"," (659)"," (662)"," (663)"," (666)"," (667)"," (670)"," (671)"," (674)"," (675)"," (678)"," (679)" "0001",1695,1019,556,237,472,215,622,132,464,423,640,213,571,263 "0002",853,520,265,97,227,87,296,70,142,254,229,171,190,180 "0003",2457,1705,847,326,799,200,998,155,499,751,717,525,622,569 "0004",679,395,193,95,143,90,207,58,135,183,203,94,163,122 "0005",1600,990,506,268,471,183,600,128,450,384,609,205,529,242 "0006",1867,1106,564,323,541,228,705,118,563,391,794,142,710,203 "0007",1648,1066,539,320,528,233,688,119,583,368,776,141,721,185 "0008",1164,757,353,268,379,162,492,93,420,264,550,105,493,154 "0009",1054,676,360,185,302,158,400,100,308,258,419,142,369,155 "0010",1581,1001,597,236,468,250,652,132,519,379,698,169,619,222 "0011",1686,1027,572,281,457,296,631,176,456,468,698,182,592,256 "0013",1761,965,435,242,351,231,480,156,328,462,498,207,415,261 "0014",1767,1019,454,276,373,255,531,162,335,475,541,222,451,275 "0015",718,458,256,135,227,124,299,72,248,172,331,81,291,112 "0016",818,518,310,141,259,135,335,84,293,190,393,75,343,119 "0017",1593,996,547,280,471,240,604,160,500,388,687,171,598,245 "0018",1746,946,471,229,401,217,529,137,344,437,489,237,440,270 "0019",642,410,205,128,178,115,246,76,181,183,246,102,218,120 "0021",1507,858,420,192,314,221,420,173,263,420,442,213,360,268 "0022",581,349,205,91,162,100,234,50,157,163,236,68,204,90 "0023",1846,1167,610,315,527,268,710,155,565,450,772,214,698,261 "0024",1386,844,472,292,458,234,638,102,547,263,726,83,646,150 "0025",1296,730,393,186,312,173,447,96,365,259,504,111,428,167 "0026",66,38,8,14,10,11,16,11,12,17,20,9,15,12 "0027",1018,512,186,124,151,98,221,76,158,197,239,91,208,116 "0028",1356,890,442,266,387,224,555,117,519,255,663,99,589,152 "0029",1245,843,502,227,414,229,584,118,493,293,673,101,593,159 "0030",2271,1524,787,559,824,337,1071,183,990,443,1267,162,1165,232 "0031",1078,673,348,227,313,181,427,110,409,211,528,80,463,137 "0032",1646,991,489,245,351,263,507,186,328,497,530,224,458,257 "0033",1409,690,312,173,256,161,346,111,248,291,384,119,304,172 "0034",631,315,144,63,102,82,136,52,95,152,148,72,123,90 "0035",855,450,226,135,182,127,271,70,192,200,265,107,236,127 "0036",1384,816,390,213,286,198,405,145,347,350,479,148,440,179 "0037",937,503,236,161,224,118,307,75,283,171,360,74,326,100 "0038",489,314,188,103,174,84,233,41,212,91,262,39,231,67 "0039",1358,752,370,209,317,187,419,121,317,326,454,153,403,185 "0040",1342,760,347,191,275,187,395,115,302,304,437,132,379,182 "0041",1680,1083,488,295,398,267,536,202,508,420,652,194,583,237 "0042",1655,903,403,246,355,193,471,136,441,313,571,137,501,191 "0043",671,361,166,83,117,89,177,50,157,137,207,57,185,61 "0044",585,334,138,58,82,78,132,48,94,140,153,64,130,64 "0046",1947,1001,438,232,312,253,456,168,322,472,494,215,428,254 "0047",208,116,67,35,62,27,87,12,82,27,98,6,90,16 "0048",974,505,184,172,160,144,230,103,186,221,257,110,218,132 "0049",1331,880,505,259,427,241,601,122,500,322,695,115,618,173 "0050",1361,895,518,280,457,228,631,98,516,322,700,119,629,184 "0051",1832,1275,749,411,644,355,909,173,758,472,1006,190,907,285 "0052",15,6,2,4,5,1,3,2,4,2,6,0,6,0 "0101",2012,1325,772,433,757,305,969,172,863,400,1093,161,987,244 "0102",1511,970,503,343,529,215,694,107,536,349,736,131,656,206 "0103",4579,3068,1603,887,1688,466,2083,276,1520,1163,2024,615,1818,757 "0104",1155,718,423,219,363,201,519,90,437,245,563,111,486,172 "0105",1296,886,493,325,537,204,692,93,594,255,752,85,685,140 "0106",616,369,171,111,160,76,215,63,159,148,223,84,188,104 "0107",1328,742,352,204,344,142,463,82,273,322,442,154,382,181 "0108",2127,1206,519,313,525,169,657,149,422,527,575,314,511,361 "0109",2605,1539,893,397,797,303,1044,160,869,503,1113,241,1005,327 "0110",569,382,220,119,220,93,276,48,233,128,311,45,291,67 "0111",2643,1705,730,668,950,267,1205,140,941,511,1191,259,1094,337 "0112",681,497,167,257,311,47,388,33,290,136,357,73,317,96 "0113",1044,707,314,251,423,80,511,60,311,277,391,195,340,225 "0114",314,175,95,54,84,39,111,30,93,65,114,41,112,37 "0115",1472,822,454,215,385,190,476,143,360,345,499,193,417,242 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"0424",1639,1072,560,283,327,376,493,278,254,694,484,366,381,435 "0425",1850,1225,580,312,361,384,539,280,262,770,485,407,393,463 "0426",1539,1043,587,231,367,312,544,195,274,654,549,296,432,396 "0427",1387,983,516,239,329,327,518,192,261,620,491,310,375,398 "0428",1418,970,497,256,318,323,473,222,261,603,453,319,363,380 "0429",1337,867,499,254,388,282,545,153,387,429,561,213,469,292 "0430",2017,1367,703,368,466,464,669,321,372,858,654,449,517,546 "0431",1159,828,426,233,323,245,448,167,286,479,458,233,386,296 "0432",1481,974,567,249,400,317,552,198,334,577,585,244,463,355 "0433",1618,1085,649,253,397,396,592,247,315,679,547,367,433,464 "0434",1778,1218,693,314,446,407,664,263,419,682,681,352,559,446 "0435",1957,1273,647,291,400,400,591,281,288,799,572,389,439,485 "0436",1900,1288,734,318,473,441,681,291,381,799,684,383,520,518 "0437",1531,1054,640,225,382,352,568,237,270,665,516,376,371,465 "0438",2204,1549,850,382,553,505,768,368,382,1004,751,493,566,646 "0439",3056,2030,1271,414,770,670,1102,462,549,1295,1026,664,797,837 "0440",1692,1147,750,232,476,391,649,267,383,681,637,368,504,490 "0441",1379,900,569,210,355,320,552,186,338,496,559,239,443,332 "0442",677,458,207,132,142,154,203,127,100,294,180,169,135,195 "0443",684,416,251,102,158,133,223,94,113,266,221,128,174,156 "0444",2660,1646,998,371,648,558,940,366,429,1079,861,546,669,704 "0445",132,96,33,28,20,26,40,24,13,55,26,37,25,32 "0446",263,166,81,33,58,39,74,38,23,121,64,54,47,64 "0501",1805,1001,254,234,226,184,307,154,204,369,333,207,281,228 "0502",1565,929,432,284,401,242,548,142,404,367,598,156,556,186 "0503",778,498,202,93,101,123,148,130,74,277,120,174,103,179 "0504",2077,1348,626,421,580,328,780,196,730,393,909,191,815,254 "0505",2007,1123,300,311,304,217,378,192,235,484,372,266,314,341 "0506",236,146,55,62,67,37,90,17,63,54,90,22,75,33 "0507",1498,817,241,308,253,218,333,175,180,412,302,254,268,273 "0508",1999,1079,324,390,307,317,424,270,248,520,382,377,328,390 "0509",1401,910,409,232,249,282,373,204,159,610,325,323,242,377 "0510",801,514,292,107,136,187,247,114,79,374,235,159,169,209 "0511",2162,1182,359,426,351,355,470,282,250,606,431,394,348,441 "0512",1305,805,263,281,250,233,338,183,161,431,288,280,243,293 "0513",753,505,173,162,172,126,233,105,126,247,208,165,166,174 "0514",1038,622,176,239,221,144,218,115,163,290,259,174,223,181 "0515",507,305,81,82,82,52,105,40,69,109,124,51,97,62 "0516",1146,769,443,223,373,212,511,118,470,236,608,86,532,148 "0517",1494,735,239,233,284,141,357,97,197,326,372,141,335,152 "0518",1533,933,288,264,258,219,350,179,176,453,319,269,272,277 "0519",1750,1088,370,331,342,248,445,225,278,472,432,312,379,314 "0520",1264,792,268,301,231,257,333,217,169,429,286,293,245,309 "0521",2085,1280,466,398,430,325,553,279,303,654,509,401,428,452 "0522",1824,1162,400,394,374,296,476,263,283,577,444,370,374,402 "0523",2373,1380,381,512,423,340,543,298,268,698,469,463,388,495 "0524",734,468,254,113,167,150,242,101,145,264,234,135,194,167 "0525",1014,655,256,166,170,161,234,133,132,403,226,176,187,202 "0526",2703,1588,717,419,451,495,690,375,378,949,638,513,566,534 "0527",1961,1198,444,315,292,304,414,262,174,744,366,369,290,417 "0528",457,293,102,62,65,67,99,52,50,158,91,67,85,76 "0529",1985,1169,396,310,292,287,424,231,253,579,425,307,348,328 "0530",1355,684,273,217,238,167,333,123,193,342,332,163,280,190 "0531",1517,720,217,240,229,176,280,151,154,349,241,238,210,250 "0532",505,288,131,90,113,78,148,58,118,109,149,82,142,73 "0533",1898,1036,275,335,321,213,389,197,272,465,343,298,305,305 "0534",1206,394,191,122,179,110,224,79,179,151,243,80,212,102 "0535",1398,800,206,271,199,232,278,193,143,424,270,259,216,285 "0536",787,322,79,153,86,120,116,107,78,176,105,141,92,146 "0537",1513,798,261,216,236,166,320,136,167,391,283,210,242,231 "0538",1763,969,480,317,463,223,613,137,520,324,692,133,621,184 "0539",501,315,182,113,162,103,228,43,188,111,251,49,217,77 "0540",5,1,1,0,0,1,1,0,1,0,1,0,1,0 "0541",712,394,223,105,204,76,262,47,211,132,284,49,258,69 "0542",1651,246,60,45,41,44,55,44,28,117,52,61,38,68 "0543",2153,1288,392,295,245,299,371,251,186,751,337,355,309,364 "0544",541,285,147,99,161,66,199,38,182,73,231,27,211,39 "0545",1930,1288,518,321,325,331,483,275,241,792,434,403,360,443 "0546",53,17,7,6,9,4,8,6,13,2,10,4,11,3 "0547",1938,1281,627,285,324,411,480,345,236,815,470,437,380,474 "0548",1464,1019,495,247,284,315,431,254,206,646,417,329,289,416 "0549",1326,901,417,226,235,274,382,201,151,599,344,312,271,372 "0550",1688,1137,594,273,351,351,519,273,229,743,466,405,345,482 "0551",1447,913,434,234,277,272,427,188,188,574,385,299,303,349 "0552",536,360,180,77,105,102,164,73,63,255,131,125,111,146 "0553",1818,1198,618,306,373,404,532,340,263,770,511,415,374,511 "0554",1955,1323,643,307,386,386,552,317,280,845,556,424,402,522 "0555",2263,1529,717,361,403,488,625,369,310,959,580,495,432,611 "0556",2603,1716,795,378,456,507,647,435,304,1121,604,602,441,689 "0557",1917,1258,623,334,366,416,578,302,278,817,529,429,408,543 "0558",1699,1101,505,252,255,355,442,260,196,733,396,402,282,480 "0559",1763,1233,603,297,375,375,570,256,288,774,531,407,420,487 "0560",2241,1514,740,362,413,473,622,381,272,1010,553,554,384,667 "0561",750,485,280,127,207,146,262,114,183,251,276,144,242,162 "0562",2625,1721,839,389,453,554,698,446,324,1134,619,627,485,713 "0563",2546,1648,615,372,336,453,517,392,251,1089,465,552,379,616 "0564",1781,1019,364,234,198,264,312,215,127,653,253,321,187,358 "0565",2056,1271,464,325,300,357,447,293,201,790,380,410,323,449 "0566",2314,1372,433,287,271,275,378,246,189,790,322,351,283,387 "0567",1297,821,466,216,327,240,445,181,297,432,463,227,377,281 "0568",373,230,145,62,114,70,151,47,109,114,153,62,134,78 "0569",3359,2154,1210,665,1125,512,1456,303,1192,782,1618,325,1384,519 "0570",1360,844,414,207,252,278,356,230,191,542,338,303,263,347 "0571",2085,1359,694,354,468,420,643,326,383,819,682,395,527,518 "0572",1310,869,382,216,243,255,339,205,169,556,314,272,258,315 "0573",1597,1066,556,263,331,341,499,246,276,652,479,346,373,423 "0574",2093,1383,692,346,417,445,636,325,313,847,589,464,478,539 "0575",2650,1689,798,385,461,521,716,399,295,1131,558,644,450,711 "0576",2279,1488,807,389,495,509,751,350,402,912,716,488,565,591 "0577",1391,868,440,212,287,255,412,191,249,495,408,257,316,336 "0578",2538,1565,769,367,440,487,688,369,352,999,619,529,524,601 "0579",1807,1250,724,310,451,431,661,292,393,740,639,418,518,502 "0580",620,370,207,82,105,136,186,82,92,233,179,118,131,153 "0581",1860,1212,622,459,648,291,835,160,708,422,931,178,854,241 "0582",1773,1136,631,430,689,261,851,144,829,267,1000,87,925,154 "0583",1623,991,558,338,561,236,715,127,721,228,849,88,788,138 "0584",1455,914,325,273,255,241,393,161,268,375,422,202,338,243 "0585",1065,648,272,146,165,198,282,117,190,270,295,153,253,166 "0586",1408,926,478,394,588,198,728,92,692,213,835,65,792,101 "0587",997,660,341,253,381,150,513,67,502,135,604,37,560,67 "0588",113,36,11,15,13,10,19,8,8,20,17,10,14,13 "0589",68,35,12,12,9,10,17,6,7,21,16,7,16,8 "0590",124,69,18,20,14,17,19,17,14,34,32,15,29,15 "0591",780,486,135,93,83,83,118,85,50,278,110,124,84,129 "0592",50,23,10,7,8,7,14,3,5,13,11,5,7,10 "0593",14,7,1,3,2,0,2,2,1,4,1,3,1,3 "0594",134,91,41,34,22,37,42,25,33,51,48,29,45,31 "0595",145,87,49,15,36,24,38,23,16,58,43,24,35,27 "0596",278,185,101,55,70,61,110,36,62,110,113,44,90,61 "0597",210,143,66,39,54,39,65,38,48,72,71,38,58,49 "0598",126,56,30,14,18,17,23,18,23,24,34,11,27,19 "0601",1488,1060,648,314,517,320,707,184,457,546,726,243,627,340 "0602",1245,854,524,235,392,287,544,165,395,415,586,191,495,276 "0603",1320,896,502,226,355,288,508,189,339,482,513,237,428,302 "0604",1370,880,499,254,420,230,584,133,465,356,646,135,579,198 "0605",2160,1457,827,459,750,401,1015,202,792,584,1073,263,967,364 "0606",990,661,346,259,348,196,482,99,430,205,547,81,498,126 "0607",1396,927,533,299,481,253,653,120,538,350,730,150,653,210 "0608",1708,1170,737,340,608,339,838,180,633,487,905,205,796,297 "0609",1254,893,570,235,481,231,653,108,475,369,679,147,582,239 "0610",124,94,50,33,45,24,66,10,60,31,72,15,65,20 "0611",1565,1079,659,340,544,347,820,148,613,436,837,201,742,289 "0612",1777,975,583,318,530,287,732,125,545,404,756,170,684,238 "0613",1209,847,488,288,471,231,614,115,508,301,677,122,620,173 "0614",1173,818,498,255,466,219,606,109,507,287,665,124,594,190 "0615",1047,761,431,284,436,210,582,96,479,269,620,113,566,165 "0616",693,477,267,170,274,106,356,59,326,138,413,48,380,77 "0617",2193,1493,931,438,799,413,1069,215,884,551,1186,244,1043,341 "0618",615,432,299,107,209,155,321,67,258,164,340,80,308,108 "0619",2010,1400,730,560,763,379,1029,167,930,431,1176,169,1114,229 "0620",1525,1002,585,292,427,342,599,226,483,455,663,229,598,289 "0621",2327,1462,589,443,554,359,739,238,527,565,740,315,651,362 "0622",1312,914,518,328,517,243,677,117,550,330,740,130,667,179 "0623",1433,988,541,364,549,270,722,129,648,305,820,118,740,181 "0624",1210,846,455,316,441,231,586,126,557,253,716,87,653,144 "0625",1919,1267,698,457,686,351,940,149,836,370,1042,149,951,225 "0626",1023,713,363,295,389,210,530,94,517,182,600,90,576,111 "0627",1567,1109,630,392,623,293,828,137,735,345,939,121,870,193 "0628",1915,1429,796,528,815,371,1070,171,978,406,1230,144,1138,227 "0629",639,462,269,170,294,103,361,43,315,139,409,42,386,60 "0630",715,493,291,173,268,149,374,69,331,148,418,53,390,81 "0631",1330,996,520,405,588,239,751,132,682,280,874,88,806,145 "0632",1541,1055,587,381,601,277,777,142,746,288,920,99,864,152 "0633",1379,886,520,222,390,241,521,170,417,397,587,174,490,252 "0634",363,236,96,80,95,66,124,47,83,103,125,56,107,63 "0635",195,130,71,48,76,31,98,17,89,38,113,11,104,21 "0636",2,2,0,0,0,0,0,0,1,1,2,0,1,1 "0637",42,27,16,8,21,2,21,3,18,8,24,1,21,3 "0638",21,12,7,4,7,4,11,0,8,3,8,3,9,2 "0639",24,13,7,6,8,3,10,2,8,5,10,3,9,4 "0640",29,23,14,9,16,4,18,4,13,10,17,6,15,8 "0641",53,41,30,9,24,10,34,1,27,14,34,6,30,11 "0701",3368,2103,1338,506,901,756,1270,465,756,1207,1336,557,1057,800 "0702",2832,1854,1234,430,893,592,1249,318,836,919,1304,400,1089,593 "0703",2891,1727,1004,495,839,505,1121,287,864,724,1261,304,1078,454 "0704",3141,1995,1134,522,741,702,1083,447,682,1141,1171,532,920,741 "0705",2243,1449,903,358,595,511,858,318,516,835,895,382,682,560 "0706",2127,1376,823,348,558,467,794,302,446,841,804,388,644,526 "0707",555,376,218,92,131,116,197,78,149,185,213,101,180,123 "0708",110,76,52,20,39,22,48,19,39,36,52,19,42,28 "0709",2159,1382,759,351,511,470,685,360,435,804,747,398,571,528 "0710",1556,1063,636,280,433,376,587,256,398,584,649,282,505,422 "0711",2199,1338,846,346,671,392,898,223,634,626,970,257,832,375 "0712",1793,1191,699,303,480,388,660,258,428,680,700,335,585,425 "0713",1941,1230,753,285,451,418,641,294,371,761,669,379,541,481 "0714",1710,1157,703,281,468,379,656,252,450,614,726,278,562,405 "0715",1902,1325,792,348,579,424,801,272,507,715,808,370,673,476 "0716",1285,903,564,221,369,312,507,212,298,549,514,293,404,375 "0717",2114,1331,724,425,639,359,869,214,693,532,959,235,863,312 "0718",607,444,286,101,203,143,286,77,150,256,272,116,217,171 "0719",1981,1272,731,400,666,330,897,166,714,476,978,199,887,266 "0720",1520,1047,674,289,500,361,689,213,541,463,776,206,649,328 "0721",2600,1669,959,534,888,450,1138,272,946,627,1291,245,1148,367 "0722",541,316,160,115,161,83,192,60,180,110,229,54,212,69 "0723",1057,764,467,239,386,249,532,125,453,284,599,133,521,196 "0724",1832,1178,729,311,567,350,763,202,566,544,822,250,697,362 "0725",1895,1298,789,362,593,424,814,246,595,634,886,297,732,432 "0726",2008,1329,809,327,543,450,768,274,457,783,793,377,637,502 "0727",1144,794,478,253,404,238,527,140,458,307,618,127,533,200 "0728",2256,1309,675,466,716,308,904,171,763,453,1002,199,911,269 "0729",2686,1510,886,420,697,440,966,243,723,676,1044,298,878,449 "0730",1793,1116,716,299,570,327,798,163,597,465,883,171,759,271 "0731",1444,980,646,208,452,305,608,195,437,502,666,217,526,346 "0732",3024,1814,1087,431,712,616,1019,403,594,1033,1051,504,828,690 "0733",3834,2382,1509,601,1114,743,1504,463,1061,1173,1621,558,1357,792 "0734",1705,1123,651,326,521,334,700,188,562,476,834,185,703,284 "0735",1274,836,501,250,424,241,562,126,431,355,627,146,533,228 "0736",2934,1600,903,457,704,460,980,296,645,807,1062,311,867,470 "0737",2981,1733,1047,449,760,572,1066,321,736,851,1171,358,949,538 "0738",3702,2173,1348,554,1057,646,1405,378,1098,944,1632,341,1350,583 "0739",2383,1475,874,411,670,481,974,252,734,640,1072,256,904,401 "0740",4299,2470,1579,592,1222,729,1611,425,1216,1074,1809,432,1516,684 "0741",3290,2173,1354,652,1133,634,1548,314,1272,795,1739,310,1491,531 "0742",1411,879,520,261,417,275,573,147,479,356,667,141,540,253 "0743",1085,688,420,204,345,213,458,126,373,281,531,112,454,183 "0744",2530,1585,1002,448,825,497,1089,272,863,656,1228,268,1039,431 "0745",2359,1531,914,451,773,413,1020,225,830,614,1150,250,1020,351 "0746",966,656,373,240,364,175,481,84,444,198,580,56,522,106 "0747",1945,1172,684,310,530,349,732,183,555,530,798,223,691,324 "0748",1538,1008,588,345,512,296,697,152,573,391,815,137,696,243 "0749",3060,2031,1222,643,1041,638,1432,335,1263,690,1640,295,1470,452 "0750",1980,1261,729,417,645,350,862,192,742,462,1006,181,887,286 "0751",1457,1007,584,349,525,310,733,145,589,377,803,146,708,232 "0752",1479,966,543,354,541,256,678,151,627,307,793,125,722,192 "0753",3043,2008,1184,668,1051,574,1426,287,1250,676,1634,267,1435,443 "0754",2307,1541,903,529,851,398,1139,191,999,499,1310,162,1197,267 "0755",417,280,162,103,161,77,209,40,183,94,247,27,222,45 "0756",2230,1462,916,432,754,433,1021,229,911,496,1188,197,1027,341 "0757",2389,1531,996,401,795,470,1054,242,857,611,1213,223,1039,385 "0758",3086,1897,1145,483,843,583,1163,372,793,973,1263,428,1032,619 "0759",2013,1392,925,329,700,440,916,276,731,595,1046,250,864,409 "0760",138,94,48,34,39,35,63,11,41,45,65,17,56,26 "0761",14,5,5,0,1,1,1,1,2,2,4,1,5,0 "0762",3039,1686,1028,457,808,496,1134,246,831,731,1227,280,1023,457 "0763",1461,862,552,206,410,263,535,164,356,447,586,171,480,282 "0801",1605,1054,409,328,371,288,490,215,246,575,458,318,396,353 "0802",1742,1191,473,369,425,328,566,224,302,646,549,354,456,410 "0803",1747,1140,456,383,416,342,545,268,302,600,533,353,425,419 "0804",1623,1065,639,350,583,300,817,122,656,375,869,155,792,215 "0805",680,416,233,130,212,115,281,64,247,139,316,58,282,84 "0806",1235,863,513,300,507,229,651,124,579,254,729,98,678,146 "0807",1098,743,404,283,431,189,558,90,509,220,645,70,590,119 "0808",1645,1132,626,431,644,318,856,149,773,325,977,123,905,182 "0809",540,387,220,143,220,110,287,61,266,110,337,38,301,68 "0810",1780,1184,711,405,691,321,926,133,828,340,1051,111,973,178 "0811",968,599,356,187,314,178,410,101,317,248,451,107,410,146 "0812",1609,960,548,287,446,287,597,175,464,404,672,182,574,261 "0813",1886,1221,642,395,531,405,742,235,481,647,815,268,658,398 "0814",2948,1509,878,451,678,491,956,267,696,727,1057,311,886,456 "0815",1229,729,378,215,255,252,399,153,211,425,401,211,301,275 "0816",1457,862,455,284,408,254,530,169,348,431,541,220,473,270 "0817",1953,1216,653,363,565,355,756,206,543,549,823,244,688,349 "0818",1534,927,419,225,392,198,500,144,349,376,480,203,429,227 "0819",1179,735,429,235,399,214,508,125,466,236,602,93,528,160 "0820",2458,1646,1038,507,850,548,1192,269,930,681,1329,258,1152,417 "0821",2133,1332,822,429,683,450,900,269,831,461,1082,202,937,331 "0822",1901,1249,705,363,644,325,834,184,680,471,937,179,817,288 "0823",1826,1041,676,273,546,306,729,167,539,456,826,159,682,290 "0824",2042,1263,769,387,648,414,844,254,722,480,955,237,831,352 "0825",2321,1410,854,407,643,485,886,311,796,532,1083,242,920,367 "0826",814,413,195,102,183,80,224,58,147,165,209,103,185,114 "0827",2473,1268,526,367,440,363,610,259,286,726,558,368,443,446 "0828",1704,956,478,288,382,321,532,209,315,514,535,276,448,336 "0829",2131,1218,654,358,485,435,648,314,426,672,681,357,548,467 "0830",391,254,158,69,126,86,160,57,129,114,175,63,155,77 "0831",1728,936,464,284,379,291,510,206,312,513,549,236,466,293 "0832",1094,670,430,190,335,233,461,124,398,252,531,108,449,185 "0833",1753,959,289,354,311,258,419,218,186,544,398,292,337,320 "0834",1553,800,267,295,278,229,386,158,189,413,340,230,302,254 "0835",208,135,88,35,57,53,87,27,63,66,87,41,86,40 "0836",1961,1215,737,298,496,410,730,231,536,613,722,358,648,432 "0837",1671,1085,613,384,575,316,784,157,707,337,892,137,807,212 "0838",696,392,196,124,148,134,212,92,138,204,226,105,189,133 "0839",1246,668,373,184,287,216,392,143,268,340,446,149,349,234 "0840",312,216,121,74,102,72,156,32,135,70,173,28,159,45 "0842",217,142,81,47,61,47,91,24,70,63,98,26,98,27 "0843",418,271,136,96,141,60,179,36,152,98,204,39,188,52 "0844",18,11,6,3,4,5,7,3,3,7,5,6,4,6 "0845",506,313,188,87,150,102,207,55,161,136,222,62,190,85 "0846",122,75,45,19,34,25,57,7,40,27,59,9,44,23 "0847",1203,712,384,183,343,165,416,112,345,286,477,121,419,171 "0848",184,109,74,21,51,37,65,28,49,56,63,38,57,41 "0849",65,40,24,13,24,11,31,5,24,13,33,5,29,9 "0901",1244,790,510,210,381,253,508,164,395,363,518,225,475,267 "0902",1769,1174,801,286,548,420,742,264,545,598,738,397,639,484 "0903",795,393,170,132,182,97,213,73,101,215,198,115,187,114 "0904",981,547,348,124,234,183,340,114,236,271,357,120,295,178 "0905",1816,921,461,325,408,310,535,212,329,490,544,257,435,351 "0906",665,129,79,32,67,33,83,24,59,59,99,21,78,40 "0907",2683,1466,850,418,663,477,902,300,592,764,923,387,777,506 "0908",356,103,52,36,46,34,63,22,41,52,71,21,58,32 "0909",1096,540,287,174,251,167,326,111,215,260,328,137,284,176 "0910",2603,1386,686,427,550,424,762,290,422,760,751,404,615,498 "0911",1104,521,283,156,223,180,309,112,202,259,330,123,255,186 "0912",1392,851,556,227,392,314,550,192,401,429,567,245,453,344 "0913",1436,938,623,241,460,313,593,194,452,437,641,249,562,311 "0914",457,306,205,77,146,114,203,69,105,192,177,120,143,150 "0915",778,476,301,125,232,158,297,104,200,239,292,147,249,184 "0916",1053,467,260,131,183,160,254,113,175,265,262,147,224,177 "0917",267,106,46,34,49,26,68,16,32,59,60,31,54,36 "0918",1296,584,282,163,223,169,299,115,165,320,284,168,249,196 "0919",631,404,227,135,224,111,264,72,206,177,283,86,251,118 "0920",1227,565,187,227,239,146,276,130,124,267,268,176,232,194 "0921",127,86,69,16,31,41,58,19,40,44,56,26,51,30 "0922",1922,1019,236,402,377,210,438,201,205,513,437,245,392,279 "0923",695,299,158,84,120,92,169,60,112,148,167,85,137,110 "0924",142,84,58,20,27,39,48,24,36,46,50,30,40,37 "0925",193,130,90,28,59,50,84,31,72,55,92,35,81,42 "0926",373,213,149,47,81,96,125,59,85,123,137,69,107,97 "0927",266,175,112,52,77,65,114,36,99,68,126,43,113,57 "0928",740,402,267,101,193,143,262,88,213,172,295,84,244,122 "0929",339,177,106,49,76,64,112,36,72,90,117,39,101,51 "0930",4,3,2,0,1,0,2,0,1,1,1,1,0,2 "0931",254,128,63,39,48,44,63,33,30,78,70,35,55,43 "0932",78,56,31,16,28,15,36,12,27,26,34,17,30,21 "0933",214,96,46,30,44,27,49,27,35,50,58,23,45,32 "0934",192,75,45,19,32,28,40,21,32,35,50,19,43,23 "0935",241,123,46,45,39,41,55,27,30,63,54,40,50,42 "0936",404,232,144,60,100,82,131,56,109,110,151,59,124,83 "0937",104,79,54,18,48,20,54,15,42,35,55,20,45,30 "0938",660,311,163,109,134,100,189,68,127,158,194,87,177,100 "N001",0,40,24,4,16,10,24,2,24,3,27,2,27,2 "N002",0,6,3,1,2,0,3,2,3,2,3,0,3,0 "N003",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N004",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N005",0,3,2,1,2,1,3,0,1,2,3,0,2,1 "N006",0,21,11,2,8,4,11,3,15,0,15,0,14,2 "N007",0,14,9,0,2,3,7,0,6,1,7,0,4,1 "N008",0,3,3,0,1,2,3,0,2,1,3,0,2,1 "N009",0,6,4,0,3,0,4,0,4,0,4,0,4,0 "N010",0,2,2,0,0,2,2,0,2,0,2,0,2,0 "N011",0,17,10,2,10,3,11,2,11,2,10,3,13,0 "N012",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N013",0,16,11,3,8,5,11,3,11,3,12,2,9,5 "N014",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N015",0,7,4,2,5,1,3,3,5,1,6,0,4,2 "N016",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N017",0,7,3,3,4,2,5,1,4,2,4,2,6,0 "N018",0,6,4,0,0,3,3,0,4,0,4,0,4,1 "N019",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N020",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N021",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N022",0,4,4,0,2,2,3,1,3,1,4,0,3,1 "N023",0,10,8,1,7,2,9,0,4,5,8,1,8,1 "N024",0,4,4,0,3,0,4,0,4,0,3,0,4,0 "N025",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N026",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N027",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N028",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N029",0,3,1,0,1,0,1,0,1,0,1,0,1,0 "N030",0,3,0,2,2,0,2,0,2,0,2,0,2,0 "N031",0,25,22,2,14,8,16,8,19,6,21,4,17,8 "N032",0,7,5,0,1,2,5,0,4,0,4,0,3,1 "N033",0,1,1,0,1,0,1,0,1,0,1,0,1,0 "N034",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N035",0,2,2,0,1,1,1,1,2,0,2,0,2,0 "N036",0,9,6,2,3,5,7,1,6,2,7,1,6,2 "N037",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N038",0,2,0,2,0,2,2,0,1,1,2,0,2,0 "N039",0,1,1,0,1,0,1,0,0,0,0,0,0,0 "N040",0,24,17,2,11,5,16,2,15,6,18,2,18,1 "N041",0,4,1,1,2,0,2,0,2,0,2,0,2,0 "N042",0,2,0,1,1,0,1,0,2,0,2,0,1,1 "N043",0,12,9,2,5,2,8,0,10,1,10,0,9,1 "N044",0,1,1,0,1,0,1,0,1,0,1,0,1,0 "N045",0,28,15,4,9,7,13,4,13,5,18,0,16,2 "N046",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N047",0,112,52,12,41,19,52,9,66,10,70,4,59,14 "N048",0,1,1,0,0,1,0,0,1,0,1,0,1,0 "N049",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N050",0,8,5,3,4,2,6,0,5,2,6,1,6,0 "N051",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N052",0,7,6,0,1,2,4,0,3,0,3,0,3,0 "N053",0,2,1,1,2,0,2,0,2,0,2,0,2,0 "N054",0,4,2,2,2,2,4,0,3,1,4,0,4,0 "N055",0,3,1,2,3,0,2,1,3,0,3,0,3,0 "N056",0,8,3,0,2,0,3,0,3,1,5,0,4,0 "N057",0,4,2,0,1,0,1,1,2,0,2,0,1,1 "N058",0,7,6,1,6,1,7,0,7,0,7,0,6,1 "N059",0,1,0,1,0,1,0,1,1,0,0,1,1,0 "N060",0,8,8,0,3,4,6,0,6,1,6,1,6,0 "N061",0,15,12,2,6,6,9,2,11,3,13,0,10,3 "N062",0,1,0,0,0,0,0,0,0,0,0,0,0,0 "N063",0,4,3,0,1,1,2,1,2,1,3,0,3,0 "N064",0,4,4,0,3,0,4,0,4,0,4,0,4,0 "N065",0,3,0,1,1,0,0,0,2,0,1,0,1,0 "N066",0,1,0,1,0,1,1,0,1,0,1,0,1,0 "N067",0,1,0,0,0,0,0,0,0,0,0,0,0,0 "N068",0,15,6,3,6,2,7,0,7,1,7,1,8,1 "N069",0,6,4,0,2,1,4,0,4,0,4,0,4,0 "N070",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N071",0,3,3,0,1,0,1,0,0,0,2,0,0,0 "N072",0,4,2,2,2,2,2,2,1,3,4,0,2,2 "N073",0,1,0,1,1,0,1,0,1,0,1,0,1,0 "N074",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N075",0,5,3,0,1,2,3,0,5,0,5,0,4,0 "N076",0,1,1,0,0,1,1,0,1,0,1,0,0,1 "N077",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N078",0,4,3,1,2,1,3,0,2,2,4,0,3,1 "N079",0,4,1,0,0,0,0,0,1,1,1,1,2,0 "N080",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N081",0,8,3,1,4,1,3,1,4,1,5,0,4,0 "N082",0,3,2,1,2,1,3,0,3,0,3,0,3,0 "N083",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N084",0,12,11,1,4,4,8,3,10,0,12,0,9,0 "N085",0,6,6,0,2,3,4,1,6,0,6,0,6,0 "N086",0,3,3,0,1,1,3,0,3,0,3,0,2,1 "N087",0,1,1,0,1,0,1,0,1,0,1,0,1,0 "N088",0,2,2,0,1,0,1,0,0,1,1,0,1,0 "N089",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N090",0,6,2,4,4,2,6,0,3,3,4,1,5,1 "N091",0,11,4,1,1,3,4,0,5,0,5,0,4,1 "N092",0,1,1,0,0,1,1,0,1,0,1,0,1,0 "N093",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N094",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N095",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N096",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N097",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N098",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N099",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N100",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N101",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N102",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N201",0,1784,987,253,688,342,1044,166,964,381,1235,118,1036,218 "N202",0,416,227,60,142,73,235,38,183,125,237,50,201,78 "N203",0,1444,841,242,569,320,827,144,706,405,927,143,785,242 "N204",0,104,50,18,45,19,62,14,56,30,70,6,58,12 "N205",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N206",0,30,25,5,19,7,18,7,11,19,19,10,15,15 "N207",0,737,312,238,211,252,285,207,258,324,350,198,294,240 "N208",0,28,21,3,14,5,17,5,16,5,21,2,18,5 "N209",0,319,196,55,131,79,205,34,193,82,247,29,215,59 "N210",0,2,1,0,2,0,1,0,1,0,2,0,2,0 "N211",0,688,388,95,259,146,396,86,357,181,459,64,393,104 "N212",0,101,52,24,37,29,56,17,56,20,69,9,52,16 "N213",0,247,122,44,89,53,127,41,110,79,152,26,135,39 "N214",0,558,269,112,209,137,293,88,201,213,315,87,257,126 "N215",0,354,180,66,125,97,179,62,147,153,221,57,174,96 "N216",0,59,25,12,20,15,27,11,16,27,35,9,26,14 "N217",0,240,131,49,104,54,133,35,124,72,169,28,132,53 "N218",0,101,57,16,29,32,61,9,49,31,66,12,56,21 "N219",0,196,111,33,80,48,127,17,113,53,143,16,119,35 "N220",0,47,23,8,14,11,29,8,22,21,30,8,24,11 "N221",0,769,307,157,221,184,311,146,194,375,378,151,291,208 "N222",0,364,164,86,124,105,181,79,117,180,215,63,153,103 "N223",0,1,0,0,0,0,0,0,0,0,0,0,0,0 "N224",0,1,0,0,0,0,0,0,0,0,0,0,0,0 "N225",0,127,70,23,47,33,71,22,40,79,78,27,70,33 "N226",0,526,282,110,198,164,262,129,167,262,292,119,212,186 "N227",0,176,95,32,66,48,95,33,54,88,97,37,78,52 "N228",0,133,69,25,54,25,88,8,80,26,89,14,84,16 "N229",0,78,44,13,31,23,45,9,36,25,54,10,45,12 "N230",0,94,39,16,25,24,47,10,24,46,45,21,29,36 "N231",0,18,10,5,10,3,13,1,11,4,13,2,12,3 "N232",0,10,2,2,1,3,2,2,0,9,2,5,1,6 "N233",0,433,297,48,189,99,262,57,205,163,303,56,242,110 "N234",0,335,218,53,144,91,219,42,184,115,267,31,213,71 "N235",0,1840,1056,304,614,558,982,306,463,1130,922,467,717,644 "N236",0,764,417,148,249,248,414,154,213,445,402,193,316,256 "N237",0,55,34,8,13,21,29,10,13,34,30,17,29,18 "N238",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N239",0,177,128,26,88,40,115,23,107,55,138,19,114,42 "N240",0,763,451,139,273,206,399,129,186,483,428,166,316,266 "N241",0,0,0,0,0,0,0,0,0,0,0,0,0,0 "N242",0,268,187,46,116,87,163,50,89,145,180,59,129,103 "N243",0,592,373,89,217,203,344,95,169,357,324,164,255,218 "N244",0,2519,1620,383,965,748,1370,437,670,1554,1458,596,1130,867 "N245",0,147,92,20,55,33,81,13,44,82,87,25,63,43 "N246",0,1216,531,243,361,305,588,165,364,503,621,197,475,320 "N247",0,283,131,60,82,87,95,92,21,215,94,105,61,118 "N248",0,1766,881,309,449,571,755,423,326,1183,762,510,540,636 "N249",0,1232,614,243,402,348,592,221,372,651,602,303,454,385 "N250",0,17,4,0,2,2,9,1,2,12,8,3,2,3 "N251",0,2436,1283,430,717,786,1067,508,506,1546,1065,689,805,853 "N252",0,75,52,9,38,19,55,7,43,25,52,13,43,22 "N253",0,8,5,1,1,4,5,0,0,6,2,1,2,2 "N254",0,58,38,6,26,13,34,8,15,31,31,17,21,20 "N255",0,462,290,45,204,95,257,53,241,91,310,19,272,58 "N256",0,369,218,60,125,103,175,78,89,231,182,93,117,153 "N257",0,96,49,19,34,26,43,18,25,52,48,21,41,27 "N258",0,220,124,47,76,67,128,29,95,91,131,43,113,58 "N259",0,776,471,157,327,196,506,96,418,278,563,99,459,192 "N260",0,103,56,25,52,19,64,12,61,29,74,11,66,20 "N261",0,25,17,3,13,3,15,2,12,5,16,2,16,3 "N262",0,441,284,83,190,120,291,54,254,126,329,51,281,92 "N263",0,173,95,35,73,44,122,13,112,32,129,14,113,25 "N264",0,161,102,39,85,45,124,10,118,34,132,16,117,32 "N265",0,92,56,21,41,29,62,13,61,27,76,12,64,20 "N266",0,75,41,15,36,7,50,4,50,15,59,7,51,12 "N267",0,177,102,46,75,54,103,27,82,72,116,34,101,46 "N268",0,239,139,44,92,69,157,23,148,54,174,26,150,37 "N269",0,185,120,33,75,47,122,21,128,38,147,14,129,28 "N270",0,259,157,62,125,64,188,23,162,62,196,32,171,52 "N271",0,39,16,11,18,6,24,4,10,17,25,5,21,7 "N272",0,615,420,89,257,176,377,88,253,285,429,104,333,180 "N273",0,966,648,157,405,281,611,128,486,349,735,106,585,240 "N274",0,108,75,13,44,32,66,15,35,61,68,22,56,37 "N275",0,77,48,12,28,28,55,8,31,31,52,9,34,25 "N276",0,87,52,23,32,25,58,12,42,30,68,6,60,11 "N277",0,79,42,16,28,19,47,8,53,12,57,6,52,12 "N278",0,71,40,10,27,13,40,3,35,18,47,5,45,6 "N279",0,155,107,17,76,32,103,16,62,74,104,24,75,42 "N280",0,190,129,28,103,40,130,18,91,73,129,34,118,41 "N281",0,135,85,20,81,20,89,10,87,28,106,10,90,21 "N282",0,16,9,3,7,4,9,2,10,4,13,0,10,1 "N283",0,39,25,9,17,10,21,5,23,11,34,2,27,7 "N284",0,60,36,10,31,8,37,4,36,17,36,12,36,11 "N285",0,65,44,12,24,23,46,4,25,31,44,15,40,20 "N286",0,62,34,16,23,21,36,8,40,13,48,6,40,12 "N287",0,159,84,28,60,34,83,25,39,83,90,34,65,46 "N288",0,11,9,0,7,0,8,0,3,6,9,0,8,2 "N289",0,1,1,0,1,0,0,0,1,0,1,0,0,0 "N290",0,275,167,60,132,65,196,25,186,58,224,20,199,39 "N291",0,410,260,82,186,111,276,44,259,110,322,41,271,84 "N292",0,13,10,0,1,8,8,2,6,6,9,3,10,1 "N293",0,406,247,77,172,119,256,67,159,191,272,60,201,127 "N294",0,243,166,42,105,76,154,45,111,112,170,43,141,68 "N295",0,83,42,24,31,28,57,12,30,44,57,14,42,27 "N296",0,338,223,46,161,73,218,31,200,86,263,23,225,51 "N297",0,206,140,30,98,55,131,30,120,67,155,23,125,52 "N298",0,189,140,21,85,55,113,42,100,76,128,45,102,67 "N299",0,44,25,9,25,10,24,7,16,20,27,10,22,13 "N300",0,41,15,19,23,9,30,8,12,18,29,7,23,12 "N301",0,105,66,18,45,32,73,12,51,49,72,26,60,32 "N302",0,224,140,41,91,62,121,41,100,88,150,43,119,66 "N303",0,108,77,8,55,22,69,10,61,23,75,11,66,15 "N304",0,47,33,7,16,16,26,8,26,17,35,4,23,15 "N305",0,3,2,1,1,1,2,0,1,2,2,1,2,1 "N306",0,12,5,2,5,2,7,2,2,9,6,3,5,3 "N307",0,43,22,8,21,7,25,5,16,23,24,12,15,19 "N308",0,13,6,3,7,3,6,3,4,5,4,4,2,7 "N309",0,5,3,0,1,0,0,2,3,2,2,1,4,0 "N310",0,21,15,2,11,5,13,3,10,8,14,4,9,8 "N311",0,12,7,2,4,4,9,0,7,2,9,2,7,3 "N312",0,3,2,0,1,0,0,1,2,0,2,0,0,2 "N313",0,5,4,1,2,1,2,1,4,0,4,1,4,1 "N314",0,5,5,0,3,1,2,2,3,2,3,1,4,0 "N321",0,26,14,3,6,7,12,1,17,4,21,2,16,4 "N461",0,14,7,1,4,1,9,0,8,3,10,0,8,2 "N466",0,77,54,10,34,17,53,6,43,19,55,11,44,19 "N467",0,183,104,43,75,55,109,28,85,77,121,42,93,60 "N468",0,270,162,59,110,77,167,33,151,84,220,15,166,57 "N475",0,60,46,7,19,19,35,7,28,24,44,9,30,20 "N476",0,118,90,13,55,29,88,8,60,43,89,16,66,32 "N477",0,75,44,12,34,12,46,5,38,19,53,4,41,9 "N478",0,54,38,10,24,18,30,11,32,18,35,9,21,19 "N480",0,200,124,39,85,49,122,22,110,58,140,25,117,45 "N481",0,129,84,30,60,29,88,13,71,40,96,14,85,26 "N482",0,3,1,2,2,0,2,0,3,0,3,0,3,0 "N483",0,33,26,5,18,8,24,3,20,13,32,1,26,7 "N486",0,40,28,10,20,10,32,1,28,11,32,4,28,8 "N488",0,20,10,6,10,4,14,2,15,2,15,1,16,0 "" " COUNTY QUESTIONS" " SAFE NEIGHBORHOOD PARK BONDS" "(683) For Bonds 311,946 66.99%" "(684) Against Bonds 153,725 33.01%" " " " ARENA QUESTION" "(687) Yes 201,761 41.06%" "(688) No 289,659 58.94%" " " " NON-BINDING QUESTION " "(691) Yes 133,475 31.54%" "(692) No 289,701 68.46%" " " "Precinct"," (683)"," (684)"," (687)"," (688)"," (691)"," (692)" "0001",584,229,359,488,200,535 "0002",246,118,159,245,91,257 "0003",908,283,436,808,245,874 "0004",193,98,127,180,92,173 "0005",556,214,349,447,190,515 "0006",630,256,413,520,236,573 "0007",685,192,410,515,198,638 "0008",484,150,277,395,116,487 "0009",371,166,268,291,133,361 "0010",616,237,411,477,196,568 "0011",585,297,360,560,252,554 "0013",459,253,325,454,214,418 "0014",510,263,316,499,211,494 "0015",296,109,159,269,113,271 "0016",313,141,200,276,139,277 "0017",635,201,371,512,275,492 "0018",502,226,295,491,208,470 "0019",220,134,171,192,104,218 "0021",422,226,294,390,180,411 "0022",215,97,115,208,76,198 "0023",632,317,418,566,274,565 "0024",595,194,356,453,204,524 "0025",419,172,276,330,153,362 "0026",19,10,13,17,7,18 "0027",232,100,150,182,120,163 "0028",511,237,404,355,178,472 "0029",523,233,338,443,193,498 "0030",1032,346,655,771,339,892 "0031",409,187,298,319,154,383 "0032",458,303,303,510,208,475 "0033",309,191,209,333,154,289 "0034",142,79,99,152,63,124 "0035",235,134,165,225,107,232 "0036",406,216,269,414,175,364 "0037",319,106,192,251,144,220 "0038",188,106,152,153,73,202 "0039",444,165,280,359,205,331 "0040",398,173,269,334,176,323 "0041",604,238,404,496,268,464 "0042",512,178,292,446,235,364 "0043",188,72,114,176,93,132 "0044",142,74,100,131,72,110 "0046",485,222,305,451,230,399 "0047",69,36,45,64,21,75 "0048",223,143,147,247,86,251 "0049",563,225,396,409,164,566 "0050",564,235,410,431,148,599 "0051",845,333,587,628,198,895 "0052",4,2,2,4,3,2 "0101",984,261,543,730,403,704 "0102",653,198,366,503,196,584 "0103",1907,582,1020,1555,454,1863 "0104",474,170,299,372,183,410 "0105",690,144,376,472,262,495 "0106",209,89,134,167,87,187 "0107",429,144,238,353,139,391 "0108",652,211,344,556,247,528 "0109",999,291,585,772,281,942 "0110",263,77,165,192,82,234 "0111",1103,294,621,858,269,1079 "0112",330,84,263,160,138,269 "0113",466,106,252,336,106,449 "0114",120,36,89,70,51,91 "0115",480,191,307,390,195,418 "0116",266,82,148,213,93,223 "0117",468,169,287,371,224,348 "0118",279,101,168,231,126,229 "0119",453,144,280,333,201,357 "0120",168,79,104,183,63,158 "0121",282,82,174,200,118,220 "0122",113,24,45,97,51,76 "0123",939,270,518,724,375,732 "0124",1149,378,687,881,350,1058 "0125",123,57,82,99,53,120 "0126",428,125,234,324,213,279 "0127",714,192,409,496,416,406 "0128",520,142,273,407,258,334 "0129",370,168,265,293,196,304 "0130",644,275,440,511,348,492 "0131",483,201,326,364,249,363 "0132",66,26,45,48,40,50 "0133",599,212,357,475,308,433 "0134",24,11,14,23,10,19 "0135",869,238,435,639,423,530 "0136",543,213,327,405,244,396 "0137",279,81,171,197,137,186 "0138",336,68,164,234,161,211 "0139",661,156,342,451,289,421 "0140",485,199,315,382,261,354 "0141",372,106,211,269,202,235 "0142",670,237,410,501,341,478 "0143",185,25,99,116,101,97 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"N014",0,0,0,0,0,0 "N015",3,3,6,0,0,6 "N016",0,0,0,0,0,0 "N017",5,1,5,1,2,4 "N018",4,0,4,1,0,4 "N019",0,0,0,0,0,0 "N020",0,0,0,0,0,0 "N021",0,0,0,0,0,0 "N022",3,1,3,0,2,1 "N023",8,1,7,2,2,6 "N024",4,0,1,3,3,1 "N025",0,0,0,0,0,0 "N026",0,0,0,0,0,0 "N027",0,0,0,0,0,0 "N028",0,0,0,0,0,0 "N029",1,0,0,1,1,0 "N030",2,0,2,0,0,3 "N031",19,5,18,7,8,14 "N032",3,2,3,3,0,3 "N033",1,0,1,0,1,0 "N034",0,0,0,0,0,0 "N035",1,1,2,0,0,2 "N036",7,1,5,3,2,5 "N037",0,0,0,0,0,0 "N038",1,1,0,2,1,1 "N039",1,0,1,0,1,0 "N040",12,7,13,4,4,12 "N041",2,0,0,2,0,2 "N042",1,1,2,0,0,1 "N043",8,1,6,3,3,4 "N044",1,0,0,1,1,0 "N045",16,3,15,3,6,8 "N046",0,0,0,0,0,0 "N047",59,12,61,6,29,28 "N048",0,0,1,0,0,0 "N049",0,0,0,0,0,0 "N050",5,1,5,0,4,2 "N051",0,0,0,0,0,0 "N052",3,2,4,0,1,3 "N053",2,0,1,1,2,0 "N054",2,2,2,1,2,2 "N055",3,0,3,0,2,1 "N056",2,1,4,0,0,2 "N057",1,1,2,0,1,1 "N058",7,0,6,1,4,2 "N059",1,0,1,0,0,1 "N060",7,1,6,1,1,5 "N061",10,3,12,1,4,6 "N062",0,0,0,0,0,0 "N063",0,3,3,0,0,2 "N064",3,0,2,0,3,0 "N065",1,0,2,0,0,1 "N066",1,0,1,0,0,1 "N067",0,0,0,0,0,0 "N068",8,2,6,2,2,7 "N069",4,0,2,1,2,2 "N070",0,0,0,0,0,0 "N071",0,0,3,0,0,0 "N072",1,3,4,0,0,4 "N073",0,1,1,0,1,0 "N074",0,0,0,0,0,0 "N075",4,0,5,0,0,4 "N076",1,0,0,1,0,1 "N077",0,0,0,0,0,0 "N078",2,2,4,0,2,1 "N079",1,0,1,0,1,0 "N080",0,0,0,0,0,0 "N081",4,0,4,1,2,2 "N082",3,0,3,0,2,0 "N083",0,0,0,0,0,0 "N084",9,2,10,1,3,8 "N085",6,0,5,1,4,1 "N086",2,1,3,0,0,3 "N087",1,0,0,1,1,0 "N088",1,0,1,0,1,0 "N089",0,0,0,0,0,0 "N090",5,0,5,1,2,4 "N091",4,1,4,0,1,2 "N092",1,0,1,0,0,1 "N093",0,0,0,0,0,0 "N094",0,0,0,0,0,0 "N095",0,0,0,0,0,0 "N096",0,0,0,0,0,0 "N097",0,0,0,0,0,0 "N098",0,0,0,0,0,0 "N099",0,0,0,0,0,0 "N100",0,0,0,0,0,0 "N101",0,0,0,0,0,0 "N102",0,0,0,0,0,0 "N201",904,378,906,371,337,805 "N202",196,89,193,93,87,173 "N203",709,366,775,326,249,700 "N204",50,23,50,25,25,38 "N205",0,0,0,0,0,0 "N206",12,17,14,12,7,19 "N207",293,233,318,207,110,340 "N208",19,5,17,6,4,15 "N209",160,109,187,81,39,207 "N210",1,0,0,2,1,0 "N211",360,145,343,166,167,276 "N212",46,30,56,21,21,44 "N213",119,63,127,56,59,93 "N214",287,112,223,170,144,220 "N215",153,112,176,94,66,172 "N216",34,10,24,18,17,20 "N217",117,79,131,61,64,109 "N218",45,31,52,32,20,50 "N219",89,61,108,48,40,101 "N220",26,10,21,16,15,13 "N221",384,144,294,237,160,301 "N222",173,94,158,123,76,180 "N223",0,0,0,0,0,1 "N224",0,0,0,0,0,0 "N225",64,42,74,36,35,57 "N226",280,136,253,161,141,240 "N227",92,38,90,45,47,78 "N228",79,23,63,35,33,56 "N229",48,12,36,22,27,29 "N230",35,33,47,20,22,41 "N231",10,5,8,7,7,6 "N232",2,3,2,4,1,4 "N233",250,102,254,110,96,216 "N234",173,110,203,94,50,202 "N235",636,779,932,562,267,1022 "N236",235,347,397,226,105,440 "N237",16,26,28,13,10,31 "N238",0,0,0,0,0,0 "N239",90,58,103,50,46,95 "N240",274,326,346,274,135,384 "N241",0,0,0,0,0,0 "N242",113,119,146,85,43,156 "N243",194,283,308,197,78,358 "N244",802,1202,1378,745,308,1503 "N245",47,70,86,33,19,84 "N246",591,250,453,392,231,491 "N247",58,158,140,107,22,165 "N248",460,883,987,480,231,981 "N249",469,478,632,380,185,655 "N250",2,12,6,8,1,1 "N251",693,1153,1323,718,326,1327 "N252",36,28,43,24,17,40 "N253",0,4,4,1,0,5 "N254",22,25,26,21,15,29 "N255",255,67,252,55,110,177 "N256",98,193,211,91,32,231 "N257",38,30,44,23,26,40 "N258",85,89,131,51,31,123 "N259",371,260,448,205,121,449 "N260",54,28,55,28,24,52 "N261",10,6,13,4,10,5 "N262",220,135,268,102,70,248 "N263",87,52,98,36,31,84 "N264",92,50,81,69,26,100 "N265",44,34,58,26,9,62 "N266",45,14,47,12,20,31 "N267",74,61,99,40,46,84 "N268",109,76,137,48,62,115 "N269",100,59,116,41,41,96 "N270",153,68,150,74,53,151 "N271",26,4,12,15,15,15 "N272",280,228,328,195,126,325 "N273",489,296,546,270,215,500 "N274",33,55,56,36,18,58 "N275",33,24,42,19,15,42 "N276",40,27,56,18,13,43 "N277",36,22,55,7,18,34 "N278",32,17,32,17,16,29 "N279",69,54,72,58,30,89 "N280",91,66,115,43,39,102 "N281",80,26,69,41,37,56 "N282",7,1,8,2,2,9 "N283",20,10,25,9,6,19 "N284",31,18,32,15,13,30 "N285",36,17,35,24,13,34 "N286",30,20,31,20,13,29 "N287",91,26,78,36,29,73 "N288",7,2,4,5,0,7 "N289",0,0,1,0,0,0 "N290",175,63,169,70,59,151 "N291",225,124,247,108,89,228 "N292",5,6,8,4,0,8 "N293",227,105,226,101,85,215 "N294",119,95,138,71,45,146 "N295",40,30,43,27,15,45 "N296",189,77,190,89,74,166 "N297",113,66,117,59,45,115 "N298",75,93,127,29,32,123 "N299",25,10,24,10,11,20 "N300",29,6,11,23,22,11 "N301",51,41,68,22,16,65 "N302",115,72,129,65,50,115 "N303",66,15,64,17,29,43 "N304",23,12,25,12,15,18 "N305",1,2,2,1,0,3 "N306",4,5,6,4,2,6 "N307",20,16,19,15,9,22 "N308",3,6,5,5,1,9 "N309",1,1,0,3,0,3 "N310",6,11,13,4,2,15 "N311",4,6,9,2,1,8 "N312",0,1,0,2,0,1 "N313",4,1,2,1,1,1 "N314",2,2,3,1,1,2 "N461",2,5,7,2,2,6 "N466",33,29,48,13,18,36 "N467",79,74,106,46,25,116 "N468",145,80,144,75,53,134 "N475",23,25,34,15,12,29 "N476",71,27,60,42,28,64 "N477",39,12,41,16,17,31 "N478",28,16,31,15,14,28 "N480",113,52,101,62,45,90 "N481",70,32,68,41,32,59 "N482",3,0,0,3,0,2 "N483",15,14,25,8,10,18 "N486",21,13,23,13,10,20 "N488",16,1,8,5,9,7 "" " VILLAGE OF KEY BISCAYNE" " Precincts Counted 3 100.00%" " Absentee Precincts Counted 1 100.00%" "(698) Registered Voters 4,524 100.00%" "(699) Ballots Cast 3,369" " " " Vote for 2 VILLAGE COUNCIL" "(700) Martha Fdez-Leon Broucek 1,441 25.20%" "(701) Anthony Greco 1,145 20.02%" "(702) Gregory Christopher Han 1,687 29.50%" "(703) Christina Dearing Reed 1,446 25.28%" " " "Precinct"," (698)"," (699)"," (700)"," (701)"," (702)"," (703)" "0049",1331,880,363,277,424,414 "0050",1361,895,376,304,450,395 "0051",1832,1275,599,467,693,499 "N209",0,319,103,97,120,138 "" " CITY OF MIAMI" " Precincts Counted 97 100.00%" " Absentee Precincts Counted 11 100.00%" "(709) Registered Voters 133,192 100.00%" "(710) Ballots Cast 89,699" " " " GROUP V - COMMISSIONER" "(711) Richard P. Dunn II 28,274 37.80%" "(712) Manny Gonzalez-Goenaga 1,778 2.38%" "(713) Humberto Hernandez 29,997 40.11%" "(714) Clennon King 1,083 1.45%" "(715) Ted Lyons 2,514 3.36%" "(716) Margarita Ruiz 9,161 12.25%" "(717) Angel C. Saqui 546 0.73%" "(718) Seth Sklarey 1,439 1.92%" " " "Precinct"," (709)"," (710)"," (711)"," (712)"," (713)"," (714)"," (715)"," (716)"," (717)"," (718)" "0501",1805,1001,589,18,30,26,48,22,7,8 "0502",1565,929,413,32,77,23,64,74,32,24 "0503",778,498,65,6,259,6,3,47,1,4 "0504",2077,1348,551,36,91,40,76,121,29,61 "0505",2007,1123,673,10,25,38,73,24,4,6 "0506",236,146,75,2,14,3,11,11,2,2 "0507",1498,817,601,5,2,9,45,2,2,1 "0508",1999,1079,803,8,9,21,45,5,6,7 "0509",1401,910,133,26,450,7,4,138,6,9 "0510",801,514,42,4,313,2,2,69,5,2 "0511",2162,1182,873,9,9,30,65,5,7,3 "0512",1305,805,621,3,6,14,32,2,4,0 "0513",753,505,402,5,1,7,18,3,0,3 "0514",1038,622,451,4,23,7,21,10,3,2 "0515",507,305,140,6,24,8,8,15,1,5 "0516",1146,769,354,23,75,13,62,59,10,43 "0517",1494,735,407,16,36,19,53,16,3,12 "0518",1533,933,538,17,68,25,37,29,3,6 "0519",1750,1088,705,4,26,29,51,21,9,7 "0520",1264,792,646,6,6,10,42,1,0,0 "0521",2085,1280,997,8,8,18,61,5,4,7 "0522",1824,1162,894,7,22,20,45,4,2,1 "0523",2373,1380,1045,9,24,22,41,14,6,4 "0524",734,468,84,16,199,5,8,67,2,12 "0526",2703,1588,282,30,762,28,24,182,9,14 "0527",1961,1198,261,26,556,9,16,129,3,4 "0528",457,293,89,7,93,7,3,25,2,2 "0529",1985,1169,496,16,266,19,31,87,5,5 "0530",1355,684,258,15,169,19,29,57,7,14 "0531",1517,720,430,10,62,11,31,26,5,4 "0532",505,288,198,7,3,5,6,10,4,4 "0533",1898,1036,817,3,10,10,24,2,0,2 "0534",1206,394,181,8,45,13,25,34,8,9 "0535",1398,800,588,6,5,13,13,0,2,6 "0536",787,322,260,0,6,8,9,3,0,2 "0537",1513,798,210,22,288,13,8,52,3,10 "0538",1763,969,322,29,185,30,53,109,5,45 "0539",501,315,115,10,41,4,16,49,4,19 "0540",5,1,0,0,1,0,0,0,0,0 "0541",712,394,118,10,55,6,19,50,2,20 "0542",402,245,76,4,74,1,2,25,0,0 "0543",2153,1288,153,29,716,11,11,113,7,1 "0544",541,285,118,9,32,5,18,28,2,10 "0545",1930,1288,153,22,701,9,13,178,1,14 "0546",53,17,9,1,0,1,0,1,0,0 "0547",1938,1281,157,27,664,9,21,205,8,6 "0548",1464,1019,146,25,518,6,16,165,3,5 "0549",1326,901,135,24,471,9,9,125,7,7 "0550",1688,1137,186,39,548,6,15,189,5,9 "0551",1447,913,155,29,421,6,13,148,1,4 "0552",536,360,49,9,189,1,3,47,2,2 "0553",1818,1198,157,28,598,9,20,188,7,15 "0554",1955,1323,183,33,659,8,21,205,3,7 "0555",2263,1529,180,32,834,13,16,196,6,16 "0556",2603,1716,242,33,886,4,15,254,10,15 "0557",1917,1258,171,29,625,13,13,207,6,8 "0558",1699,1101,122,20,622,7,9,141,3,7 "0559",1763,1233,181,26,643,14,15,162,9,15 "0560",2241,1514,173,44,784,12,17,260,9,8 "0561",750,485,109,15,184,4,11,70,4,12 "0562",2625,1721,225,34,919,4,19,282,6,9 "0563",2546,1648,189,23,1004,8,4,198,4,6 "0564",1781,1019,128,11,613,8,5,108,1,3 "0565",2056,1271,144,19,748,9,6,145,6,4 "0566",2314,1372,141,19,776,17,26,121,8,11 "0567",1297,821,194,20,345,4,9,115,4,12 "0568",373,230,68,5,60,1,8,40,3,10 "0569",3359,2154,697,77,340,24,109,270,17,128 "0570",1360,844,131,16,469,4,10,100,7,3 "0571",2085,1359,247,41,584,4,21,212,14,17 "0572",1310,869,113,15,448,7,5,141,4,5 "0573",1597,1066,163,19,535,4,12,171,6,10 "0574",2093,1383,188,50,684,4,16,238,5,9 "0575",2650,1689,216,24,1011,10,11,212,10,8 "0576",2279,1488,243,48,637,12,28,281,9,20 "0577",1391,868,147,31,376,8,14,131,8,12 "0578",2538,1565,211,43,817,18,23,208,11,10 "0579",1807,1250,225,35,528,14,9,203,16,26 "0580",620,370,58,15,155,1,4,62,6,4 "0581",1860,1212,467,25,216,9,60,109,12,93 "0582",1773,1136,515,34,78,11,73,79,8,133 "0583",1623,991,343,45,77,28,86,90,13,78 "0584",1455,914,649,7,23,11,41,14,0,12 "0585",1065,648,466,4,7,12,30,4,2,4 "0586",1408,926,424,17,43,18,77,59,13,95 "0587",997,660,291,15,37,8,41,50,14,56 "0588",113,36,10,0,11,2,2,7,0,0 "0589",68,35,10,1,13,1,1,4,1,0 "0590",124,69,21,2,21,2,1,6,0,0 "0591",780,486,119,6,204,2,2,38,2,2 "0592",50,23,14,0,1,0,1,0,0,0 "0593",14,7,1,0,4,0,0,2,0,0 "0594",134,91,18,3,28,2,0,17,2,1 "0595",145,87,10,4,31,0,2,20,1,1 "0596",278,185,36,4,84,3,2,35,3,4 "0597",210,143,28,3,53,2,2,28,2,1 "0598",126,56,18,2,12,2,1,1,0,5 "N246",0,1216,608,17,83,29,140,45,10,16 "N247",0,283,23,1,207,0,3,32,0,0 "N248",0,1766,215,22,991,6,26,280,6,14 "N249",0,1232,190,26,613,9,34,96,5,30 "N250",0,17,1,0,12,0,0,1,0,0 "N251",0,2436,346,25,1350,9,46,345,7,24 "N252",0,75,32,2,6,1,4,4,0,7 "N253",0,8,0,0,4,0,0,0,0,0 "N254",0,58,12,1,26,2,2,9,0,1 "N256",0,369,47,7,185,5,14,57,0,3 "N257",0,96,50,3,15,3,4,5,0,2 "" " NORTH BAY VILLAGE" " Precincts Counted 2 100.00%" " Absentee Precincts Counted 1 100.00%" "(724) Registered Voters 2,411 100.00%" "(725) Ballots Cast 1,618" " " " MAYOR" "(726) Laurence A. Madden 578 40.00%" "(727) Paul Vogel 867 60.00%" " " " AT LARGE COMMISSIONER" "(730) George Rodriguez 823 56.45%" "(731) Gabrielle Tessler 635 43.55%" " " "Precinct"," (724)"," (725)"," (726)"," (727)"," (730)"," (731)" "0016",818,518,218,259,258,216 "0017",1593,996,328,561,515,386 "N204",0,104,32,47,50,33 "" " CITY OF OPA-LOCKA" " Precincts Counted 6 100.00%" " Absentee Precincts Counted 1 100.00%" "(737) Registered Voters 6,012 100.00%" "(738) Ballots Cast 3,540" " " " MAYOR" "(739) Robert B. Ingram 1,602 51.58%" "(740) John Riley 1,504 48.42%" " " " Vote for 2 COMMISSIONERS 4 YR TERM " "(743) Mary E. Allen 1,219 24.80%" "(744) Steven A. Barrett 1,185 24.10%" "(745) Felix Martinez 1,107 22.52%" "(746) Alvin Miller 1,405 28.58%" " " " COMMISSIONER 2 YR. TERM" "(749) Cheryl A. Odom 1,291 44.67%" "(750) Myra L. Taylor 1,599 55.33%" " " "Precinct"," (737)"," (738)"," (739)"," (740)"," (743)"," (744)"," (745)"," (746)"," (749)"," (750)" "0235",2288,1324,509,646,355,484,643,412,571,526 "0236",228,151,97,40,73,40,18,64,51,85 "0237",1250,769,413,249,297,208,131,400,232,371 "0238",1114,635,268,314,269,238,103,307,236,294 "0265",78,46,26,14,21,18,7,24,12,27 "0313",1054,538,262,198,180,155,174,172,155,265 "N530",0,77,27,43,24,42,31,26,34,31 "" " CITY OF MIAMI BEACH" " Precincts Counted 32 100.00%" " Absentee Precincts Counted 4 100.00%" "(756) Registered Voters 39,533 100.00%" "(757) Ballots Cast 25,242" " " " EMPLOYEES' PENSION BOARD QUESTION" "(758) Yes 8,845 49.44%" "(759) No 9,044 50.56%" " " " AMENDMENT INCREASING SALARIES" "(762) Yes 6,061 31.38%" "(763) No 13,255 68.62%" " " " AMENDMENT ESTABLISHING TERM LIMITS" "(766) Yes 13,018 66.23%" "(767) No 6,637 33.77%" " " "Precinct"," (756)"," (757)"," (758)"," (759)"," (762)"," (763)"," (766)"," (767)" "0011",1686,1027,404,411,240,609,564,300 "0013",1761,965,295,320,164,490,419,263 "0014",1767,1019,361,325,178,533,425,312 "0015",718,458,204,165,132,264,266,135 "0018",1746,946,350,293,161,521,409,264 "0019",642,410,162,153,95,241,207,128 "0021",1507,858,279,298,164,446,384,256 "0022",581,349,140,135,113,182,198,96 "0023",1846,1167,438,415,318,605,683,263 "0024",1386,844,408,323,296,495,592,189 "0025",1296,730,273,256,194,388,424,167 "0026",66,38,17,8,7,19,16,12 "0027",1018,512,160,133,87,218,212,118 "0028",1356,890,320,337,238,490,534,209 "0029",1245,843,346,344,243,505,548,209 "0030",2271,1524,709,536,641,732,1047,333 "0031",1078,673,291,244,207,381,403,185 "0032",1646,991,288,367,207,504,453,279 "0033",1409,690,216,236,134,349,312,199 "0034",631,315,85,108,71,135,132,69 "0035",855,450,160,167,102,256,225,144 "0036",1384,816,261,278,171,414,375,235 "0037",937,503,192,180,140,274,306,115 "0038",489,314,148,123,125,166,196,94 "0039",1358,752,274,270,165,429,363,230 "0040",1342,760,255,257,157,399,369,203 "0041",1680,1083,334,393,213,581,522,288 "0042",1655,903,287,306,219,448,459,216 "0043",671,361,110,125,64,184,185,72 "0044",585,334,94,86,70,132,138,61 "0046",1947,1001,271,342,156,497,401,278 "0048",974,505,145,202,100,255,216,144 "N203",0,1444,406,564,355,701,765,302 "N205",0,0,0,0,0,0,0,0 "N206",0,30,10,12,6,13,16,7 "N207",0,737,152,332,128,399,254,262 "" " CITY OF WEST MIAMI" " Precincts Counted 2 100.00%" " Absentee Precincts Counted 1 100.00%" "(773) Registered Voters 2,926 100.00%" "(774) Ballots Cast 2,173" " " " QUESTION NO. 1" "(775) Yes 1,099 64.04%" "(776) No 617 35.96%" " " " QUESTION NO. 2" "(779) Yes 922 58.32%" "(780) No 659 41.68%" " " " QUESTION NO. 3" "(783) Yes 1,076 65.41%" "(784) No 569 34.59%" " " " STRAW BALLOT QUESTION" "(787) Yes 1,121 64.20%" "(788) No 625 35.80%" "Precinct"," (773)"," (774)"," (775)"," (776)"," (779)"," (780)"," (783)"," (784)"," (787)"," (788)" "0426",1539,1043,535,267,398,338,534,240,563,260 "0427",1387,983,468,332,469,278,450,311,479,338 "N245",0,147,96,18,55,43,92,18,79,27