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distinctprime.py
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prime=[30,42,60,66,70,78,84,90,102,105,110,114,120,126,130,132,138,140,150,154,156,165,168,170,174,180,182,186,190,195,198,204,210,220,222,228,230,231,234,238,240,246,252,255,258,260,264,266,270,273,276,280,282,285,286,290,294,300,306,308,310,312,315,318,322,330,336,340,342,345,348,350,354,357,360,364,366,370,372,374,378,380,385,390,396,399,402,406,408,410,414,418,420,426,429,430,434,435,438,440,442,444,450,455,456,460,462,465,468,470,474,476,480,483,490,492,494,495,498,504,506,510,516,518,520,522,525,528,530,532,534,540,546,550,552,555,558,560,561,564,570,572,574,580,582,585,588,590,594,595,598,600,602,606,609,610,612,615,616,618,620,624,627,630,636,638,642,644,645,646,650,651,654,658,660,663,665,666,670,672,678,680,682,684,690,693,696,700,702,705,708,710,714,715,720,726,728,730,732,735,738,740,741,742,744,748,750,754,756,759,760,762,765,770,774,777,780,782,786,790,792,795,798,804,805,806,810,812,814,816,819,820,822,825,826,828,830,834,836,840,846,850,852,854,855,858,860,861,868,870,874,876,880,882,884,885,888,890,894,897,900,902,903,906,910,912,915,918,920,924,930,935,936,938,940,942,945,946,948,950,952,954,957,960,962,966,969,970,975,978,980,984,986,987,988,990,994,996,1001,1002,1005,1008,1010,1012,1014,1015,1020,1022,1023,1026,1030,1032,1034,1035,1036,1038,1040,1044,1045,1050,1054,1056,1060,1062,1064,1065,1066,1068,1070,1071,1074,1078,1080,1085,1086,1090,1092,1095,1098,1100,1102,1104,1105,1106,1110,1113,1116,1118,1120,1122,1128,1130,1131,1134,1140,1144,1146,1148,1150,1155,1158,1160,1162,1164,1166,1170,1173,1176,1178,1180,1182,1185,1188,1190,1194,1196,1197,1200,1204,1206,1209,1210,1212,1218,1220,1221,1222,1224,1230,1232,1235,1236,1239,1240,1242,1245,1246,1248,1254,1258,1260,1265,1266,1270,1272,1274,1275,1276,1278,1281,1284,1287,1288,1290,1292,1295,1298,1300,1302,1305,1308,1309,1310,1311,1314,1316,1320,1326,1330,1332,1334,1335,1338,1340,1342,1344,1350,1353,1356,1358,1360,1362,1364,1365,1368,1370,1374,1378,1380,1386,1390,1392,1394,1395,1398,1400,1404,1406,1407,1410,1414,1416,1419,1420,1422,1425,1426,1428,1430,1434,1435,1440,1442,1443,1446,1449,1450,1452,1455,1456,1460,1462,1463,1464,1470,1474,1476,1479,1480,1482,1484,1485,1488,1490,1491,1494,1495,1496,1498,1500,1505,1506,1508,1510,1512,1515,1518,1520,1524,1526,1530,1533,1534,1540,1542,1545,1547,1548,1550,1551,1554,1558,1560,1562,1564,1566,1570,1572,1575,1578,1580,1581,1582,1584,1586,1590,1595,1596,1598,1599,1602,1605,1606,1608,1610,1612,1614,1615,1617,1620,1624,1626,1628,1630,1632,1634,1635,1638,1640,1644,1645,1650,1652,1653,1656,1659,1660,1662,1665,1666,1668,1670,1672,1674,1677,1680,1683,1686,1690,1692,1694,1695,1698,1700,1702,1704,1705,1708,1710,1716,1720,1722,1725,1729,1730,1734,1736,1738,1740,1742,1743,1746,1748,1749,1750,1752,1755,1758,1760,1764,1767,1768,1770,1771,1776,1778,1780,1782,1785,1786,1788,1790,1794,1798,1800,1802,1804,1806,1810,1812,1815,1818,1820,1824,1826,1827,1830,1833,1834,1836,1840,1842,1845,1846,1848,1850,1854,1855,1860,1862,1866,1869,1870,1872,1876,1878,1880,1881,1884,1885,1886,1887,1890,1892,1896,1898,1900,1902,1904,1905,1908,1910,1911,1914,1918,1920,1924,1925,1926,1930,1932,1935,1938,1940,1946,1947,1950,1953,1955,1956,1958,1960,1962,1965,1968,1970,1972,1974,1976,1978,1980,1986,1988,1989,1990,1992,1995,1998,2001,2002,2004,2006,2010,2013,2014,2015,2016,2020,2022,2024,2028,2030,2034,2035,2037,2040,2044,2046,2050,2052,2054,2055,2058,2060,2064,2065,2067,2068,2070,2072,2074,2076,2079,2080,2082,2085,2086,2088,2090,2091,2093,2094,2100,2106,2108,2109,2110,2112,2114,2115,2118,2120,2121,2124,2128,2130,2132,2134,2135,2136,2139,2140,2142,2145,2146,2148,2150,2154,2156,2158,2160,2162,2163,2166,2170,2172,2175,2178,2180,2184,2185,2190,2193,2196,2198,2200,2202,2204,2205,2208,2210,2211,2212,2214,2220,2222,2223,2226,2230,2232,2233,2235,2236,2238,2240,2242,2244,2247,2250,2254,2255,2256,2260,2261,2262,2265,2266,2268,2270,2274,2275,2277,2278,2280,2282,2286,2288,2289,2290,2292,2294,2295,2296,2298,2300,2301,2310,2314,2316,2318,2320,2322,2324,2325,2328,2330,2331,2332,2334,2337,2338,2340,2343,2345,2346,2350,2352,2354,2355,2356,2358,2360,2364,2365,2366,2370,2373,2376,2378,2379,2380,2382,2385,2387,2388,2390,2392,2394,2397,2398,2400,2405,2406,2408,2409,2410,2412,2414,2415,2418,2420,2422,2424,2430,2431,2436,2438,2440,2442,2444,2445,2448,2450,2451,2454,2457,2460,2464,2465,2466,2470,2472,2475,2478,2480,2482,2484,2485,2486,2490,2492,2494,2496,2499,2502,2505,2506,2508,2510,2514,2516,2520,2522,2526,2530,2532,2534,2535,2538,2540,2541,2542,2544,2546,2548,2550,2552,2553,2555,2556,2562,2565,2568,2570,2574,2576,2580,2583,2584,2585,2586,2590,2595,2596,2598,2600,2604,2607,2610,2613,2616,2618,2620,2622,2625,2626,2628,2630,2632,2634,2635,2639,2640,2646,2650,2652,2655,2658,2660,2664,2665]
n=int(input())
while(n>0):
n-=1
print prime[int(input())-1]