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Overview
Comment:Enhance "INSERT INTO ... VALUES" so that the number of rows in the VALUES clause is not limited by SQLITE_LIMIT_COMPOUND_SELECT, and so that the stack depth is constant regardless of the number of rows in VALUES.
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SHA1:e1c4a359aacfce97eb1652624789e71981e0d263
User & Date: drh 2015-01-05 20:13:49
Context
2015-01-06
16:53
Improved and more rigorous test of large VALUES clauses. check-in: 6917d9f4 user: drh tags: trunk
2015-01-05
20:13
Enhance "INSERT INTO ... VALUES" so that the number of rows in the VALUES clause is not limited by SQLITE_LIMIT_COMPOUND_SELECT, and so that the stack depth is constant regardless of the number of rows in VALUES. check-in: e1c4a359 user: drh tags: trunk
20:04
Avoid O(N*N) behavior with very long lists of VALUES. Closed-Leaf check-in: ee30fb35 user: drh tags: many-VALUEs
15:48
Remove some needless recursion from compound SELECT processing. check-in: fe677d13 user: drh tags: trunk
Changes
Hide Diffs Unified Diffs Ignore Whitespace Patch

Changes to src/parse.y.

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select(A) ::= with(W) selectnowith(X). {
  Select *p = X, *pNext, *pLoop;
  if( p ){
    int cnt = 0, mxSelect;
    p->pWith = W;
    if( p->pPrior ){

      pNext = 0;
      for(pLoop=p; pLoop; pNext=pLoop, pLoop=pLoop->pPrior, cnt++){
        pLoop->pNext = pNext;
        pLoop->selFlags |= SF_Compound;

      }



      mxSelect = pParse->db->aLimit[SQLITE_LIMIT_COMPOUND_SELECT];
      if( mxSelect && cnt>mxSelect ){

        sqlite3ErrorMsg(pParse, "too many terms in compound SELECT");
      }
    }
  }else{
    sqlite3WithDelete(pParse->db, W);
  }
  A = p;







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select(A) ::= with(W) selectnowith(X). {
  Select *p = X, *pNext, *pLoop;
  if( p ){
    int cnt = 0, mxSelect;
    p->pWith = W;
    if( p->pPrior ){
      u16 allValues = SF_Values;
      pNext = 0;
      for(pLoop=p; pLoop; pNext=pLoop, pLoop=pLoop->pPrior, cnt++){
        pLoop->pNext = pNext;
        pLoop->selFlags |= SF_Compound;
        allValues &= pLoop->selFlags;
      }
      if( allValues ){
        p->selFlags |= SF_AllValues;
      }else if(
        (mxSelect = pParse->db->aLimit[SQLITE_LIMIT_COMPOUND_SELECT])>0
        && cnt>mxSelect
      ){
        sqlite3ErrorMsg(pParse, "too many terms in compound SELECT");
      }
    }
  }else{
    sqlite3WithDelete(pParse->db, W);
  }
  A = p;

Changes to src/select.c.

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/* Forward references */
static int multiSelectOrderBy(
  Parse *pParse,        /* Parsing context */
  Select *p,            /* The right-most of SELECTs to be coded */
  SelectDest *pDest     /* What to do with query results */
);






























































/*
** This routine is called to process a compound query form from
** two or more separate queries using UNION, UNION ALL, EXCEPT, or
** INTERSECT
**
** "p" points to the right-most of the two queries.  the query on the
................................................................................
  */
  if( dest.eDest==SRT_EphemTab ){
    assert( p->pEList );
    sqlite3VdbeAddOp2(v, OP_OpenEphemeral, dest.iSDParm, p->pEList->nExpr);
    sqlite3VdbeChangeP5(v, BTREE_UNORDERED);
    dest.eDest = SRT_Table;
  }








  /* Make sure all SELECTs in the statement have the same number of elements
  ** in their result sets.
  */
  assert( p->pEList && pPrior->pEList );
  if( p->pEList->nExpr!=pPrior->pEList->nExpr ){
    if( p->selFlags & SF_Values ){
      sqlite3ErrorMsg(pParse, "all VALUES must have the same number of terms");
    }else{
      sqlite3ErrorMsg(pParse, "SELECTs to the left and right of %s"
        " do not have the same number of result columns", selectOpName(p->op));
    }
    rc = 1;
    goto multi_select_end;
  }

#ifndef SQLITE_OMIT_CTE
  if( p->selFlags & SF_Recursive ){
    generateWithRecursiveQuery(pParse, p, &dest);
................................................................................
    return WRC_Abort;
  }
  if( NEVER(p->pSrc==0) || (selFlags & SF_Expanded)!=0 ){
    return WRC_Prune;
  }
  pTabList = p->pSrc;
  pEList = p->pEList;

  sqlite3WithPush(pParse, findRightmost(p)->pWith, 0);


  /* Make sure cursor numbers have been assigned to all entries in
  ** the FROM clause of the SELECT statement.
  */
  sqlite3SrcListAssignCursors(pParse, pTabList);

  /* Look up every table named in the FROM clause of the select.  If
................................................................................
  w.xExprCallback = exprWalkNoop;
  w.pParse = pParse;
  if( pParse->hasCompound ){
    w.xSelectCallback = convertCompoundSelectToSubquery;
    sqlite3WalkSelect(&w, pSelect);
  }
  w.xSelectCallback = selectExpander;

  w.xSelectCallback2 = selectPopWith;

  sqlite3WalkSelect(&w, pSelect);
}


#ifndef SQLITE_OMIT_SUBQUERY
/*
** This is a Walker.xSelectCallback callback for the sqlite3SelectTypeInfo()







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/* Forward references */
static int multiSelectOrderBy(
  Parse *pParse,        /* Parsing context */
  Select *p,            /* The right-most of SELECTs to be coded */
  SelectDest *pDest     /* What to do with query results */
);

/*
** Error message for when two or more terms of a compound select have different
** size result sets.
*/
static void selectWrongNumTermsError(Parse *pParse, Select *p){
  if( p->selFlags & SF_Values ){
    sqlite3ErrorMsg(pParse, "all VALUES must have the same number of terms");
  }else{
    sqlite3ErrorMsg(pParse, "SELECTs to the left and right of %s"
      " do not have the same number of result columns", selectOpName(p->op));
  }
}

/*
** Handle the special case of a compound-select that originates from a
** VALUES clause.  By handling this as a special case, we avoid deep
** recursion, and thus do not need to enforce the SQLITE_LIMIT_COMPOUND_SELECT
** on a VALUES clause.
**
** Because the Select object originates from a VALUES clause:
**   (1) It has no LIMIT or OFFSET
**   (2) All terms are UNION ALL
**   (3) There is no ORDER BY clause
*/
static int multiSelectValues(
  Parse *pParse,        /* Parsing context */
  Select *p,            /* The right-most of SELECTs to be coded */
  SelectDest *pDest     /* What to do with query results */
){
  Select *pPrior;
  int nExpr = p->pEList->nExpr;
  int nRow = 1;
  int rc = 0;
  assert( p->pNext==0 );
  assert( p->selFlags & SF_AllValues );
  do{
    assert( p->selFlags & SF_Values );
    assert( p->op==TK_ALL || (p->op==TK_SELECT && p->pPrior==0) );
    assert( p->pLimit==0 );
    assert( p->pOffset==0 );
    if( p->pEList->nExpr!=nExpr ){
      selectWrongNumTermsError(pParse, p);
      return 1;
    }
    if( p->pPrior==0 ) break;
    assert( p->pPrior->pNext==p );
    p = p->pPrior;
    nRow++;
  }while(1);
  while( p ){
    pPrior = p->pPrior;
    p->pPrior = 0;
    rc = sqlite3Select(pParse, p, pDest);
    p->pPrior = pPrior;
    if( rc ) break;
    p->nSelectRow = nRow;
    p = p->pNext;
  }
  return rc;
}

/*
** This routine is called to process a compound query form from
** two or more separate queries using UNION, UNION ALL, EXCEPT, or
** INTERSECT
**
** "p" points to the right-most of the two queries.  the query on the
................................................................................
  */
  if( dest.eDest==SRT_EphemTab ){
    assert( p->pEList );
    sqlite3VdbeAddOp2(v, OP_OpenEphemeral, dest.iSDParm, p->pEList->nExpr);
    sqlite3VdbeChangeP5(v, BTREE_UNORDERED);
    dest.eDest = SRT_Table;
  }

  /* Special handling for a compound-select that originates as a VALUES clause.
  */
  if( p->selFlags & SF_AllValues ){
    rc = multiSelectValues(pParse, p, &dest);
    goto multi_select_end;
  }

  /* Make sure all SELECTs in the statement have the same number of elements
  ** in their result sets.
  */
  assert( p->pEList && pPrior->pEList );
  if( p->pEList->nExpr!=pPrior->pEList->nExpr ){
    selectWrongNumTermsError(pParse, p);





    rc = 1;
    goto multi_select_end;
  }

#ifndef SQLITE_OMIT_CTE
  if( p->selFlags & SF_Recursive ){
    generateWithRecursiveQuery(pParse, p, &dest);
................................................................................
    return WRC_Abort;
  }
  if( NEVER(p->pSrc==0) || (selFlags & SF_Expanded)!=0 ){
    return WRC_Prune;
  }
  pTabList = p->pSrc;
  pEList = p->pEList;
  if( pWalker->xSelectCallback2==selectPopWith ){
    sqlite3WithPush(pParse, findRightmost(p)->pWith, 0);
  }

  /* Make sure cursor numbers have been assigned to all entries in
  ** the FROM clause of the SELECT statement.
  */
  sqlite3SrcListAssignCursors(pParse, pTabList);

  /* Look up every table named in the FROM clause of the select.  If
................................................................................
  w.xExprCallback = exprWalkNoop;
  w.pParse = pParse;
  if( pParse->hasCompound ){
    w.xSelectCallback = convertCompoundSelectToSubquery;
    sqlite3WalkSelect(&w, pSelect);
  }
  w.xSelectCallback = selectExpander;
  if( (pSelect->selFlags & SF_AllValues)==0 ){
    w.xSelectCallback2 = selectPopWith;
  }
  sqlite3WalkSelect(&w, pSelect);
}


#ifndef SQLITE_OMIT_SUBQUERY
/*
** This is a Walker.xSelectCallback callback for the sqlite3SelectTypeInfo()

Changes to src/sqliteInt.h.

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#define SF_Resolved        0x0002  /* Identifiers have been resolved */
#define SF_Aggregate       0x0004  /* Contains aggregate functions */
#define SF_UsesEphemeral   0x0008  /* Uses the OpenEphemeral opcode */
#define SF_Expanded        0x0010  /* sqlite3SelectExpand() called on this */
#define SF_HasTypeInfo     0x0020  /* FROM subqueries have Table metadata */
#define SF_Compound        0x0040  /* Part of a compound query */
#define SF_Values          0x0080  /* Synthesized from VALUES clause */
                    /*     0x0100  NOT USED */
#define SF_NestedFrom      0x0200  /* Part of a parenthesized FROM clause */
#define SF_MaybeConvert    0x0400  /* Need convertCompoundSelectToSubquery() */
#define SF_Recursive       0x0800  /* The recursive part of a recursive CTE */
#define SF_MinMaxAgg       0x1000  /* Aggregate containing min() or max() */


/*







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#define SF_Resolved        0x0002  /* Identifiers have been resolved */
#define SF_Aggregate       0x0004  /* Contains aggregate functions */
#define SF_UsesEphemeral   0x0008  /* Uses the OpenEphemeral opcode */
#define SF_Expanded        0x0010  /* sqlite3SelectExpand() called on this */
#define SF_HasTypeInfo     0x0020  /* FROM subqueries have Table metadata */
#define SF_Compound        0x0040  /* Part of a compound query */
#define SF_Values          0x0080  /* Synthesized from VALUES clause */
#define SF_AllValues       0x0100  /* All terms of compound are VALUES */
#define SF_NestedFrom      0x0200  /* Part of a parenthesized FROM clause */
#define SF_MaybeConvert    0x0400  /* Need convertCompoundSelectToSubquery() */
#define SF_Recursive       0x0800  /* The recursive part of a recursive CTE */
#define SF_MinMaxAgg       0x1000  /* Aggregate containing min() or max() */


/*

Added test/selectG.test.

































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































































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# 2015-01-05
#
# The author disclaims copyright to this source code.  In place of
# a legal notice, here is a blessing:
#
#    May you do good and not evil.
#    May you find forgiveness for yourself and forgive others.
#    May you share freely, never taking more than you give.
#
#***********************************************************************
#
# This file verifies that INSERT operations with a very large number of
# VALUE terms works and does not hit the SQLITE_LIMIT_COMPOUND_SELECT limit.
#

set testdir [file dirname $argv0]
source $testdir/tester.tcl
set testprefix selectG

do_execsql_test 100 {
  CREATE TABLE t1(x);
  INSERT INTO t1(x) VALUES(1),(2),(3),(4),(5),(6),(7),(8),(9),(10),(11),(12),
   (13),(14),(15),(16),(17),(18),(19),(20),(21),(22),(23),(24),(25),(26),
   (27),(28),(29),(30),(31),(32),(33),(34),(35),(36),(37),(38),(39),(40),
   (41),(42),(43),(44),(45),(46),(47),(48),(49),(50),(51),(52),(53),(54),
   (55),(56),(57),(58),(59),(60),(61),(62),(63),(64),(65),(66),(67),(68),
   (69),(70),(71),(72),(73),(74),(75),(76),(77),(78),(79),(80),(81),(82),
   (83),(84),(85),(86),(87),(88),(89),(90),(91),(92),(93),(94),(95),(96),
   (97),(98),(99),(100),(101),(102),(103),(104),(105),(106),(107),(108),
   (109),(110),(111),(112),(113),(114),(115),(116),(117),(118),(119),(120),
   (121),(122),(123),(124),(125),(126),(127),(128),(129),(130),(131),(132),
   (133),(134),(135),(136),(137),(138),(139),(140),(141),(142),(143),(144),
   (145),(146),(147),(148),(149),(150),(151),(152),(153),(154),(155),(156),
   (157),(158),(159),(160),(161),(162),(163),(164),(165),(166),(167),(168),
   (169),(170),(171),(172),(173),(174),(175),(176),(177),(178),(179),(180),
   (181),(182),(183),(184),(185),(186),(187),(188),(189),(190),(191),(192),
   (193),(194),(195),(196),(197),(198),(199),(200),(201),(202),(203),(204),
   (205),(206),(207),(208),(209),(210),(211),(212),(213),(214),(215),(216),
   (217),(218),(219),(220),(221),(222),(223),(224),(225),(226),(227),(228),
   (229),(230),(231),(232),(233),(234),(235),(236),(237),(238),(239),(240),
   (241),(242),(243),(244),(245),(246),(247),(248),(249),(250),(251),(252),
   (253),(254),(255),(256),(257),(258),(259),(260),(261),(262),(263),(264),
   (265),(266),(267),(268),(269),(270),(271),(272),(273),(274),(275),(276),
   (277),(278),(279),(280),(281),(282),(283),(284),(285),(286),(287),(288),
   (289),(290),(291),(292),(293),(294),(295),(296),(297),(298),(299),(300),
   (301),(302),(303),(304),(305),(306),(307),(308),(309),(310),(311),(312),
   (313),(314),(315),(316),(317),(318),(319),(320),(321),(322),(323),(324),
   (325),(326),(327),(328),(329),(330),(331),(332),(333),(334),(335),(336),
   (337),(338),(339),(340),(341),(342),(343),(344),(345),(346),(347),(348),
   (349),(350),(351),(352),(353),(354),(355),(356),(357),(358),(359),(360),
   (361),(362),(363),(364),(365),(366),(367),(368),(369),(370),(371),(372),
   (373),(374),(375),(376),(377),(378),(379),(380),(381),(382),(383),(384),
   (385),(386),(387),(388),(389),(390),(391),(392),(393),(394),(395),(396),
   (397),(398),(399),(400),(401),(402),(403),(404),(405),(406),(407),(408),
   (409),(410),(411),(412),(413),(414),(415),(416),(417),(418),(419),(420),
   (421),(422),(423),(424),(425),(426),(427),(428),(429),(430),(431),(432),
   (433),(434),(435),(436),(437),(438),(439),(440),(441),(442),(443),(444),
   (445),(446),(447),(448),(449),(450),(451),(452),(453),(454),(455),(456),
   (457),(458),(459),(460),(461),(462),(463),(464),(465),(466),(467),(468),
   (469),(470),(471),(472),(473),(474),(475),(476),(477),(478),(479),(480),
   (481),(482),(483),(484),(485),(486),(487),(488),(489),(490),(491),(492),
   (493),(494),(495),(496),(497),(498),(499),(500),(501),(502),(503),(504),
   (505),(506),(507),(508),(509),(510),(511),(512),(513),(514),(515),(516),
   (517),(518),(519),(520),(521),(522),(523),(524),(525),(526),(527),(528),
   (529),(530),(531),(532),(533),(534),(535),(536),(537),(538),(539),(540),
   (541),(542),(543),(544),(545),(546),(547),(548),(549),(550),(551),(552),
   (553),(554),(555),(556),(557),(558),(559),(560),(561),(562),(563),(564),
   (565),(566),(567),(568),(569),(570),(571),(572),(573),(574),(575),(576),
   (577),(578),(579),(580),(581),(582),(583),(584),(585),(586),(587),(588),
   (589),(590),(591),(592),(593),(594),(595),(596),(597),(598),(599),(600),
   (601),(602),(603),(604),(605),(606),(607),(608),(609),(610),(611),(612),
   (613),(614),(615),(616),(617),(618),(619),(620),(621),(622),(623),(624),
   (625),(626),(627),(628),(629),(630),(631),(632),(633),(634),(635),(636),
   (637),(638),(639),(640),(641),(642),(643),(644),(645),(646),(647),(648),
   (649),(650),(651),(652),(653),(654),(655),(656),(657),(658),(659),(660),
   (661),(662),(663),(664),(665),(666),(667),(668),(669),(670),(671),(672),
   (673),(674),(675),(676),(677),(678),(679),(680),(681),(682),(683),(684),
   (685),(686),(687),(688),(689),(690),(691),(692),(693),(694),(695),(696),
   (697),(698),(699),(700),(701),(702),(703),(704),(705),(706),(707),(708),
   (709),(710),(711),(712),(713),(714),(715),(716),(717),(718),(719),(720),
   (721),(722),(723),(724),(725),(726),(727),(728),(729),(730),(731),(732),
   (733),(734),(735),(736),(737),(738),(739),(740),(741),(742),(743),(744),
   (745),(746),(747),(748),(749),(750),(751),(752),(753),(754),(755),(756),
   (757),(758),(759),(760),(761),(762),(763),(764),(765),(766),(767),(768),
   (769),(770),(771),(772),(773),(774),(775),(776),(777),(778),(779),(780),
   (781),(782),(783),(784),(785),(786),(787),(788),(789),(790),(791),(792),
   (793),(794),(795),(796),(797),(798),(799),(800),(801),(802),(803),(804),
   (805),(806),(807),(808),(809),(810),(811),(812),(813),(814),(815),(816),
   (817),(818),(819),(820),(821),(822),(823),(824),(825),(826),(827),(828),
   (829),(830),(831),(832),(833),(834),(835),(836),(837),(838),(839),(840),
   (841),(842),(843),(844),(845),(846),(847),(848),(849),(850),(851),(852),
   (853),(854),(855),(856),(857),(858),(859),(860),(861),(862),(863),(864),
   (865),(866),(867),(868),(869),(870),(871),(872),(873),(874),(875),(876),
   (877),(878),(879),(880),(881),(882),(883),(884),(885),(886),(887),(888),
   (889),(890),(891),(892),(893),(894),(895),(896),(897),(898),(899),(900),
   (901),(902),(903),(904),(905),(906),(907),(908),(909),(910),(911),(912),
   (913),(914),(915),(916),(917),(918),(919),(920),(921),(922),(923),(924),
   (925),(926),(927),(928),(929),(930),(931),(932),(933),(934),(935),(936),
   (937),(938),(939),(940),(941),(942),(943),(944),(945),(946),(947),(948),
   (949),(950),(951),(952),(953),(954),(955),(956),(957),(958),(959),(960),
   (961),(962),(963),(964),(965),(966),(967),(968),(969),(970),(971),(972),
   (973),(974),(975),(976),(977),(978),(979),(980),(981),(982),(983),(984),
   (985),(986),(987),(988),(989),(990),(991),(992),(993),(994),(995),(996),
   (997),(998),(999),(1000),(1001),(1002),(1003),(1004),(1005),(1006),(1007),
   (1008),(1009),(1010),(1011),(1012),(1013),(1014),(1015),(1016),(1017),
   (1018),(1019),(1020),(1021),(1022),(1023),(1024),(1025),(1026),(1027),
   (1028),(1029),(1030),(1031),(1032),(1033),(1034),(1035),(1036),(1037),
   (1038),(1039),(1040),(1041),(1042),(1043),(1044),(1045),(1046),(1047),
   (1048),(1049),(1050),(1051),(1052),(1053),(1054),(1055),(1056),(1057),
   (1058),(1059),(1060),(1061),(1062),(1063),(1064),(1065),(1066),(1067),
   (1068),(1069),(1070),(1071),(1072),(1073),(1074),(1075),(1076),(1077),
   (1078),(1079),(1080),(1081),(1082),(1083),(1084),(1085),(1086),(1087),
   (1088),(1089),(1090),(1091),(1092),(1093),(1094),(1095),(1096),(1097),
   (1098),(1099),(1100),(1101),(1102),(1103),(1104),(1105),(1106),(1107),
   (1108),(1109),(1110),(1111),(1112),(1113),(1114),(1115),(1116),(1117),
   (1118),(1119),(1120),(1121),(1122),(1123),(1124),(1125),(1126),(1127),
   (1128),(1129),(1130),(1131),(1132),(1133),(1134),(1135),(1136),(1137),
   (1138),(1139),(1140),(1141),(1142),(1143),(1144),(1145),(1146),(1147),
   (1148),(1149),(1150),(1151),(1152),(1153),(1154),(1155),(1156),(1157),
   (1158),(1159),(1160),(1161),(1162),(1163),(1164),(1165),(1166),(1167),
   (1168),(1169),(1170),(1171),(1172),(1173),(1174),(1175),(1176),(1177),
   (1178),(1179),(1180),(1181),(1182),(1183),(1184),(1185),(1186),(1187),
   (1188),(1189),(1190),(1191),(1192),(1193),(1194),(1195),(1196),(1197),
   (1198),(1199),(1200),(1201),(1202),(1203),(1204),(1205),(1206),(1207),
   (1208),(1209),(1210),(1211),(1212),(1213),(1214),(1215),(1216),(1217),
   (1218),(1219),(1220),(1221),(1222),(1223),(1224),(1225),(1226),(1227),
   (1228),(1229),(1230),(1231),(1232),(1233),(1234),(1235),(1236),(1237),
   (1238),(1239),(1240),(1241),(1242),(1243),(1244),(1245),(1246),(1247),
   (1248),(1249),(1250),(1251),(1252),(1253),(1254),(1255),(1256),(1257),
   (1258),(1259),(1260),(1261),(1262),(1263),(1264),(1265),(1266),(1267),
   (1268),(1269),(1270),(1271),(1272),(1273),(1274),(1275),(1276),(1277),
   (1278),(1279),(1280),(1281),(1282),(1283),(1284),(1285),(1286),(1287),
   (1288),(1289),(1290),(1291),(1292),(1293),(1294),(1295),(1296),(1297),
   (1298),(1299),(1300),(1301),(1302),(1303),(1304),(1305),(1306),(1307),
   (1308),(1309),(1310),(1311),(1312),(1313),(1314),(1315),(1316),(1317),
   (1318),(1319),(1320),(1321),(1322),(1323),(1324),(1325),(1326),(1327),
   (1328),(1329),(1330),(1331),(1332),(1333),(1334),(1335),(1336),(1337),
   (1338),(1339),(1340),(1341),(1342),(1343),(1344),(1345),(1346),(1347),
   (1348),(1349),(1350),(1351),(1352),(1353),(1354),(1355),(1356),(1357),
   (1358),(1359),(1360),(1361),(1362),(1363),(1364),(1365),(1366),(1367),
   (1368),(1369),(1370),(1371),(1372),(1373),(1374),(1375),(1376),(1377),
   (1378),(1379),(1380),(1381),(1382),(1383),(1384),(1385),(1386),(1387),
   (1388),(1389),(1390),(1391),(1392),(1393),(1394),(1395),(1396),(1397),
   (1398),(1399),(1400),(1401),(1402),(1403),(1404),(1405),(1406),(1407),
   (1408),(1409),(1410),(1411),(1412),(1413),(1414),(1415),(1416),(1417),
   (1418),(1419),(1420),(1421),(1422),(1423),(1424),(1425),(1426),(1427),
   (1428),(1429),(1430),(1431),(1432),(1433),(1434),(1435),(1436),(1437),
   (1438),(1439),(1440),(1441),(1442),(1443),(1444),(1445),(1446),(1447),
   (1448),(1449),(1450),(1451),(1452),(1453),(1454),(1455),(1456),(1457),
   (1458),(1459),(1460),(1461),(1462),(1463),(1464),(1465),(1466),(1467),
   (1468),(1469),(1470),(1471),(1472),(1473),(1474),(1475),(1476),(1477),
   (1478),(1479),(1480),(1481),(1482),(1483),(1484),(1485),(1486),(1487),
   (1488),(1489),(1490),(1491),(1492),(1493),(1494),(1495),(1496),(1497),
   (1498),(1499),(1500),(1501),(1502),(1503),(1504),(1505),(1506),(1507),
   (1508),(1509),(1510),(1511),(1512),(1513),(1514),(1515),(1516),(1517),
   (1518),(1519),(1520),(1521),(1522),(1523),(1524),(1525),(1526),(1527),
   (1528),(1529),(1530),(1531),(1532),(1533),(1534),(1535),(1536),(1537),
   (1538),(1539),(1540),(1541),(1542),(1543),(1544),(1545),(1546),(1547),
   (1548),(1549),(1550),(1551),(1552),(1553),(1554),(1555),(1556),(1557),
   (1558),(1559),(1560),(1561),(1562),(1563),(1564),(1565),(1566),(1567),
   (1568),(1569),(1570),(1571),(1572),(1573),(1574),(1575),(1576),(1577),
   (1578),(1579),(1580),(1581),(1582),(1583),(1584),(1585),(1586),(1587),
   (1588),(1589),(1590),(1591),(1592),(1593),(1594),(1595),(1596),(1597),
   (1598),(1599),(1600),(1601),(1602),(1603),(1604),(1605),(1606),(1607),
   (1608),(1609),(1610),(1611),(1612),(1613),(1614),(1615),(1616),(1617),
   (1618),(1619),(1620),(1621),(1622),(1623),(1624),(1625),(1626),(1627),
   (1628),(1629),(1630),(1631),(1632),(1633),(1634),(1635),(1636),(1637),
   (1638),(1639),(1640),(1641),(1642),(1643),(1644),(1645),(1646),(1647),
   (1648),(1649),(1650),(1651),(1652),(1653),(1654),(1655),(1656),(1657),
   (1658),(1659),(1660),(1661),(1662),(1663),(1664),(1665),(1666),(1667),
   (1668),(1669),(1670),(1671),(1672),(1673),(1674),(1675),(1676),(1677),
   (1678),(1679),(1680),(1681),(1682),(1683),(1684),(1685),(1686),(1687),
   (1688),(1689),(1690),(1691),(1692),(1693),(1694),(1695),(1696),(1697),
   (1698),(1699),(1700),(1701),(1702),(1703),(1704),(1705),(1706),(1707),
   (1708),(1709),(1710),(1711),(1712),(1713),(1714),(1715),(1716),(1717),
   (1718),(1719),(1720),(1721),(1722),(1723),(1724),(1725),(1726),(1727),
   (1728),(1729),(1730),(1731),(1732),(1733),(1734),(1735),(1736),(1737),
   (1738),(1739),(1740),(1741),(1742),(1743),(1744),(1745),(1746),(1747),
   (1748),(1749),(1750),(1751),(1752),(1753),(1754),(1755),(1756),(1757),
   (1758),(1759),(1760),(1761),(1762),(1763),(1764),(1765),(1766),(1767),
   (1768),(1769),(1770),(1771),(1772),(1773),(1774),(1775),(1776),(1777),
   (1778),(1779),(1780),(1781),(1782),(1783),(1784),(1785),(1786),(1787),
   (1788),(1789),(1790),(1791),(1792),(1793),(1794),(1795),(1796),(1797),
   (1798),(1799),(1800),(1801),(1802),(1803),(1804),(1805),(1806),(1807),
   (1808),(1809),(1810),(1811),(1812),(1813),(1814),(1815),(1816),(1817),
   (1818),(1819),(1820),(1821),(1822),(1823),(1824),(1825),(1826),(1827),
   (1828),(1829),(1830),(1831),(1832),(1833),(1834),(1835),(1836),(1837),
   (1838),(1839),(1840),(1841),(1842),(1843),(1844),(1845),(1846),(1847),
   (1848),(1849),(1850),(1851),(1852),(1853),(1854),(1855),(1856),(1857),
   (1858),(1859),(1860),(1861),(1862),(1863),(1864),(1865),(1866),(1867),
   (1868),(1869),(1870),(1871),(1872),(1873),(1874),(1875),(1876),(1877),
   (1878),(1879),(1880),(1881),(1882),(1883),(1884),(1885),(1886),(1887),
   (1888),(1889),(1890),(1891),(1892),(1893),(1894),(1895),(1896),(1897),
   (1898),(1899),(1900),(1901),(1902),(1903),(1904),(1905),(1906),(1907),
   (1908),(1909),(1910),(1911),(1912),(1913),(1914),(1915),(1916),(1917),
   (1918),(1919),(1920),(1921),(1922),(1923),(1924),(1925),(1926),(1927),
   (1928),(1929),(1930),(1931),(1932),(1933),(1934),(1935),(1936),(1937),
   (1938),(1939),(1940),(1941),(1942),(1943),(1944),(1945),(1946),(1947),
   (1948),(1949),(1950),(1951),(1952),(1953),(1954),(1955),(1956),(1957),
   (1958),(1959),(1960),(1961),(1962),(1963),(1964),(1965),(1966),(1967),
   (1968),(1969),(1970),(1971),(1972),(1973),(1974),(1975),(1976),(1977),
   (1978),(1979),(1980),(1981),(1982),(1983),(1984),(1985),(1986),(1987),
   (1988),(1989),(1990),(1991),(1992),(1993),(1994),(1995),(1996),(1997),
   (1998),(1999),(2000),(2001),(2002),(2003),(2004),(2005),(2006),(2007),
   (2008),(2009),(2010),(2011),(2012),(2013),(2014),(2015),(2016),(2017),
   (2018),(2019),(2020),(2021),(2022),(2023),(2024),(2025),(2026),(2027),
   (2028),(2029),(2030),(2031),(2032),(2033),(2034),(2035),(2036),(2037),
   (2038),(2039),(2040),(2041),(2042),(2043),(2044),(2045),(2046),(2047),
   (2048),(2049),(2050),(2051),(2052),(2053),(2054),(2055),(2056),(2057),
   (2058),(2059),(2060),(2061),(2062),(2063),(2064),(2065),(2066),(2067),
   (2068),(2069),(2070),(2071),(2072),(2073),(2074),(2075),(2076),(2077),
   (2078),(2079),(2080),(2081),(2082),(2083),(2084),(2085),(2086),(2087),
   (2088),(2089),(2090),(2091),(2092),(2093),(2094),(2095),(2096),(2097),
   (2098),(2099),(2100),(2101),(2102),(2103),(2104),(2105),(2106),(2107),
   (2108),(2109),(2110),(2111),(2112),(2113),(2114),(2115),(2116),(2117),
   (2118),(2119),(2120),(2121),(2122),(2123),(2124),(2125),(2126),(2127),
   (2128),(2129),(2130),(2131),(2132),(2133),(2134),(2135),(2136),(2137),
   (2138),(2139),(2140),(2141),(2142),(2143),(2144),(2145),(2146),(2147),
   (2148),(2149),(2150),(2151),(2152),(2153),(2154),(2155),(2156),(2157),
   (2158),(2159),(2160),(2161),(2162),(2163),(2164),(2165),(2166),(2167),
   (2168),(2169),(2170),(2171),(2172),(2173),(2174),(2175),(2176),(2177),
   (2178),(2179),(2180),(2181),(2182),(2183),(2184),(2185),(2186),(2187),
   (2188),(2189),(2190),(2191),(2192),(2193),(2194),(2195),(2196),(2197),
   (2198),(2199),(2200),(2201),(2202),(2203),(2204),(2205),(2206),(2207),
   (2208),(2209),(2210),(2211),(2212),(2213),(2214),(2215),(2216),(2217),
   (2218),(2219),(2220),(2221),(2222),(2223),(2224),(2225),(2226),(2227),
   (2228),(2229),(2230),(2231),(2232),(2233),(2234),(2235),(2236),(2237),
   (2238),(2239),(2240),(2241),(2242),(2243),(2244),(2245),(2246),(2247),
   (2248),(2249),(2250),(2251),(2252),(2253),(2254),(2255),(2256),(2257),
   (2258),(2259),(2260),(2261),(2262),(2263),(2264),(2265),(2266),(2267),
   (2268),(2269),(2270),(2271),(2272),(2273),(2274),(2275),(2276),(2277),
   (2278),(2279),(2280),(2281),(2282),(2283),(2284),(2285),(2286),(2287),
   (2288),(2289),(2290),(2291),(2292),(2293),(2294),(2295),(2296),(2297),
   (2298),(2299),(2300),(2301),(2302),(2303),(2304),(2305),(2306),(2307),
   (2308),(2309),(2310),(2311),(2312),(2313),(2314),(2315),(2316),(2317),
   (2318),(2319),(2320),(2321),(2322),(2323),(2324),(2325),(2326),(2327),
   (2328),(2329),(2330),(2331),(2332),(2333),(2334),(2335),(2336),(2337),
   (2338),(2339),(2340),(2341),(2342),(2343),(2344),(2345),(2346),(2347),
   (2348),(2349),(2350),(2351),(2352),(2353),(2354),(2355),(2356),(2357),
   (2358),(2359),(2360),(2361),(2362),(2363),(2364),(2365),(2366),(2367),
   (2368),(2369),(2370),(2371),(2372),(2373),(2374),(2375),(2376),(2377),
   (2378),(2379),(2380),(2381),(2382),(2383),(2384),(2385),(2386),(2387),
   (2388),(2389),(2390),(2391),(2392),(2393),(2394),(2395),(2396),(2397),
   (2398),(2399),(2400),(2401),(2402),(2403),(2404),(2405),(2406),(2407),
   (2408),(2409),(2410),(2411),(2412),(2413),(2414),(2415),(2416),(2417),
   (2418),(2419),(2420),(2421),(2422),(2423),(2424),(2425),(2426),(2427),
   (2428),(2429),(2430),(2431),(2432),(2433),(2434),(2435),(2436),(2437),
   (2438),(2439),(2440),(2441),(2442),(2443),(2444),(2445),(2446),(2447),
   (2448),(2449),(2450),(2451),(2452),(2453),(2454),(2455),(2456),(2457),
   (2458),(2459),(2460),(2461),(2462),(2463),(2464),(2465),(2466),(2467),
   (2468),(2469),(2470),(2471),(2472),(2473),(2474),(2475),(2476),(2477),
   (2478),(2479),(2480),(2481),(2482),(2483),(2484),(2485),(2486),(2487),
   (2488),(2489),(2490),(2491),(2492),(2493),(2494),(2495),(2496),(2497),
   (2498),(2499),(2500),(2501),(2502),(2503),(2504),(2505),(2506),(2507),
   (2508),(2509),(2510),(2511),(2512),(2513),(2514),(2515),(2516),(2517),
   (2518),(2519),(2520),(2521),(2522),(2523),(2524),(2525),(2526),(2527),
   (2528),(2529),(2530),(2531),(2532),(2533),(2534),(2535),(2536),(2537),
   (2538),(2539),(2540),(2541),(2542),(2543),(2544),(2545),(2546),(2547),
   (2548),(2549),(2550),(2551),(2552),(2553),(2554),(2555),(2556),(2557),
   (2558),(2559),(2560),(2561),(2562),(2563),(2564),(2565),(2566),(2567),
   (2568),(2569),(2570),(2571),(2572),(2573),(2574),(2575),(2576),(2577),
   (2578),(2579),(2580),(2581),(2582),(2583),(2584),(2585),(2586),(2587),
   (2588),(2589),(2590),(2591),(2592),(2593),(2594),(2595),(2596),(2597),
   (2598),(2599),(2600),(2601),(2602),(2603),(2604),(2605),(2606),(2607),
   (2608),(2609),(2610),(2611),(2612),(2613),(2614),(2615),(2616),(2617),
   (2618),(2619),(2620),(2621),(2622),(2623),(2624),(2625),(2626),(2627),
   (2628),(2629),(2630),(2631),(2632),(2633),(2634),(2635),(2636),(2637),
   (2638),(2639),(2640),(2641),(2642),(2643),(2644),(2645),(2646),(2647),
   (2648),(2649),(2650),(2651),(2652),(2653),(2654),(2655),(2656),(2657),
   (2658),(2659),(2660),(2661),(2662),(2663),(2664),(2665),(2666),(2667),
   (2668),(2669),(2670),(2671),(2672),(2673),(2674),(2675),(2676),(2677),
   (2678),(2679),(2680),(2681),(2682),(2683),(2684),(2685),(2686),(2687),
   (2688),(2689),(2690),(2691),(2692),(2693),(2694),(2695),(2696),(2697),
   (2698),(2699),(2700),(2701),(2702),(2703),(2704),(2705),(2706),(2707),
   (2708),(2709),(2710),(2711),(2712),(2713),(2714),(2715),(2716),(2717),
   (2718),(2719),(2720),(2721),(2722),(2723),(2724),(2725),(2726),(2727),
   (2728),(2729),(2730),(2731),(2732),(2733),(2734),(2735),(2736),(2737),
   (2738),(2739),(2740),(2741),(2742),(2743),(2744),(2745),(2746),(2747),
   (2748),(2749),(2750),(2751),(2752),(2753),(2754),(2755),(2756),(2757),
   (2758),(2759),(2760),(2761),(2762),(2763),(2764),(2765),(2766),(2767),
   (2768),(2769),(2770),(2771),(2772),(2773),(2774),(2775),(2776),(2777),
   (2778),(2779),(2780),(2781),(2782),(2783),(2784),(2785),(2786),(2787),
   (2788),(2789),(2790),(2791),(2792),(2793),(2794),(2795),(2796),(2797),
   (2798),(2799),(2800),(2801),(2802),(2803),(2804),(2805),(2806),(2807),
   (2808),(2809),(2810),(2811),(2812),(2813),(2814),(2815),(2816),(2817),
   (2818),(2819),(2820),(2821),(2822),(2823),(2824),(2825),(2826),(2827),
   (2828),(2829),(2830),(2831),(2832),(2833),(2834),(2835),(2836),(2837),
   (2838),(2839),(2840),(2841),(2842),(2843),(2844),(2845),(2846),(2847),
   (2848),(2849),(2850),(2851),(2852),(2853),(2854),(2855),(2856),(2857),
   (2858),(2859),(2860),(2861),(2862),(2863),(2864),(2865),(2866),(2867),
   (2868),(2869),(2870),(2871),(2872),(2873),(2874),(2875),(2876),(2877),
   (2878),(2879),(2880),(2881),(2882),(2883),(2884),(2885),(2886),(2887),
   (2888),(2889),(2890),(2891),(2892),(2893),(2894),(2895),(2896),(2897),
   (2898),(2899),(2900),(2901),(2902),(2903),(2904),(2905),(2906),(2907),
   (2908),(2909),(2910),(2911),(2912),(2913),(2914),(2915),(2916),(2917),
   (2918),(2919),(2920),(2921),(2922),(2923),(2924),(2925),(2926),(2927),
   (2928),(2929),(2930),(2931),(2932),(2933),(2934),(2935),(2936),(2937),
   (2938),(2939),(2940),(2941),(2942),(2943),(2944),(2945),(2946),(2947),
   (2948),(2949),(2950),(2951),(2952),(2953),(2954),(2955),(2956),(2957),
   (2958),(2959),(2960),(2961),(2962),(2963),(2964),(2965),(2966),(2967),
   (2968),(2969),(2970),(2971),(2972),(2973),(2974),(2975),(2976),(2977),
   (2978),(2979),(2980),(2981),(2982),(2983),(2984),(2985),(2986),(2987),
   (2988),(2989),(2990),(2991),(2992),(2993),(2994),(2995),(2996),(2997),
   (2998),(2999),(3000),(3001),(3002),(3003),(3004),(3005),(3006),(3007),
   (3008),(3009),(3010),(3011),(3012),(3013),(3014),(3015),(3016),(3017),
   (3018),(3019),(3020),(3021),(3022),(3023),(3024),(3025),(3026),(3027),
   (3028),(3029),(3030),(3031),(3032),(3033),(3034),(3035),(3036),(3037),
   (3038),(3039),(3040),(3041),(3042),(3043),(3044),(3045),(3046),(3047),
   (3048),(3049),(3050),(3051),(3052),(3053),(3054),(3055),(3056),(3057),
   (3058),(3059),(3060),(3061),(3062),(3063),(3064),(3065),(3066),(3067),
   (3068),(3069),(3070),(3071),(3072),(3073),(3074),(3075),(3076),(3077),
   (3078),(3079),(3080),(3081),(3082),(3083),(3084),(3085),(3086),(3087),
   (3088),(3089),(3090),(3091),(3092),(3093),(3094),(3095),(3096),(3097),
   (3098),(3099),(3100),(3101),(3102),(3103),(3104),(3105),(3106),(3107),
   (3108),(3109),(3110),(3111),(3112),(3113),(3114),(3115),(3116),(3117),
   (3118),(3119),(3120),(3121),(3122),(3123),(3124),(3125),(3126),(3127),
   (3128),(3129),(3130),(3131),(3132),(3133),(3134),(3135),(3136),(3137),
   (3138),(3139),(3140),(3141),(3142),(3143),(3144),(3145),(3146),(3147),
   (3148),(3149),(3150),(3151),(3152),(3153),(3154),(3155),(3156),(3157),
   (3158),(3159),(3160),(3161),(3162),(3163),(3164),(3165),(3166),(3167),
   (3168),(3169),(3170),(3171),(3172),(3173),(3174),(3175),(3176),(3177),
   (3178),(3179),(3180),(3181),(3182),(3183),(3184),(3185),(3186),(3187),
   (3188),(3189),(3190),(3191),(3192),(3193),(3194),(3195),(3196),(3197),
   (3198),(3199),(3200),(3201),(3202),(3203),(3204),(3205),(3206),(3207),
   (3208),(3209),(3210),(3211),(3212),(3213),(3214),(3215),(3216),(3217),
   (3218),(3219),(3220),(3221),(3222),(3223),(3224),(3225),(3226),(3227),
   (3228),(3229),(3230),(3231),(3232),(3233),(3234),(3235),(3236),(3237),
   (3238),(3239),(3240),(3241),(3242),(3243),(3244),(3245),(3246),(3247),
   (3248),(3249),(3250),(3251),(3252),(3253),(3254),(3255),(3256),(3257),
   (3258),(3259),(3260),(3261),(3262),(3263),(3264),(3265),(3266),(3267),
   (3268),(3269),(3270),(3271),(3272),(3273),(3274),(3275),(3276),(3277),
   (3278),(3279),(3280),(3281),(3282),(3283),(3284),(3285),(3286),(3287),
   (3288),(3289),(3290),(3291),(3292),(3293),(3294),(3295),(3296),(3297),
   (3298),(3299),(3300),(3301),(3302),(3303),(3304),(3305),(3306),(3307),
   (3308),(3309),(3310),(3311),(3312),(3313),(3314),(3315),(3316),(3317),
   (3318),(3319),(3320),(3321),(3322),(3323),(3324),(3325),(3326),(3327),
   (3328),(3329),(3330),(3331),(3332),(3333),(3334),(3335),(3336),(3337),
   (3338),(3339),(3340),(3341),(3342),(3343),(3344),(3345),(3346),(3347),
   (3348),(3349),(3350),(3351),(3352),(3353),(3354),(3355),(3356),(3357),
   (3358),(3359),(3360),(3361),(3362),(3363),(3364),(3365),(3366),(3367),
   (3368),(3369),(3370),(3371),(3372),(3373),(3374),(3375),(3376),(3377),
   (3378),(3379),(3380),(3381),(3382),(3383),(3384),(3385),(3386),(3387),
   (3388),(3389),(3390),(3391),(3392),(3393),(3394),(3395),(3396),(3397),
   (3398),(3399),(3400),(3401),(3402),(3403),(3404),(3405),(3406),(3407),
   (3408),(3409),(3410),(3411),(3412),(3413),(3414),(3415),(3416),(3417),
   (3418),(3419),(3420),(3421),(3422),(3423),(3424),(3425),(3426),(3427),
   (3428),(3429),(3430),(3431),(3432),(3433),(3434),(3435),(3436),(3437),
   (3438),(3439),(3440),(3441),(3442),(3443),(3444),(3445),(3446),(3447),
   (3448),(3449),(3450),(3451),(3452),(3453),(3454),(3455),(3456),(3457),
   (3458),(3459),(3460),(3461),(3462),(3463),(3464),(3465),(3466),(3467),
   (3468),(3469),(3470),(3471),(3472),(3473),(3474),(3475),(3476),(3477),
   (3478),(3479),(3480),(3481),(3482),(3483),(3484),(3485),(3486),(3487),
   (3488),(3489),(3490),(3491),(3492),(3493),(3494),(3495),(3496),(3497),
   (3498),(3499),(3500),(3501),(3502),(3503),(3504),(3505),(3506),(3507),
   (3508),(3509),(3510),(3511),(3512),(3513),(3514),(3515),(3516),(3517),
   (3518),(3519),(3520),(3521),(3522),(3523),(3524),(3525),(3526),(3527),
   (3528),(3529),(3530),(3531),(3532),(3533),(3534),(3535),(3536),(3537),
   (3538),(3539),(3540),(3541),(3542),(3543),(3544),(3545),(3546),(3547),
   (3548),(3549),(3550),(3551),(3552),(3553),(3554),(3555),(3556),(3557),
   (3558),(3559),(3560),(3561),(3562),(3563),(3564),(3565),(3566),(3567),
   (3568),(3569),(3570),(3571),(3572),(3573),(3574),(3575),(3576),(3577),
   (3578),(3579),(3580),(3581),(3582),(3583),(3584),(3585),(3586),(3587),
   (3588),(3589),(3590),(3591),(3592),(3593),(3594),(3595),(3596),(3597),
   (3598),(3599),(3600),(3601),(3602),(3603),(3604),(3605),(3606),(3607),
   (3608),(3609),(3610),(3611),(3612),(3613),(3614),(3615),(3616),(3617),
   (3618),(3619),(3620),(3621),(3622),(3623),(3624),(3625),(3626),(3627),
   (3628),(3629),(3630),(3631),(3632),(3633),(3634),(3635),(3636),(3637),
   (3638),(3639),(3640),(3641),(3642),(3643),(3644),(3645),(3646),(3647),
   (3648),(3649),(3650),(3651),(3652),(3653),(3654),(3655),(3656),(3657),
   (3658),(3659),(3660),(3661),(3662),(3663),(3664),(3665),(3666),(3667),
   (3668),(3669),(3670),(3671),(3672),(3673),(3674),(3675),(3676),(3677),
   (3678),(3679),(3680),(3681),(3682),(3683),(3684),(3685),(3686),(3687),
   (3688),(3689),(3690),(3691),(3692),(3693),(3694),(3695),(3696),(3697),
   (3698),(3699),(3700),(3701),(3702),(3703),(3704),(3705),(3706),(3707),
   (3708),(3709),(3710),(3711),(3712),(3713),(3714),(3715),(3716),(3717),
   (3718),(3719),(3720),(3721),(3722),(3723),(3724),(3725),(3726),(3727),
   (3728),(3729),(3730),(3731),(3732),(3733),(3734),(3735),(3736),(3737),
   (3738),(3739),(3740),(3741),(3742),(3743),(3744),(3745),(3746),(3747),
   (3748),(3749),(3750),(3751),(3752),(3753),(3754),(3755),(3756),(3757),
   (3758),(3759),(3760),(3761),(3762),(3763),(3764),(3765),(3766),(3767),
   (3768),(3769),(3770),(3771),(3772),(3773),(3774),(3775),(3776),(3777),
   (3778),(3779),(3780),(3781),(3782),(3783),(3784),(3785),(3786),(3787),
   (3788),(3789),(3790),(3791),(3792),(3793),(3794),(3795),(3796),(3797),
   (3798),(3799),(3800),(3801),(3802),(3803),(3804),(3805),(3806),(3807),
   (3808),(3809),(3810),(3811),(3812),(3813),(3814),(3815),(3816),(3817),
   (3818),(3819),(3820),(3821),(3822),(3823),(3824),(3825),(3826),(3827),
   (3828),(3829),(3830),(3831),(3832),(3833),(3834),(3835),(3836),(3837),
   (3838),(3839),(3840),(3841),(3842),(3843),(3844),(3845),(3846),(3847),
   (3848),(3849),(3850),(3851),(3852),(3853),(3854),(3855),(3856),(3857),
   (3858),(3859),(3860),(3861),(3862),(3863),(3864),(3865),(3866),(3867),
   (3868),(3869),(3870),(3871),(3872),(3873),(3874),(3875),(3876),(3877),
   (3878),(3879),(3880),(3881),(3882),(3883),(3884),(3885),(3886),(3887),
   (3888),(3889),(3890),(3891),(3892),(3893),(3894),(3895),(3896),(3897),
   (3898),(3899),(3900),(3901),(3902),(3903),(3904),(3905),(3906),(3907),
   (3908),(3909),(3910),(3911),(3912),(3913),(3914),(3915),(3916),(3917),
   (3918),(3919),(3920),(3921),(3922),(3923),(3924),(3925),(3926),(3927),
   (3928),(3929),(3930),(3931),(3932),(3933),(3934),(3935),(3936),(3937),
   (3938),(3939),(3940),(3941),(3942),(3943),(3944),(3945),(3946),(3947),
   (3948),(3949),(3950),(3951),(3952),(3953),(3954),(3955),(3956),(3957),
   (3958),(3959),(3960),(3961),(3962),(3963),(3964),(3965),(3966),(3967),
   (3968),(3969),(3970),(3971),(3972),(3973),(3974),(3975),(3976),(3977),
   (3978),(3979),(3980),(3981),(3982),(3983),(3984),(3985),(3986),(3987),
   (3988),(3989),(3990),(3991),(3992),(3993),(3994),(3995),(3996),(3997),
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   (8758),(8759),(8760),(8761),(8762),(8763),(8764),(8765),(8766),(8767),
   (8768),(8769),(8770),(8771),(8772),(8773),(8774),(8775),(8776),(8777),
   (8778),(8779),(8780),(8781),(8782),(8783),(8784),(8785),(8786),(8787),
   (8788),(8789),(8790),(8791),(8792),(8793),(8794),(8795),(8796),(8797),
   (8798),(8799),(8800),(8801),(8802),(8803),(8804),(8805),(8806),(8807),
   (8808),(8809),(8810),(8811),(8812),(8813),(8814),(8815),(8816),(8817),
   (8818),(8819),(8820),(8821),(8822),(8823),(8824),(8825),(8826),(8827),
   (8828),(8829),(8830),(8831),(8832),(8833),(8834),(8835),(8836),(8837),
   (8838),(8839),(8840),(8841),(8842),(8843),(8844),(8845),(8846),(8847),
   (8848),(8849),(8850),(8851),(8852),(8853),(8854),(8855),(8856),(8857),
   (8858),(8859),(8860),(8861),(8862),(8863),(8864),(8865),(8866),(8867),
   (8868),(8869),(8870),(8871),(8872),(8873),(8874),(8875),(8876),(8877),
   (8878),(8879),(8880),(8881),(8882),(8883),(8884),(8885),(8886),(8887),
   (8888),(8889),(8890),(8891),(8892),(8893),(8894),(8895),(8896),(8897),
   (8898),(8899),(8900),(8901),(8902),(8903),(8904),(8905),(8906),(8907),
   (8908),(8909),(8910),(8911),(8912),(8913),(8914),(8915),(8916),(8917),
   (8918),(8919),(8920),(8921),(8922),(8923),(8924),(8925),(8926),(8927),
   (8928),(8929),(8930),(8931),(8932),(8933),(8934),(8935),(8936),(8937),
   (8938),(8939),(8940),(8941),(8942),(8943),(8944),(8945),(8946),(8947),
   (8948),(8949),(8950),(8951),(8952),(8953),(8954),(8955),(8956),(8957),
   (8958),(8959),(8960),(8961),(8962),(8963),(8964),(8965),(8966),(8967),
   (8968),(8969),(8970),(8971),(8972),(8973),(8974),(8975),(8976),(8977),
   (8978),(8979),(8980),(8981),(8982),(8983),(8984),(8985),(8986),(8987),
   (8988),(8989),(8990),(8991),(8992),(8993),(8994),(8995),(8996),(8997),
   (8998),(8999),(9000),(9001),(9002),(9003),(9004),(9005),(9006),(9007),
   (9008),(9009),(9010),(9011),(9012),(9013),(9014),(9015),(9016),(9017),
   (9018),(9019),(9020),(9021),(9022),(9023),(9024),(9025),(9026),(9027),
   (9028),(9029),(9030),(9031),(9032),(9033),(9034),(9035),(9036),(9037),
   (9038),(9039),(9040),(9041),(9042),(9043),(9044),(9045),(9046),(9047),
   (9048),(9049),(9050),(9051),(9052),(9053),(9054),(9055),(9056),(9057),
   (9058),(9059),(9060),(9061),(9062),(9063),(9064),(9065),(9066),(9067),
   (9068),(9069),(9070),(9071),(9072),(9073),(9074),(9075),(9076),(9077),
   (9078),(9079),(9080),(9081),(9082),(9083),(9084),(9085),(9086),(9087),
   (9088),(9089),(9090),(9091),(9092),(9093),(9094),(9095),(9096),(9097),
   (9098),(9099),(9100),(9101),(9102),(9103),(9104),(9105),(9106),(9107),
   (9108),(9109),(9110),(9111),(9112),(9113),(9114),(9115),(9116),(9117),
   (9118),(9119),(9120),(9121),(9122),(9123),(9124),(9125),(9126),(9127),
   (9128),(9129),(9130),(9131),(9132),(9133),(9134),(9135),(9136),(9137),
   (9138),(9139),(9140),(9141),(9142),(9143),(9144),(9145),(9146),(9147),
   (9148),(9149),(9150),(9151),(9152),(9153),(9154),(9155),(9156),(9157),
   (9158),(9159),(9160),(9161),(9162),(9163),(9164),(9165),(9166),(9167),
   (9168),(9169),(9170),(9171),(9172),(9173),(9174),(9175),(9176),(9177),
   (9178),(9179),(9180),(9181),(9182),(9183),(9184),(9185),(9186),(9187),
   (9188),(9189),(9190),(9191),(9192),(9193),(9194),(9195),(9196),(9197),
   (9198),(9199),(9200),(9201),(9202),(9203),(9204),(9205),(9206),(9207),
   (9208),(9209),(9210),(9211),(9212),(9213),(9214),(9215),(9216),(9217),
   (9218),(9219),(9220),(9221),(9222),(9223),(9224),(9225),(9226),(9227),
   (9228),(9229),(9230),(9231),(9232),(9233),(9234),(9235),(9236),(9237),
   (9238),(9239),(9240),(9241),(9242),(9243),(9244),(9245),(9246),(9247),
   (9248),(9249),(9250),(9251),(9252),(9253),(9254),(9255),(9256),(9257),
   (9258),(9259),(9260),(9261),(9262),(9263),(9264),(9265),(9266),(9267),
   (9268),(9269),(9270),(9271),(9272),(9273),(9274),(9275),(9276),(9277),
   (9278),(9279),(9280),(9281),(9282),(9283),(9284),(9285),(9286),(9287),
   (9288),(9289),(9290),(9291),(9292),(9293),(9294),(9295),(9296),(9297),
   (9298),(9299),(9300),(9301),(9302),(9303),(9304),(9305),(9306),(9307),
   (9308),(9309),(9310),(9311),(9312),(9313),(9314),(9315),(9316),(9317),
   (9318),(9319),(9320),(9321),(9322),(9323),(9324),(9325),(9326),(9327),
   (9328),(9329),(9330),(9331),(9332),(9333),(9334),(9335),(9336),(9337),
   (9338),(9339),(9340),(9341),(9342),(9343),(9344),(9345),(9346),(9347),
   (9348),(9349),(9350),(9351),(9352),(9353),(9354),(9355),(9356),(9357),
   (9358),(9359),(9360),(9361),(9362),(9363),(9364),(9365),(9366),(9367),
   (9368),(9369),(9370),(9371),(9372),(9373),(9374),(9375),(9376),(9377),
   (9378),(9379),(9380),(9381),(9382),(9383),(9384),(9385),(9386),(9387),
   (9388),(9389),(9390),(9391),(9392),(9393),(9394),(9395),(9396),(9397),
   (9398),(9399),(9400),(9401),(9402),(9403),(9404),(9405),(9406),(9407),
   (9408),(9409),(9410),(9411),(9412),(9413),(9414),(9415),(9416),(9417),
   (9418),(9419),(9420),(9421),(9422),(9423),(9424),(9425),(9426),(9427),
   (9428),(9429),(9430),(9431),(9432),(9433),(9434),(9435),(9436),(9437),
   (9438),(9439),(9440),(9441),(9442),(9443),(9444),(9445),(9446),(9447),
   (9448),(9449),(9450),(9451),(9452),(9453),(9454),(9455),(9456),(9457),
   (9458),(9459),(9460),(9461),(9462),(9463),(9464),(9465),(9466),(9467),
   (9468),(9469),(9470),(9471),(9472),(9473),(9474),(9475),(9476),(9477),
   (9478),(9479),(9480),(9481),(9482),(9483),(9484),(9485),(9486),(9487),
   (9488),(9489),(9490),(9491),(9492),(9493),(9494),(9495),(9496),(9497),
   (9498),(9499),(9500),(9501),(9502),(9503),(9504),(9505),(9506),(9507),
   (9508),(9509),(9510),(9511),(9512),(9513),(9514),(9515),(9516),(9517),
   (9518),(9519),(9520),(9521),(9522),(9523),(9524),(9525),(9526),(9527),
   (9528),(9529),(9530),(9531),(9532),(9533),(9534),(9535),(9536),(9537),
   (9538),(9539),(9540),(9541),(9542),(9543),(9544),(9545),(9546),(9547),
   (9548),(9549),(9550),(9551),(9552),(9553),(9554),(9555),(9556),(9557),
   (9558),(9559),(9560),(9561),(9562),(9563),(9564),(9565),(9566),(9567),
   (9568),(9569),(9570),(9571),(9572),(9573),(9574),(9575),(9576),(9577),
   (9578),(9579),(9580),(9581),(9582),(9583),(9584),(9585),(9586),(9587),
   (9588),(9589),(9590),(9591),(9592),(9593),(9594),(9595),(9596),(9597),
   (9598),(9599),(9600),(9601),(9602),(9603),(9604),(9605),(9606),(9607),
   (9608),(9609),(9610),(9611),(9612),(9613),(9614),(9615),(9616),(9617),
   (9618),(9619),(9620),(9621),(9622),(9623),(9624),(9625),(9626),(9627),
   (9628),(9629),(9630),(9631),(9632),(9633),(9634),(9635),(9636),(9637),
   (9638),(9639),(9640),(9641),(9642),(9643),(9644),(9645),(9646),(9647),
   (9648),(9649),(9650),(9651),(9652),(9653),(9654),(9655),(9656),(9657),
   (9658),(9659),(9660),(9661),(9662),(9663),(9664),(9665),(9666),(9667),
   (9668),(9669),(9670),(9671),(9672),(9673),(9674),(9675),(9676),(9677),
   (9678),(9679),(9680),(9681),(9682),(9683),(9684),(9685),(9686),(9687),
   (9688),(9689),(9690),(9691),(9692),(9693),(9694),(9695),(9696),(9697),
   (9698),(9699),(9700),(9701),(9702),(9703),(9704),(9705),(9706),(9707),
   (9708),(9709),(9710),(9711),(9712),(9713),(9714),(9715),(9716),(9717),
   (9718),(9719),(9720),(9721),(9722),(9723),(9724),(9725),(9726),(9727),
   (9728),(9729),(9730),(9731),(9732),(9733),(9734),(9735),(9736),(9737),
   (9738),(9739),(9740),(9741),(9742),(9743),(9744),(9745),(9746),(9747),
   (9748),(9749),(9750),(9751),(9752),(9753),(9754),(9755),(9756),(9757),
   (9758),(9759),(9760),(9761),(9762),(9763),(9764),(9765),(9766),(9767),
   (9768),(9769),(9770),(9771),(9772),(9773),(9774),(9775),(9776),(9777),
   (9778),(9779),(9780),(9781),(9782),(9783),(9784),(9785),(9786),(9787),
   (9788),(9789),(9790),(9791),(9792),(9793),(9794),(9795),(9796),(9797),
   (9798),(9799),(9800),(9801),(9802),(9803),(9804),(9805),(9806),(9807),
   (9808),(9809),(9810),(9811),(9812),(9813),(9814),(9815),(9816),(9817),
   (9818),(9819),(9820),(9821),(9822),(9823),(9824),(9825),(9826),(9827),
   (9828),(9829),(9830),(9831),(9832),(9833),(9834),(9835),(9836),(9837),
   (9838),(9839),(9840),(9841),(9842),(9843),(9844),(9845),(9846),(9847),
   (9848),(9849),(9850),(9851),(9852),(9853),(9854),(9855),(9856),(9857),
   (9858),(9859),(9860),(9861),(9862),(9863),(9864),(9865),(9866),(9867),
   (9868),(9869),(9870),(9871),(9872),(9873),(9874),(9875),(9876),(9877),
   (9878),(9879),(9880),(9881),(9882),(9883),(9884),(9885),(9886),(9887),
   (9888),(9889),(9890),(9891),(9892),(9893),(9894),(9895),(9896),(9897),
   (9898),(9899),(9900),(9901),(9902),(9903),(9904),(9905),(9906),(9907),
   (9908),(9909),(9910),(9911),(9912),(9913),(9914),(9915),(9916),(9917),
   (9918),(9919),(9920),(9921),(9922),(9923),(9924),(9925),(9926),(9927),
   (9928),(9929),(9930),(9931),(9932),(9933),(9934),(9935),(9936),(9937),
   (9938),(9939),(9940),(9941),(9942),(9943),(9944),(9945),(9946),(9947),
   (9948),(9949),(9950),(9951),(9952),(9953),(9954),(9955),(9956),(9957),
   (9958),(9959),(9960),(9961),(9962),(9963),(9964),(9965),(9966),(9967),
   (9968),(9969),(9970),(9971),(9972),(9973),(9974),(9975),(9976),(9977),
   (9978),(9979),(9980),(9981),(9982),(9983),(9984),(9985),(9986),(9987),
   (9988),(9989),(9990),(9991),(9992),(9993),(9994),(9995),(9996),(9997),
   (9998),(9999),(10000);
   SELECT count(*), min(x), max(x), sum(x) FROM t1;
} {10000 1 10000 50005000}
  
finish_test