format for these routines is dictated by Postgres architecture.
******************************************************************************/
+/*
+#define GIST_DEBUG
+#define GIST_QUERY_DEBUG
+*/
+
#include "postgres.h"
#include <float.h>
#include "utils/builtins.h"
#include "storage/bufpage.h"
+/* number ranges for compression */
#define MAXNUMRANGE 100
#define max(a,b) ((a) > (b) ? (a) : (b))
#define min(a,b) ((a) <= (b) ? (a) : (b))
#define abs(a) ((a) < (0) ? -(a) : (a))
+/* dimension of array */
+#define NDIM 1
+
+/* useful macros for accessing int4 arrays */
#define ARRPTR(x) ( (int4 *) ARR_DATA_PTR(x) )
#ifdef PGSQL71
-#define ARRSIZE(x) ArrayGetNItems( ARR_NDIM(x), ARR_DIMS(x))
+#define ARRNELEMS(x) ArrayGetNItems( ARR_NDIM(x), ARR_DIMS(x))
#else
-#define ARRSIZE(x) getNitems( ARR_NDIM(x), ARR_DIMS(x))
+#define ARRNELEMS(x) getNitems( ARR_NDIM(x), ARR_DIMS(x))
#endif
-#define NDIM 1
+#define ARRISNULL(x) ( (x) ? ( ( ARR_NDIM(x) == NDIM ) ? ( ( ARRNELEMS( x ) ) ? 0 : 1 ) : 1 ) : 1 )
+
+#define SORT(x) \
+ do { \
+ if ( ARRNELEMS( x ) > 1 ) \
+ isort( (void*)ARRPTR( x ), ARRNELEMS( x ) ); \
+ } while(0)
-#define ARRISNULL(x) ( (x) ? ( ( ARR_NDIM(x) == NDIM ) ? ( ( ARRSIZE( x ) ) ? 0 : 1 ) : 1 ) : 1 )
-#define SORT(x) if ( ARRSIZE( x ) > 1 ) isort( (void*)ARRPTR( x ), ARRSIZE( x ) );
#define PREPAREARR(x) \
- if ( ARRSIZE( x ) > 1 ) {\
- if ( isort( (void*)ARRPTR( x ), ARRSIZE( x ) ) )\
- x = _int_unique( x );\
- }
+ do { \
+ if ( ARRNELEMS( x ) > 1 ) \
+ if ( isort( (void*)ARRPTR( x ), ARRNELEMS( x ) ) ) \
+ x = _int_unique( x ); \
+ } while(0)
+
+/* "wish" function */
+#define WISH_F(a,b,c) (double)( -(double)(((a)-(b))*((a)-(b))*((a)-(b)))*(c) )
+
/* bigint defines */
#define BITBYTE 8
-#define SIGLENINT 128
+#define SIGLENINT 64 /* >122 => key will toast, so very slow!!! */
#define SIGLEN ( sizeof(int)*SIGLENINT )
#define SIGLENBIT (SIGLEN*BITBYTE)
typedef char* BITVECP;
#define SIGPTR(x) ( (BITVECP) ARR_DATA_PTR(x) )
-#define NULLIFY(a) MemSet( a, 0, sizeof( BITVEC ) )
-#define NEWSIG(a) \
- a=(BITVECP) malloc( sizeof( BITVEC ) );\
- NULLIFY(a);
#define LOOPBYTE(a) \
for(i=0;i<SIGLEN;i++) {\
#define SETBIT(x,i) GETBYTEBIT(x,i) |= ( 0x01 << ( (i) % BITBYTE ) )
#define GETBIT(x,i) ( (GETBYTEBIT(x,i) >> ( (i) % BITBYTE )) & 0x01 )
-#define union_sig(a,b,r) LOOPBYTE(r[i] = a[i] | b[i])
-#define inter_sig(a,b,r) LOOPBYTE(r[i] = a[i] & b[i])
-/*
-#define GIST_DEBUG
-#define GIST_QUERY_DEBUG
-*/
#ifdef GIST_DEBUG
static void printarr ( ArrayType * a, int num ) {
char bbb[16384];
d = ARRPTR( a );
*bbb = '\0';
cur = bbb;
- for(l=0; l<min( num, ARRSIZE( a ));l++) {
+ for(l=0; l<min( num, ARRNELEMS( a ));l++) {
sprintf(cur,"%d ", d[l] );
cur = strchr( cur, '\0' ) ;
}
static int internal_size( int *a, int len );
static ArrayType * _int_unique( ArrayType * a );
-/* common gist function*/
+/* common GiST function*/
static GIST_SPLITVEC * _int_common_picksplit(bytea *entryvec,
GIST_SPLITVEC *v,
formarray unionf,
formarray interf,
- formfloat sizef);
+ formfloat sizef,
+ float coef);
static float * _int_common_penalty(GISTENTRY *origentry,
GISTENTRY *newentry,
float *result,
/*
-** R-tree suport functions
+** R-tree support functions
*/
bool inner_int_contains(ArrayType *a, ArrayType *b);
bool inner_int_overlap(ArrayType *a, ArrayType *b);
bool retval;
/* sort query for fast search, key is already sorted */
+ /* XXX are we sure it's safe to scribble on the query object here? */
+ /* XXX what about toasted input? */
if ( ARRISNULL( query ) ) return FALSE;
PREPAREARR( query );
int i,min,cand;
retval = palloc(sizeof(GISTENTRY));
- if ( ! retval )
- elog(ERROR,"Can't allocate memory for compression");
- if ( ARRISNULL( (ArrayType *) entry->pred ) ) {
+#ifdef PGSQL71
+ if ( entry->pred )
+ r = (ArrayType *)PG_DETOAST_DATUM_COPY( entry->pred );
+ else
+ r = NULL;
+#else
+ r = copy_intArrayType( (ArrayType *) entry->pred );
+#endif
+
+ if ( ARRISNULL( r ) ) {
#ifdef GIST_DEBUG
elog(NOTICE,"COMP IN: NULL");
#endif
- gistentryinit(*retval, (char *)NULL, entry->rel, entry->page, entry->offset,
- 0, FALSE);
+ if ( r ) if ( (char*)r != (char*)entry->pred ) pfree(r);
+
+ gistentryinit(*retval, (char *)NULL, entry->rel, entry->page, entry->offset,
+ 0, FALSE);
return( retval );
}
-
- r = copy_intArrayType( (ArrayType *) entry->pred );
+
if ( entry->leafkey ) PREPAREARR( r );
- len = ARRSIZE( r );
+ len = ARRNELEMS( r );
#ifdef GIST_DEBUG
elog(NOTICE, "COMP IN: %d leaf; %d rel; %d page; %d offset; %d bytes; %d elems", entry->leafkey, (int)entry->rel, (int)entry->page, (int)entry->offset, (int)entry->bytes, len);
int *din;
int i,j;
- if ( entry->bytes < ARR_OVERHEAD( NDIM ) || ARRISNULL( (ArrayType *) entry->pred ) ) {
+#ifdef PGSQL71
+ if ( entry->pred )
+ in = (ArrayType *)PG_DETOAST_DATUM( entry->pred );
+ else
+ in = NULL;
+#else
+ in = (ArrayType *) entry->pred;
+#endif
+
+ if ( entry->bytes < ARR_OVERHEAD( NDIM ) || ARRISNULL( in ) ) {
retval = palloc(sizeof(GISTENTRY));
- if ( ! retval )
- elog(ERROR,"Can't allocate memory for decompression");
+
+#ifdef PGSQL71
+ if ( in ) if ( (char*)in != (char*)entry->pred ) pfree(in);
+#endif
gistentryinit(*retval, (char *)NULL, entry->rel, entry->page, entry->offset, 0, FALSE);
#ifdef GIST_DEBUG
elog(NOTICE,"DECOMP IN: NULL");
}
- in = (ArrayType *) entry->pred;
- lenin = ARRSIZE(in);
+ lenin = ARRNELEMS(in);
din = ARRPTR(in);
if ( lenin < 2*MAXNUMRANGE ) { /*not comressed value*/
if ( (!i) || *(dr-1) != j )
*dr++ = j;
+#ifdef PGSQL71
+ if ( (char*)in != (char*)entry->pred ) pfree(in);
+#endif
retval = palloc(sizeof(GISTENTRY));
- if ( ! retval )
- elog(ERROR,"Can't allocate memory for decompression");
+
gistentryinit(*retval, (char *)r, entry->rel, entry->page, entry->offset, VARSIZE( r ), FALSE);
return(retval);
g_int_picksplit(bytea *entryvec,
GIST_SPLITVEC *v)
{
-
return _int_common_picksplit( entryvec, v,
inner_int_union,
inner_int_inter,
- rt__int_size);
+ rt__int_size,
+ 1e-8);
}
/*
_int_contains ( ArrayType *a, ArrayType *b ) {
bool res;
ArrayType *an, *bn;
+
if ( ARRISNULL( a ) || ARRISNULL( b ) ) return FALSE;
an = copy_intArrayType( a );
if ( ARRISNULL( a ) || ARRISNULL( b ) ) return FALSE;
- na = ARRSIZE( a );
- nb = ARRSIZE( b );
+ na = ARRNELEMS( a );
+ nb = ARRNELEMS( b );
da = ARRPTR( a );
db = ARRPTR( b );
int na , nb ;
int n;
int *da, *db;
+ bool result;
+ ArrayType *an, *bn;
bool anull = ARRISNULL( a );
bool bnull = ARRISNULL( b );
if ( anull || bnull )
return ( anull && bnull ) ? TRUE : FALSE;
-
- SORT( a );
- SORT( b );
- na = ARRSIZE( a );
- nb = ARRSIZE( b );
- da = ARRPTR( a );
- db = ARRPTR( b );
- if ( na != nb ) return FALSE;
-
- n = 0;
+ an = copy_intArrayType( a );
+ bn = copy_intArrayType( b );
+
+ SORT( an );
+ SORT( bn );
+ na = ARRNELEMS( an );
+ nb = ARRNELEMS( bn );
+ da = ARRPTR( an );
+ db = ARRPTR( bn );
+
+ result = FALSE;
+
+ if ( na == nb )
+ {
+ result = TRUE;
for(n=0; n<na; n++)
if ( da[n] != db[n] )
- return FALSE;
+ {
+ result = FALSE;
+ break;
+ }
+ }
+
+ pfree( an ); pfree( bn );
- return TRUE;
+ return result;
}
/* _int_overlap -- does a overlap b?
*/
bool
_int_overlap ( ArrayType *a, ArrayType *b ) {
+ bool result;
+ ArrayType *an, *bn;
+
if ( ARRISNULL( a ) || ARRISNULL( b ) ) return FALSE;
- SORT(a);
- SORT(b);
+ an = copy_intArrayType( a );
+ bn = copy_intArrayType( b );
- return inner_int_overlap( a, b );
+ SORT(an);
+ SORT(bn);
+
+ result = inner_int_overlap( an, bn );
+
+ pfree( an ); pfree( bn );
+
+ return result;
}
bool
if ( ARRISNULL( a ) || ARRISNULL( b ) ) return FALSE;
- na = ARRSIZE( a );
- nb = ARRSIZE( b );
+ na = ARRNELEMS( a );
+ nb = ARRNELEMS( b );
da = ARRPTR( a );
db = ARRPTR( b );
ArrayType *
_int_union ( ArrayType *a, ArrayType *b ) {
- if ( ! ARRISNULL( a ) ) SORT(a);
- if ( ! ARRISNULL( b ) ) SORT(b);
+ ArrayType *result;
+ ArrayType *an, *bn;
+
+ an = copy_intArrayType( a );
+ bn = copy_intArrayType( b );
+
+ if ( ! ARRISNULL( an ) ) SORT(an);
+ if ( ! ARRISNULL( bn ) ) SORT(bn);
- return inner_int_union( a, b );
+ result = inner_int_union( an, bn );
+
+ if (an) pfree( an );
+ if (bn) pfree( bn );
+
+ return result;
}
ArrayType *
if ( r ) {
dr = ARRPTR( r );
} else {
- na = ARRSIZE( a );
- nb = ARRSIZE( b );
+ na = ARRNELEMS( a );
+ nb = ARRNELEMS( b );
da = ARRPTR( a );
db = ARRPTR( b );
}
- if ( ARRSIZE(r) > 1 )
+ if ( ARRNELEMS(r) > 1 )
r = _int_unique( r );
return r;
ArrayType *
_int_inter ( ArrayType *a, ArrayType *b ) {
- if ( ARRISNULL( a ) || ARRISNULL( b ) ) return FALSE;
+ ArrayType *result;
+ ArrayType *an, *bn;
- SORT(a);
- SORT(b);
+ if ( ARRISNULL( a ) || ARRISNULL( b ) ) return new_intArrayType(0);
+
+ an = copy_intArrayType( a );
+ bn = copy_intArrayType( b );
+
+ SORT(an);
+ SORT(bn);
- return inner_int_inter( a, b );
+ result = inner_int_inter( an, bn );
+
+ pfree( an ); pfree( bn );
+
+ return result;
}
ArrayType *
elog(NOTICE, "inner_inter %d %d", ARRISNULL( a ), ARRISNULL( b ) );
#endif
- if ( ARRISNULL( a ) || ARRISNULL( b ) ) return NULL;
+ if ( ARRISNULL( a ) || ARRISNULL( b ) ) return new_intArrayType(0);
- na = ARRSIZE( a );
- nb = ARRSIZE( b );
+ na = ARRNELEMS( a );
+ nb = ARRNELEMS( b );
da = ARRPTR( a );
db = ARRPTR( b );
r = new_intArrayType( min(na, nb) );
if ( (dr - ARRPTR(r)) == 0 ) {
pfree( r );
- return NULL;
+ return new_intArrayType(0);
} else
return resize_intArrayType(r, dr - ARRPTR(r) );
}
if ( ARRISNULL( a ) )
*size = 0.0;
else
- *size = (float)ARRSIZE( a );
+ *size = (float)ARRNELEMS( a );
return;
}
int nbytes = ARR_OVERHEAD( NDIM ) + sizeof(int)*num;
r = (ArrayType *) palloc( nbytes );
- if ( ! r )
- elog(ERROR, "Can't allocate memory for new array");
+
MemSet(r, 0, nbytes);
r->size = nbytes;
r->ndim = NDIM;
resize_intArrayType( ArrayType * a, int num ) {
int nbytes = ARR_OVERHEAD( NDIM ) + sizeof(int)*num;
- if ( num == ARRSIZE(a) ) return a;
+ if ( num == ARRNELEMS(a) ) return a;
a = (ArrayType *) repalloc( a, nbytes );
- if ( ! a )
- elog(ERROR, "Can't reallocate memory for new array");
a->size = nbytes;
*( (int*)ARR_DIMS(a) ) = num;
static ArrayType *
copy_intArrayType( ArrayType * a ) {
ArrayType * r;
- if ( ! a ) return NULL;
- r = new_intArrayType( ARRSIZE(a) );
+ if ( ARRISNULL(a) ) return NULL;
+ r = new_intArrayType( ARRNELEMS(a) );
memmove(r,a,VARSIZE(a));
return r;
}
static ArrayType *
_int_unique( ArrayType * r ) {
int *tmp, *dr, *data;
- int num = ARRSIZE(r);
+ int num = ARRNELEMS(r);
data = tmp = dr = ARRPTR( r );
while( tmp - data < num )
if ( *tmp != *dr )
/*********************************************************************
** intbig functions
*********************************************************************/
-
static void
gensign(BITVEC sign, int * a, int len) {
int i;
- NULLIFY(sign);
- for(i=0; i<len; i++) {
- SETBIT( sign, (*a)%SIGLENBIT );
- a++;
- }
+ /* we assume that the sign vector is previously zeroed */
+ for(i=0; i<len; i++) {
+ SETBIT( sign, (*a)%SIGLENBIT );
+ a++;
+ }
}
static bool
static ArrayType *
_intbig_union(ArrayType *a, ArrayType *b) {
- ArrayType * r = NULL;
+ ArrayType * r;
BITVECP da, db, dr;
int i;
-
+
if ( ARRISNULL( a ) && ARRISNULL( b ) ) return new_intArrayType(0);
-
- if ( ARRISNULL( a ) ) {
- r = copy_intArrayType( b );
- return r;
- }
- if ( ARRISNULL( b ) ) {
- r = copy_intArrayType( a );
- return r;
- }
+ if ( ARRISNULL( a ) ) return copy_intArrayType( b );
+ if ( ARRISNULL( b ) ) return copy_intArrayType( a );
r = new_intArrayType( SIGLENINT );
return r;
}
-/*
+
static ArrayType *
_intbig_inter(ArrayType *a, ArrayType *b) {
- ArrayType * r = NULL;
+ ArrayType * r;
BITVECP da, db, dr;
int i;
-
- if ( ARRISNULL( a ) || ARRISNULL( b ) ) return NULL;
+
+ if ( ARRISNULL( a ) || ARRISNULL( b ) ) return new_intArrayType(0);
r = new_intArrayType( SIGLENINT );
return r;
}
-*/
+
bool *
g_intbig_same(ArrayType *a, ArrayType *b, bool *result) {
BITVECP da, db;
if ( ! entry->leafkey ) return entry;
retval = palloc(sizeof(GISTENTRY));
- if ( ! retval )
- elog(ERROR,"Can't allocate memory for compression");
if ( ARRISNULL( in ) ) {
#ifdef PGSQL71
r = new_intArrayType( SIGLENINT );
gensign( SIGPTR( r ),
ARRPTR ( in ),
- ARRSIZE( in ) );
-
+ ARRNELEMS( in ) );
+
gistentryinit(*retval, (char *)r, entry->rel, entry->page, entry->offset, VARSIZE( r ), FALSE);
#ifdef PGSQL71
GISTENTRY *
g_intbig_decompress(GISTENTRY *entry) {
+#ifdef PGSQL71
+ ArrayType *key;
+ key = (ArrayType *)PG_DETOAST_DATUM( entry->pred );
+ if ( (char*)key != (char*)entry->pred ) {
+ GISTENTRY *retval;
+ retval = palloc(sizeof(GISTENTRY));
+
+ gistentryinit(*retval, (char *)key, entry->rel, entry->page, entry->offset, VARSIZE( key ), FALSE);
+ return retval;
+ }
+#endif
return entry;
}
GIST_SPLITVEC *
g_intbig_picksplit(bytea *entryvec, GIST_SPLITVEC *v) {
+ return _int_common_picksplit( entryvec, v,
+ _intbig_union,
+ _intbig_inter,
+ rt__intbig_size,
+ 1.0);
- OffsetNumber k;
- ArrayType *datum_l, *datum_r, *datum_alpha;
- ArrayType *unionarr;
- float size_l, size_r;
- int nbytes;
- OffsetNumber *left, *right;
- OffsetNumber maxoff;
-
-#ifdef GIST_DEBUG
- elog(NOTICE, "--------picksplit %d",(VARSIZE(entryvec) - VARHDRSZ)/sizeof(GISTENTRY));
-#endif
-
- maxoff = ((VARSIZE(entryvec) - VARHDRSZ)/sizeof(GISTENTRY)) - 2;
- nbytes = (maxoff + 2) * sizeof(OffsetNumber);
- v->spl_left = (OffsetNumber *) palloc(nbytes);
- v->spl_right = (OffsetNumber *) palloc(nbytes);
- left = v->spl_left;
- v->spl_nleft = 0;
- right = v->spl_right;
- v->spl_nright = 0;
-
- maxoff = OffsetNumberNext(maxoff);
- datum_l = datum_r = NULL;
-
- for (k = FirstOffsetNumber; k <= maxoff; k = OffsetNumberNext(k)) {
- datum_alpha = (ArrayType *)(((GISTENTRY *)(VARDATA(entryvec)))[k].pred);
-
- if ( k != FirstOffsetNumber ) {
- unionarr = (ArrayType *)_intbig_union(datum_l, datum_alpha);
- if ( datum_l ) pfree(datum_l);
- datum_l = unionarr;
- rt__intbig_size((ArrayType *)unionarr, &size_l);
- *left++ = k;
- v->spl_nleft++;
- } else {
- unionarr = (ArrayType *)_intbig_union(datum_r, datum_alpha);
- if ( datum_r ) pfree(datum_r);
- datum_r = unionarr;
- rt__intbig_size((ArrayType *)unionarr, &size_r);
- *right++ = k;
- v->spl_nright++;
- }
- }
-
- if ( *(left-1) > *(right-1) ) {
- *right = FirstOffsetNumber;
- *(left-1) = InvalidOffsetNumber;
- } else {
- *left = FirstOffsetNumber;
- *(right-1) = InvalidOffsetNumber;
- }
-
-
- v->spl_ldatum = (char *)datum_l;
- v->spl_rdatum = (char *)datum_r;
-
-#ifdef GIST_DEBUG
- elog(NOTICE, "--------ENDpicksplit %d %d",v->spl_nleft, v->spl_nright);
-#endif
- return v;
}
ArrayType *
float *
g_intbig_penalty(GISTENTRY *origentry, GISTENTRY *newentry, float *result){
_int_common_penalty( origentry, newentry, result, _intbig_union, rt__intbig_size);
- *result= SIGLENBIT - *result;
return result;
}
bool retval;
ArrayType * q;
+ /* XXX what about toasted input? */
if ( ARRISNULL( query ) ) return FALSE;
q = new_intArrayType( SIGLENINT );
-
gensign( SIGPTR( q ),
ARRPTR( query ),
- ARRSIZE( query ) );
+ ARRNELEMS( query ) );
switch(strategy) {
case RTOverlapStrategyNumber:
}
-/*
-** The GiST Penalty method for _intments
-*/
+/*****************************************
+ * The GiST Penalty method for _intments *
+ *****************************************/
+
float *
_int_common_penalty(GISTENTRY *origentry, GISTENTRY *newentry, float *result,
formarray unionf,
pfree((char *)ud);
#ifdef GIST_DEBUG
- elog(NOTICE, "--penalty\t%g\t%g\t%g", *result, tmp1, tmp2);
+ elog(NOTICE, "--penalty\t%g", *result);
#endif
return(result);
GIST_SPLITVEC *v,
formarray unionf,
formarray interf,
- formfloat sizef)
+ formfloat sizef,
+ float coef)
{
OffsetNumber i, j;
ArrayType *datum_alpha, *datum_beta;
firsttime = true;
waste = 0.0;
-
+
for (i = FirstOffsetNumber; i < maxoff; i = OffsetNumberNext(i)) {
datum_alpha = (ArrayType *)(((GISTENTRY *)(VARDATA(entryvec)))[i].pred);
for (j = OffsetNumberNext(i); j <= maxoff; j = OffsetNumberNext(j)) {
}
}
}
-
+
left = v->spl_left;
v->spl_nleft = 0;
right = v->spl_right;
*/
maxoff = OffsetNumberNext(maxoff);
-
for (i = FirstOffsetNumber; i <= maxoff; i = OffsetNumberNext(i)) {
(*sizef)((ArrayType *)union_dr, &size_beta);
/* pick which page to add it to */
- if (size_alpha - size_l < size_beta - size_r) {
+ if (size_alpha - size_l < size_beta - size_r + WISH_F(v->spl_nleft, v->spl_nright, coef)) {
if ( datum_l ) pfree(datum_l);
if ( union_dr ) pfree(union_dr);
datum_l = union_dl;
v->spl_nright++;
}
}
- /**left = *right = FirstOffsetNumber;*/ /* sentinel value, see dosplit() */
if ( *(left-1) > *(right-1) ) {
*right = FirstOffsetNumber;
*(right-1) = InvalidOffsetNumber;
}
-
v->spl_ldatum = (char *)datum_l;
v->spl_rdatum = (char *)datum_r;
{86,31}
{69,90,95,66}
{6,10}
+{68,72,112}
+{9,165}
+{91,132,164}
+{57,82,144,167,184}
+{3,6,101,118}
+{111,158}
+{22,29,30,174}
+{41,66}
+{39,76,189}
+{7,20,21,196}
+{52,126,169,171,184}
+{21,77,91,176,196}
+{16,97,121}
+{83,135,137}
+{8,140,160,164,165,195}
+{38,65,185}
+{112,152}
+{111,129,134,148}
+{47,80,114,135,147,165}
+{24,98,119,123}
+{43,48,60,147,154}
+{19,54,138,171,186}
+{156,175}
+{20,51,123,193,193}
+{37,41,136,173,192}
+{14,22,111,125}
+{44,125,160,184}
+{19,75,99,103,107,164}
+{24,113,145}
+{27,157}
+{12,107,133,134}
+{72,94,102,158,194}
+{104,157}
+{122,171}
+{28,47,89,104,112}
+{25,35,82,105,155}
+{106,107,139,181}
+{50,110,132,136}
+{90,110,166}
+{1,1,55,60,85,108}
+{8,22,31,106,172,196}
+{24,69,109,121,154}
+{0,26,44,59,132,175}
+{103,125,172,188,190}
+{11,23,78,109,131}
+{81,146,169,181,196}
+{2,84,113,189}
+{8,46,126,131}
+{13,73,73,125,127}
+{67,117,139,184}
+{29,65,77,120,182}
+{0,87,100,102,135}
+{111,146,156}
+{13,87,123,137,182,197}
+{60,61,164}
+{7,20,186}
+{0,24,53,135,147}
+{94,136}
+{47,168}
+{70,80}
+{43,148}
+{3,81,104,191}
+{104,171,189}
+{9,14,117,160,180}
+{67,158}
+{50,57,66,78,170,197}
+{31,60,73,101,193,197}
+{37,89,92,96,127}
+{29,179}
+{17,47,137,155,157,187}
+{33,77,154}
+{48,63,85,150,184}
+{32,53,61,95,172}
+{20,35,47,171,179,196}
+{2,17,40,169,184}
+{116,127,131,142}
+{16,26,27,87,164,198}
+{58,129}
+{67,98,108,132,157,197}
+{145,157}
+{13,49,56}
+{59,103,180,196}
+{35,65,104,106,120,126}
+{18,96,115,133}
+{27,61}
+{61,194,197}
+{11,27,36,94}
+{15,36,101,128,197}
+{51,62,115,149}
+{83,198}
+{30,120,127,145,184}
+{50,149}
+{13,35,87,117,135,158}
+{57,60,74,113,128,178}
+{11,90,123,163,170}
+{39,121,148,171,198,199}
+{30,77,78,137,140,162}
+{52,69,120,141}
+{9,100,137}
+{56,161}
+{44,57,75,110,154}
+{98,123,155,167}
+{10,60,85,105,164,168}
+{13,92,179,186}
+{13,171,173,176,178}
+{33,53,88,123,144,172}
+{21,57,70,131,151}
+{13,51,63,169,169}
+{36,104,119,166}
+{54,59,84,166,172}
+{7,87,100,102,142,187}
+{2,5,6,43,174}
+{4,26,29,59,77}
+{10,82,98,103,104}
+{104,147}
+{47,55,99}
+{102,154,165}
+{0,96,107,139,157,159}
+{66,167,174}
+{92,97,117}
+{21,75,180,185}
+{54,64,139,180}
+{23,141,189}
+{32,38,147}
+{82,87}
+{6,34,34,161,183}
+{25,64,69,97,122}
+{80,152,170,189}
+{44,78,143,162}
+{52,53,64,69,112,158}
+{77,80,123,150,175}
+{110,121,125,125,128,198}
+{0,8,57,104,127,188}
+{17,46,48,93,129,150}
+{135,193}
+{89,111,135,166,184}
+{132,181}
+{47,54,101,108,125}
+{18,55,103,142}
+{11,125}
+{18,49,58,68,122,153}
+{37,47,137,179,185}
+{57,78,167,187,192}
+{28,32,38,67,77,184}
+{67,83}
+{43,104,191}
+{22,40,118,194}
+{24,53,66,195}
+{27,87,89,101,130,191}
+{71,86,157,167,183}
+{31,87,102}
+{48,53,70,101,149,174}
+{21,33,59,129,195}
+{144,160}
+{4,8,174,194}
+{69,103,127,127,160}
+{6,29,62,77,132}
+{61,69,108,144,174}
+{51,55,109,128,153}
+{10,30}
+{2,5,6,70,146,183}
+{0,1,75,97,166,180}
+{53,78,104}
+{31,45,68,108,161}
+{3,40,78,103,109,130}
+{33,44,159}
+{28,82,93,136,148,157}
+{31,32,76,143,157}
+{2,55,106}
+{21,66,80,129,129,152}
+{1,34,59,128,154,195}
+{10,154,172,177}
+{2,7,31,47,82,125}
+{60,131,149,156}
+{20,141}
+{23,38,43,100}
+{51,70}
+{3,41,164}
+{126,160,165,169}
+{61,71,143}
+{65,70,81,100,146}
+{40,48,57,75,85,85}
+{116,153}
+{31,42,49,103,183}
+{28,44,62,85,133,177}
+{50,68,164,170}
+{4,26,60,87,119,141}
+{5,102,160}
+{20,129,177}
+{98,120,135,157,164,168}
+{66,150}
+{101,101}
+{164,187}
+{43,65,96,166,189}
+{18,36,58,109,118}
+{25,32,135,161,170}
+{55,104,183}
+{69,139,144,181,182}
+{84,131,155}
+{6,18,63,156,159}
+{7,66,67,88}
+{8,46,52,95,178}
+{58,58,83,119,119,163}
+{27,143}
+{78,80,122,149,164,176}
+{6,83,107,183,198}
+{86,199}
+{22,74}
+{28,62,64,114}
+{15,56}
+{41,97,139,152,161,161}
+{48,192}
+{16,62,99,138,155}
+{32,84,145}
+{108,137}
+{93,112,120,155}
+{73,117}
+{20,26,197}
+{4,141}
+{110,132}
+{95,133,142,152,183,193}
+{85,141}
+{53,76,86,131}
+{5,59,73,74,101,130}
+{0,1,64,151,188}
+{15,131,131,174}
+{80,98,106,187}
+{41,102,167,173}
+{9,42,133}
+{103,110,110,134,175,185}
+{168,187}
+{42,47,108,121,165,198}
+{81,171}
+{38,122,123,149}
+{16,79}
+{45,64,131,176,182,197}
+{35,82,87,100,123,196}
+{41,52}
+{33,68}
+{60,140}
+{12,41,152}
+{54,71}
+{88,95,95,146,148,180}
+{47,66,89,121,168,182}
+{15,70,94,122,137,154}
+{42,48,129,162}
+{70,151}
+{11,55,89,118}
+{36,74,121,130,152}
+{46,48,52,120,179}
+{70,81}
+{96,146,183}
+{76,78,108,153}
+{71,168}
+{66,106,108,167}
+{22,44,49,85,87,195}
+{17,52,143,175}
+{86,103}
+{16,46,176}
+{95,111,162,173,198}
+{44,191}
+{7,48,107,115,116}
+{12,120,141,179,184}
+{83,188}
+{83,85,86,139,154}
+{50,74,89,154,179}
+{79,87,120,128,183}
+{13,121}
+{16,52,62,86,168,199}
+{7,16,29,35,157,181}
+{23,48,65,119,180}
+{10,173}
+{7,98,128,143,145,162}
+{23,27,88,91,127}
+{35,53,56,56,118}
+{7,161}
+{0,42,67,174}
+{44,161}
+{75,80,110,170}
+{17,93,117,140,168,196}
+{18,100,150,184}
+{108,132}
+{54,90,97,103,149}
+{9,12,30,43,82,95}
+{131,163}
+{67,99,168}
+{91,150,172}
+{47,164,195}
+{72,90,98}
+{24,78,130,172}
+{1,27,32,64,66,156}
+{7,26,72,88,130,140}
+{56,126,130}
+{1,76,81,122,169,188}
+{60,154}
+{101,103,135,150}
+{22,25,33}
+{99,117}
+{24,95,122,186}
+{48,95,102,108,125,170}
+{13,113,154}
+{155,177}
+{37,73,106}
+{7,64,124,195}
+{101,124,133,157,166,188}
+{27,34,60,100}
+{26,104,163}
+{34,43,108,133,165}
+{64,79,89,122,132}
+{10,96,168}
+{2,22,89,118,122,198}
+{122,192}
+{42,101,104,135,168,181}
+{7,38,63,86,101,152}
+{29,84,89,114,123,184}
+{33,46,59,137,153,175}
+{3,54,66,92}
+{31,34,148,159,185}
+{3,52,97,99}
+{3,26}
+{42,57,62,148,199}
+{15,26,198}
+{14,34,109,111,128,193}
+{107,197}
+{16,107}
+{9,21,136,169}
+{67,97,99,153,165,173}
+{46,76,89,100,164}
+{96,102,150,167,180}
+{31,103,137,146,180}
+{21,40,157,163,170,183}
+{139,170}
+{1,75,82,148,169,198}
+{13,39,107}
+{13,50,97,101,106}
+{52,176}
+{18,169}
+{129,140,146,183,189}
+{95,122,145}
+{5,6,102,130,151}
+{5,118,140,153}
+{27,78,140,164,182}
+{36,140,148}
+{58,100,127}
+{9,16}
+{26,33,119}
+{1,17,18,165}
+{14,182}
+{11,13,48,89,140,165}
+{9,19,78,113}
+{121,171}
+{18,23,46,113,159,162}
+{17,104}
+{50,104,132,167,179}
+{55,89,102,132,176}
+{19,109}
+{60,70,73,153,163}
+{18,127,145}
+{80,106,146,170}
+{10,39,72,74,84,150}
+{3,71}
+{1,10,64}
+{82,95,127,132,141,152}
+{43,55,57,89,120,197}
+{155,182}
+{23,34,57,111,153}
+{99,188}
+{86,114,124}
+{113,191}
+{31,129,184}
+{125,159,159}
+{22,27,81,156}
+{3,54,80,122,128,168}
+{76,112}
+{152,174}
+{22,27,70,172}
+{26,86}
+{49,59,102,186}
+{53,55,75,125}
+{152,199}
+{11,15,46,102,105,168}
+{132,148,154}
+{24,114,121,126,138,165}
+{82,107}
+{36,93,122,184,194}
+{1,59,76,146}
+{73,165}
+{38,98,176}
+{53,72,121,153}
+{127,147}
+{31,77,128,177}
+{107,186,189}
+{119,126,127,160}
+{24,74,148,197}
+{85,126,134,146}
+{76,77,81,134}
+{67,112,159,174,183}
+{22,169,170}
+{79,112,177,199}
+{1,56}
+{21,42,50,172}
+{6,63,105,166,189}
+{31,95,106,152,171,177}
+{21,49,99,101,122,187}
+{63,104,113,161,186}
+{37,126,144,166,173}
+{32,53,147}
+{123,123,130}
+{78,85,177}
+{2,69,95,146,187}
+{6,11,14,43,121}
+{76,105,184}
+{63,96,114,122,195}
+{11,22,34,45,120,156}
+{22,83,119,131,138,167}
+{9,56,96,106,114}
+{92,132,162}
+{25,45,83,119,139,150}
+{19,21,56,59,141}
+{14,26,62,119,180,190}
+{6,34,49,99,139,170}
+{10,56,150,166,166}
+{14,57,119,153,167,198}
+{26,41,150,158,169}
+{152,167}
+{1,61,93,180}
+{46,110,138,199}
+{4,56,81,110,173}
+{28,32,148,185}
+{8,9,28,29,39,195}
+{14,39,68,144}
+{26,37,79,81,110}
+{115,158,161}
+{6,39,145,191}
+{67,118,125,142,184,198}
+{127,163}
+{52,118}
+{22,78,131,156}
+{46,68,86,142,145,197}
+{85,188}
+{37,54,64,147,158}
+{31,134,141,183,185}
+{10,33,135,198}
+{41,124,173,180}
+{0,14,92,129,154,198}
+{39,73,128,154,182,196}
+{40,83,94,168}
+{106,142}
+{76,99}
+{19,62,77,108,165,186}
+{68,90,97,119,176}
+{44,108,193}
+{2,124}
+{137,174,175,176,180}
+{28,62,81,132,165,186}
+{98,112,148,181}
+{86,125}
+{70,161}
+{5,13,188}
+{136,168}
+{82,87}
+{30,42,57}
+{132,136,152}
+{20,59,87,98,195}
+{6,53,112,113,183,195}
+{64,147,157}
+{61,140,192}
+{44,59,88,123,161}
+{90,175}
+{38,46,105,121,159}
+{35,62,66,90,155}
+{2,2,21,38}
+{123,144}
+{117,155}
+{60,86}
+{4,39,129,146,179}
+{66,71,87,135,148,157}
+{29,67,108,196}
+{30,64,76,124,172}
+{36,39,79,130,140,149}
+{30,44,136,196}
+{5,15,20,117,198}
+{20,87,87,121}
+{42,136,142,148}
+{0,56}
+{16,38,56,57}
+{52,138}
+{103,115}
+{10,29,43,93,120,134}
+{44,140,150,180}
+{74,98,132,160}
+{2,62,98,160}
+{14,32,43,63,92}
+{23,87,128,152,177,197}
+{30,86,111,178,180}
+{49,61,114,195,196}
+{133,158,195}
+{18,105,165,190}
+{77,83,175}
+{29,33,51,166,188}
+{37,51,96,103,127}
+{119,125,128,140}
+{8,80,93,189}
+{76,96,110,131,170}
+{81,90}
+{13,25,28,41,128,142}
+{56,62,73,110}
+{60,62,128,136,166,193}
+{34,34,61,74}
+{32,84,87,92,112,181}
+{10,66,93,153}
+{23,77,182}
+{2,7,156}
+{5,13,49,61,103,179}
+{67,136,136,163,181,196}
+{26,60,74,100,160}
+{39,59,69,93,111}
+{9,77,90}
+{1,20,52,75,156,169}
+{25,95,103,157,163,193}
+{95,136}
+{47,108,137,157,164}
+{37,99,151,153,169,189}
+{112,126,139,171,184,195}
+{39,188}
+{4,20,71,80,136,156}
+{24,33,77,82}
+{103,188}
+{74,116}
+{82,90,110,154,194,195}
+{25,149,180}
+{120,123,130,171}
+{20,38,104,126,175,176}
+{14,62,97,130,135,193}
+{35,118}
+{20,42,64,73,76,120}
+{11,40,60,74,144,148}
+{13,26,46,63,76}
+{24,29,98,106}
+{6,139,171,186}
+{5,109,197}
+{20,45,84,125}
+{1,137,150,195}
+{1,8,80,111}
+{57,90,102,167}
+{53,186}
+{8,31,115,145,156,165}
+{10,18,31,116,164}
+{43,47}
+{33,143,154}
+{106,153,174,190}
+{73,106,158}
+{18,137,158,173}
+{73,80,107,123,141,199}
+{17,43,123,130,130,155}
+{15,31,37,91,164,181}
+{38,86}
+{49,105,142,145,173,190}
+{18,107,108,135,138}
+{43,65,107,112,193}
+{8,68,68,74}
+{54,106,108,109,164}
+{53,153}
+{59,134,154,173,180}
+{34,93}
+{11,33,124}
+{8,104}
+{27,37,46,65,125,174}
+{0,122,189}
+{15,74,107,147,188}
+{35,63,78}
+{28,49,123,129,177,193}
+{11,89,104}
+{117,171,197}
+{11,15,62,136,145,145}
+{2,127,193}
+{17,28,42,113,145}
+{31,44,118,148}
+{52,103,128,161,182}
+{45,47,70,102,161,184}
+{15,52,82,86}
+{60,87,102,108,127,170}
+{24,57,102,145,181}
+{12,53}
+{5,52,92,129,164}
+{87,128}
+{80,143,170}
+{59,85,134,139}
+{61,67,110,117,156,157}
+{6,8,60,112,154,170}
+{92,122,133}
+{121,148,161}
+{9,22,61,187}
+{12,40,78,107,176}
+{30,45,58,189,198}
+{83,107,123,148}
+{3,66,98,124,126,150}
+{13,34}
+{16,41,132}
+{16,85}
+{3,25}
+{30,58,138,167}
+{24,36,87,151,159,186}
+{2,4,121,196}
+{79,95,99,107}
+{11,49,146,169}
+{51,90}
+{76,155}
+{26,26,116,120,146,182}
+{44,66,72,117,132,174}
+{7,161,179,197}
+{2,81,158}
+{4,22,59,107,146,170}
+{0,0,133,192}
+{57,82}
+{17,61}
+{28,29,42,77,89,124}
+{53,78,127,188}
+{31,57,103,104,162}
+{9,84,100}
+{3,52,114,133,161,188}
+{8,37,97,158,189}
+{0,13,88}
+{29,79,92,158,160,171}
+{59,63,77,139,165}
+{25,77,116,169}
+{50,88,151,166}
+{52,162,167}
+{32,149,191,194,194}
+{47,57,74,95,97}
+{30,65,96,153,184}
+{80,130,150,172}
+{79,91,141,153,157}
+{93,110,114,194}
+{62,66,156,175}
+{55,56,97,117}
+{74,152,171,186}
+{13,24,50,50,131}
+{0,16,95,141,146,161}
+{1,51,158}
+{37,71,96,122}
+{71,104,145}
+{47,52,124,131,169}
+{111,188}
+{59,61,95,152,156,157}
+{5,31,106,164,176}
+{44,82,113,134,188}
+{13,55,65,99,150}
+{25,73,130,192}
+{88,120,193}
+{79,123,153,175}
+{24,158,162}
+{52,53,81}
+{5,32,78,102}
+{73,97,111,151}
+{71,72,102,151}
+{5,61,73,85,129,151}
+{66,177}
+{26,77,139,152}
+{46,117}
+{55,72,122,148,157,174}
+{3,53,76,184,196}
+{34,36,41,61,194}
+{8,153,163,182}
+{51,59}
+{113,115,149}
+{54,57,78}
+{39,137}
+{75,81,93}
+{5,30,44,80,86,126}
+{68,107,128,160,179}
+{98,108,162}
+{55,126}
+{24,54,121,122}
+{75,90}
+{10,83,139}
+{16,120,148}
+{97,175}
+{53,70,71,120,135,189}
+{9,110,123,150}
+{24,42,44,96,138,170}
+{17,61}
+{23,65,110,135,155,157}
+{19,59,139}
+{50,65,127,179}
+{15,138,152,162}
+{15,34}
+{25,29,63,135,161}
+{47,113,123,129,163}
+{25,138,157,184}
+{50,92,199}
+{110,116}
+{15,36,134,145,165,182}
+{4,75,82,175}
+{24,49,63,89,128}
+{174,182}
+{103,116,119}
+{101,125,180,192}
+{47,66,113,127,148}
+{15,60,118}
+{20,51,90,91,117}
+{25,72,146,199}
+{34,93,199}
+{31,71,106,115,186}
+{1,10,119,144,188,197}
+{49,80,185}
+{134,178,188}
+{42,67,170,172}
+{13,43,91,91}
+{13,31,48,98,155,158}
+{37,44,70,76,141,160}
+{50,60,72}
+{51,65,166,188}
+{11,103,129,144}
+{136,167,181}
+{165,178}
+{34,107}
+{54,120}
+{33,132,136,165,178}
+{60,79,119,127,187,197}
+{27,31,130,132}
+{125,129}
+{97,111}
+{71,171,187,191}
+{68,91,94}
+{94,119,159,178}
+{2,29,51,173}
+{37,61,97,113,147}
+{11,35,79,91}
+{67,71}
+{4,20,103,107,169,179}
+{35,77}
+{71,94}
+{29,31,67,101,172,174}
+{52,122}
+{87,125}
+{129,142,164}
+{13,30,85,139}
+{17,57,65,170,179}
+{46,65,151,167,192,197}
+{31,78,132,136,158}
+{38,161}
+{15,101,111,134}
+{42,118,139,142,178}
+{57,95,132,134}
+{5,42,116,152,173,192}
+{144,199}
+{38,70,77,143,175,188}
+{38,84,93,149}
+{56,98,153,165,170,191}
+{1,52,112,112,131,145}
+{16,132,150,184}
+{14,60,111,153}
+{49,109,112,165}
+{69,136,152}
+{59,90,94,158,168}
+{42,47}
+{18,194}
+{33,70,94,167,175,177}
+{40,57,125,138,159}
+{3,10,31}
+{2,5,8,26,141,181}
+{27,29,142,175,186,195}
+{31,49,99,120}
+{109,123}
+{21,76,112,119,124}
+{41,49,146,173}
+{101,173}
+{49,73,85,89,179}
+{22,36,154,192}
+{136,163}
+{111,165}
+{94,128}
+{81,167}
+{35,165}
+{41,109,119}
+{13,74,80,114}
+{72,106,189}
+{65,172}
+{30,31,35,52,63}
+{80,116}
+{0,149}
+{139,189}
+{0,65,107,153,179}
+{15,40,46,51,75,160}
+{12,28,48,79,105}
+{76,98,146,157,180}
+{45,62,79,83,113,155}
+{130,162,184}
+{78,140,145,181,196,198}
+{108,168}
+{3,13,14,15,77}
+{22,29,68,117,142,143}
+{67,110,122,167,183}
+{22,25,58,93,143,151}
+{53,82,170}
+{1,18,50,98,108,174}
+{58,140}
+{49,179,196}
+{109,171}
+{38,82,132,183}
+{32,151,175}
+{53,90,106,169,187}
+{99,136,141,146,171}
+{27,108,111,155,192}
+{28,77,86}
+{11,109,118,149,154,183}
+{7,74,122,137,185}
+{70,110,151,154,175}
+{7,48,88,181,181,182}
+{97,101,105,123,139,156}
+{19,139}
+{17,107,134}
+{63,64,178}
+{100,133,143}
+{64,173}
+{1,88,109,120,145,160}
+{113,198}
+{84,112,121,184}
+{90,185,193}
+{91,135,155,185}
+{56,191}
+{14,15,48,61,92,171}
+{18,139,152,199}
+{16,80,107,125,144,166}
+{8,92,112,173,176}
+{27,196}
+{9,169,183,190}
+{20,29,40,98,106,182}
+{77,115,149,181}
+{31,65}
+{7,29,62,90,157,178}
+{10,33,79,186}
+{42,74,113,178,192}
+{17,86,88,118}
+{27,58,104,122,166}
+{16,97,102,105,192}
+{16,59,115,127}
+{27,56,60}
+{104,175}
+{52,84}
+{127,137}
+{7,13,18,81,139,140}
+{11,31,81,150,189}
+{44,55,107}
+{45,58,127,137}
+{70,76,80,93,145}
+{27,60}
+{40,76,172}
+{7,123,192}
+{55,170}
+{61,137,137,184,187}
+{49,50,190}
+{99,126,152,164}
+{56,79,88,98,132}
+{45,74,119,123,158,175}
+{66,96}
+{100,114}
+{62,84,111,122}
+{8,22,141,172,181}
+{70,141}
+{3,48,106,193}
+{33,114,168,174,183}
+{46,186,194}
+{58,71,82,122,190}
+{60,67}
+{14,30,132,144,174}
+{9,113,124}
+{11,14,29,63,110,182}
+{4,64,102,168,178}
+{90,108,110,160,165,199}
+{44,86,191}
+{6,19,84,125,125,156}
+{53,105,122,154,175,190}
+{83,177,183}
+{96,103,181}
+{38,156}
+{2,6,60,116,131}
+{12,144}
+{13,73,93,132}
+{142,167}
+{37,61,71,75,121,144}
+{32,43,146}
+{41,59,144,176}
+{11,14,44,54,92,177}
+{37,198}
+{39,80,81,104,138,193}
+{13,73,92,127,149,194}
+{34,57,69,104,118,186}
+{7,48,84,96,108}
+{32,41,64,111}
+{108,131,150,174,195}
+{50,53,184,191}
+{8,32}
+{26,76,88}
+{4,50,100,134,134}
+{36,40,148,158,177}
+{7,16,57,59}
+{35,96,113,129,167}
+{46,63,128,163}
+{8,46,94,97,105,178}
+{12,70}
+{45,93,134,135,188,195}
+{11,52,76,103,131,192}
+{19,45,57,119,123,136}
+{19,62}
+{1,49,64,197}
+{0,42,60,102,134,147}
+{102,152,156,160}
+{51,54,129}
+{50,68,71,72,170}
+{0,11,184}
+{19,105}
+{144,185,191}
+{17,51,76,98,118,135}
+{52,64,143,171}
+{1,46,62,74,81}
+{8,36,129}
+{5,25,96,113,146,152}
+{19,28,59,110,131,142}
+{7,18,176,179}
+{17,21,48,63,121}
+{34,79,81,85,152,155}
+{8,82,104,122,139,193}
+{34,50,128,140,175}
+{51,173}
+{48,128,138}
+{126,129,178}
+{42,51,61,141,170,180}
+{59,91,144}
+{64,74,118,170,191}
+{12,55,116,157,159}
+{97,157}
+{32,34,102,105,178}
+{36,103,125}
+{15,36,184}
+{6,13}
+{0,100,144,185,198}
+{32,47,64,66,118,143}
+{23,112,117}
+{34,44,47,81,124,135}
+{21,49,115}
+{29,158}
+{34,114,127,151}
+{111,199}
+{23,53,76,113,122,123}
+{89,113,117,137}
+{52,76,126,155,164}
+{4,48,78,114,147,179}
+{27,56,151,191}
+{3,183}
+{30,41,72,145}
+{15,41,152,177,196}
+{44,58,124,164,177}
+{9,51,70,174}
+{13,18,81,136,178}
+{85,139,142}
+{12,62,118,156}
+{50,142,149,175}
+{35,38,99,100,128}
+{53,54,92,123,153,160}
+{121,133}
+{12,63,117,148,149,187}
+{88,153,170,192,195}
+{22,51,67,104,141}
+{186,198}
+{39,40,82,159,189}
+{59,74,149}
+{88,99,136,145,191}
+{5,48,90,120,138,193}
+{22,76,155,180}
+{118,122,141,176}
+{87,104,116,159,172,191}
+{63,104,155}
+{8,153,168}
+{119,141,178,179}
+{100,110}
+{14,65,164}
+{2,92,97,117,188}
+{47,59,64,141,148,187}
+{109,137,139,151,169}
+{68,78,156}
+{37,39,103,183,190,194}
+{50,58,74,180}
+{12,121,155,175}
+{26,43,97}
+{102,159,161}
+{3,138,163,179}
+{55,69,78,164}
+{67,87,136}
+{67,150}
+{74,113,199}
+{103,126,187}
+{39,141,155}
+{6,19,25,75,157}
+{10,49,71,105,114,154}
+{3,24,35,54,88}
+{16,25,73,114,181,191}
+{2,2,63,154}
+{68,74,107,187,199}
+{13,235}
+{40,122,203,232,233,235}
+{115,152,193,202,242}
+{3,50,86,111,248}
+{25,66,181,188,279}
+{80,116}
+{38,83,106,119,134}
+{29,63,203}
+{7,27,186,200,201}
+{88,92,94,272,295}
+{35,68,136,158}
+{148,225,293}
+{1,87,195}
+{48,100,203}
+{0,35,61,91,280}
+{130,160,168,216}
+{4,104,148,164}
+{35,40,91,145,155,214}
+{46,107}
+{21,276}
+{42,143,150,238,291}
+{64,70,140,165,228,257}
+{0,148,197}
+{72,131,195,202,251,270}
+{99,195,224,264,292}
+{5,184,186,243}
+{93,132,137,148,228,251}
+{66,125,198,211,285}
+{29,79,180}
+{41,60,65,66,254}
+{4,69,79,207}
+{113,182,203,252,259,298}
+{10,20}
+{99,200,276}
+{109,262}
+{4,87,193,207,220,273}
+{30,183,215}
+{7,138,202,215,217}
+{25,79,194,203,260}
+{128,178}
+{62,152,211,279}
+{57,99,204,280}
+{41,59}
+{18,52,200}
+{81,132,190,275}
+{89,158}
+{32,72,122,228,245,249}
+{24,72,196,233,299}
+{0,5,46,122,213}
+{197,242}
+{43,105,241,272}
+{74,118,158,173,208,288}
+{145,149,197,238,252,297}
+{32,39,189}
+{98,240}
+{65,140,149,197,203,204}
+{103,225,266}
+{84,277,283}
+{35,246}
+{10,101,239}
+{40,75,192,253}
+{106,152,247,272,287}
+{50,293}
+{85,134}
+{59,204}
+{54,64,88,269,286}
+{4,92,111,121,154,182}
+{80,163,202,234,277,298}
+{129,147,158,196,283,290}
+{49,144,232,293}
+{20,29,226,244,274}
+{64,101,185,189,234,268}
+{23,157}
+{56,93,133}
+{9,57,241,289}
+{50,124,181,194,238}
+{11,38,67,69,213}
+{149,220}
+{168,189,267}
+{34,133,235,264,284}
+{81,239,241,260}
+{35,78,80,201,262,297}
+{0,196,285}
+{71,108,239,258,277,278}
+{4,94}
+{77,132,140,251}
+{11,78,132}
+{43,145,188}
+{97,144,148,161,254}
+{109,132}
+{48,83,189,242}
+{115,176,276}
+{162,210}
+{88,109,136,153,154,159}
+{265,280}
+{74,86,195}
+{17,112,188,213,231,266}
+{36,136,160,218,239}
+{179,273}
+{79,118,136,154,200,259}
+{161,212}
+{24,98,178}
+{161,187}
+{45,169,227,236}
+{218,253}
+{10,18,74,258}
+{70,199,210,213,285,291}
+{12,50,69,92,184,186}
+{130,131,163,295}
+{198,239,297}
+{49,86,125,176,234,282}
+{7,129,146,223,269}
+{144,173}
+{30,52,133,228}
+{21,88,176}
+{5,70,299}
+{37,69,285}
+{14,17,45,72,99,197}
+{125,196}
+{30,220}
+{55,103,127,251}
+{108,114,156,200,207,217}
+{7,195,250}
+{64,111,193,202,236}
+{92,115,232,233,240}
+{22,232,260}
+{18,44,191,253,294}
+{40,158}
+{86,92,103,154,207,294}
+{33,177,191,223,235}
+{65,116,158,253}
+{49,125,152,194}
+{100,149,191,266,288}
+{13,64,103,254,283}
+{42,75,80,103,155}
+{77,128,198,280}
+{118,218,287}
+{0,36,52,101,148}
+{1,64,181,201,221}
+{6,44,47,71,150,225}
+{13,85,88,167}
+{31,40,69,91,99,281}
+{60,115,157,224,252,273}
+{30,87,200,270,285}
+{171,293}
+{24,33}
+{59,69,74,118,190,216}
+{147,258,288}
+{62,73,219,232,266}
+{50,74,225,238,271}
+{6,88,115,185,205,262}
+{97,230}
+{76,76,150,211,228,262}
+{134,195}
+{104,235}
+{38,41,204}
+{64,71,124}
+{44,63,111,231}
+{186,188}
+{5,132,225}
+{113,286}
+{43,161,276}
+{8,294}
+{18,90,105,169}
+{213,213}
+{29,45,161,289}
+{79,152}
+{10,110,162,177,217,238}
+{63,98,192,244}
+{118,147,187,281}
+{5,15,36,94,263}
+{40,81,220}
+{29,74,76,157,162,206}
+{11,28,53,68,126,222}
+{73,73,181,239}
+{36,60,164}
+{16,47,82,152,167,289}
+{149,149,219,268,294}
+{97,169}
+{32,160,210,257}
+{32,69}
+{7,63,73,195}
+{54,110}
+{61,75,135,270}
+{22,43,127,174,184,208}
+{106,113,174}
+{0,70,90,239}
+{191,260}
+{43,80,168}
+{25,54,257,263}
+{118,213}
+{110,207,220,251,287}
+{126,139,161,248,252}
+{51,79,116,132,190,291}
+{183,199,200,254}
+{86,233}
+{105,109,176,211}
+{12,109}
+{3,65,158}
+{21,86}
+{12,15,191}
+{181,223,224,256,259,276}
+{112,191,219,232,239}
+{51,215}
+{36,46,278}
+{68,75,169,228,244,270}
+{10,16,52,172,189,274}
+{177,191,197,209,222,282}
+{41,119,190,202}
+{128,277,292,298}
+{34,38}
+{22,36,81,117}
+{81,161,248,279}
+{75,85,103,149,190,211}
+{127,279}
+{50,74,152}
+{122,168,209,240,276,282}
+{66,102,208,239,291}
+{9,113}
+{72,199,237}
+{110,112,135,141,270}
+{26,109,130,159,291}
+{108,206}
+{2,289}
+{63,238}
+{4,57,104,119,142,214}
+{46,97,239}
+{210,297}
+{207,268}
+{13,64,80}
+{62,109,171,195,232}
+{11,260,262,276,292}
+{21,75,78,80,140,226}
+{38,56}
+{122,251,297}
+{108,180,213}
+{57,58,135,231,233}
+{75,136,185,211}
+{52,109,122,174,178,255}
+{65,91,234,249}
+{5,24,53,218}
+{90,211,246}
+{106,242,260}
+{61,136}
+{49,87,177,280}
+{38,89,104,189,297}
+{43,76,293,298}
+{182,255,289}
+{25,57,64,272}
+{23,122,149}
+{49,50,129,153}
+{183,188,204}
+{27,164,226,230}
+{0,13,67,145,160,259}
+{22,32,43,85,105,124}
+{20,199}
+{31,119}
+{14,16,152,158,196}
+{5,59,91,202,217,280}
+{100,128,187}
+{20,193,214,258,272}
+{17,27,55,151,177,219}
+{53,55,63,208,213,230}
+{15,160,258,260}
+{71,147,235,258}
+{26,49,173,234,271}
+{50,52,58,167,257}
+{15,154,213,232}
+{6,35,86,94,286}
+{0,4,83,262,281}
+{93,148,284}
+{28,165,262,290}
+{18,99,160,266}
+{63,223,291,295}
+{103,154,180}
+{12,110,144,221}
+{9,158,203}
+{20,207,275}
+{9,20,48,88,120,289}
+{67,110,133,151,225,297}
+{71,102}
+{168,208}
+{48,137,163,164,280,287}
+{90,209}
+{28,244}
+{107,224,293}
+{86,206}
+{8,113,147,165,285,286}
+{7,159,160,237}
+{0,66,87,146,225,294}
+{58,100,112,124,189}
+{13,108}
+{121,168,216,253}
+{147,242,282}
+{236,240}
+{21,28,83,103,166}
+{30,88,108,280,295}
+{23,136,298}
+{125,290}
+{140,249,276,277}
+{49,81,135,147,164,267}
+{28,63,198,297}
+{30,101,216,232,267,287}
+{54,195,204,223,236,251}
+{27,176,179,204,264,291}
+{136,164,172,273}
+{43,67,81,121,277}
+{128,131,256,269}
+{176,219,289}
+{127,175,259}
+{35,94,153,177,222,253}
+{29,154,178,240,260}
+{165,176,201,243,259}
+{17,298}
+{29,203,232,241,289}
+{107,136,153,238}
+{49,198}
+{68,179,202,253}
+{157,178}
+{23,199,287}
+{131,228}
+{19,19,39,111,138,277}
+{49,86,178,194,223,226}
+{114,201}
+{149,282}
+{109,147,150,176,209,229}
+{122,131,167,228,258}
+{5,40,120,154,266}
+{135,207,238,263}
+{75,128}
+{80,117,296}
+{60,82,122,131,138}
+{57,146,159,233,244,278}
+{15,80,157,182,244,272}
+{114,116,160,176,287}
+{10,133,279}
+{27,115,126,293}
+{89,161}
+{95,120,218}
+{26,269}
+{109,281}
+{53,62,103,107,118,239}
+{185,186,227,252}
+{3,125,146,161,288}
+{171,245,256,283}
+{23,153,201,238}
+{0,82,93,218,242}
+{101,124,137,150,194}
+{21,96,104,201,244,266}
+{88,121,147,155,173,225}
+{24,106,112,193}
+{26,67,115,212,283}
+{23,120,280}
+{45,99}
+{30,66,136,199}
+{17,213}
+{14,37,55,103,265}
+{52,258,284}
+{119,213,272,274,285}
+{43,45,105,254,288}
+{64,81,123,126,164,292}
+{88,229,260}
+{25,117}
+{7,149,197,227,258}
+{74,83,240,246,284,292}
+{2,4,63,103,115,289}
+{92,239}
+{12,26,130,228,265}
+{53,99,131,142,164,291}
+{63,248,259,283}
+{186,215,282}
+{67,110,160}
+{166,191}
+{33,156,224}
+{152,166,190,250,297}
+{123,126,153,199,204}
+{49,70,199,238,238,289}
+{14,18,65,74,146,235}
+{63,77,172,180,186,225}
+{1,48,105,170}
+{37,56,113,133,196}
+{193,261,266}
+{190,273}
+{38,129,261}
+{251,252,253,254,275,296}
+{249,275}
+{167,205,266}
+{27,152,256}
+{19,72,248}
+{40,73,141,249}
+{105,197}
+{156,243,277,282}
+{165,168,227,298}
+{8,31,202,271}
+{10,101,109,167,236,277}
+{33,91,165,192,206,211}
+{102,122,232}
+{190,239,283}
+{160,185}
+{2,13,65,70}
+{11,68,170,192,229,284}
+{66,90,228,237}
+{1,6,92,99,222,242}
+{42,128,133,207,289}
+{12,100,164,191}
+{26,31,120,176,204,220}
+{13,39,95,105,120,182}
+{114,120,295}
+{31,34,55,181,197,235}
+{24,52,64,80,142}
+{3,49,148,255,268}
+{132,175,254}
+{32,71,141}
+{112,116,186,270,271}
+{64,106,209,228,297}
+{128,268}
+{107,208,299}
+{151,173,187,192,213}
+{3,296}
+{20,31,135,153,289}
+{138,193,212,269,277,288}
+{73,92,130,295}
+{73,80,105}
+{50,96,138,199,265}
+{4,7,8,183,260,267}
+{66,71,118,145}
+{15,63,116,160,175,181}
+{88,217}
+{56,69,106,106,127,274}
+{84,205}
+{83,101,241,269}
+{21,254}
+{22,32,83,150,293}
+{198,221}
+{30,46,95,179,197}
+{46,85,208}
+{56,112,236}
+{71,217}
+{31,57,145,253}
+{34,133,170}
+{48,53,119,187,268,287}
+{111,203,229,239}
+{62,136}
+{49,54,187,254,298}
+{20,26,148,159,190,286}
+{3,13,193,252,284}
+{40,137,154,167,248,259}
+{3,47,242,278}
+{77,100,143,232}
+{51,130}
+{66,90,148,220,242,273}
+{143,151,211}
+{10,23}
+{21,30,179}
+{17,47,105,156,193,213}
+{0,23,25,125,144,146}
+{179,209}
+{79,113,117,192}
+{5,53,216,275,285}
+{187,197}
+{22,68,218,221}
+{0,71,78,110,120,173}
+{46,97,117,149,253,286}
+{10,20,129,162,171,195}
+{60,97,130,163,190}
+{57,145,179,283}
+{99,274}
+{151,161,228,251}
+{3,177,192,286}
+{21,81,142}
+{180,283}
+{13,102,131,149,246}
+{19,99,132,162,167,257}
+{15,86,188,260}
+{203,251,281}
+{5,45,138,155,157}
+{1,2,4,213,278}
+{21,123,208,219,263,267}
+{36,106,181,231,238}
+{103,120,168,184,224,287}
+{53,104,139,251}
+{1,91,141,202,268}
+{75,115,216,253}
+{56,167,268,296}
+{66,158,235,249}
+{82,124,198}
+{56,67,112,140,170,176}
+{16,75,266}
+{38,165,200,219,291,297}
+{86,151,229,241,275}
+{0,57,141,176,229,258}
+{18,72,164,195,235}
+{94,282}
+{83,139,242,269,294}
+{9,44,145,251,272}
+{132,203,249,282}
+{7,41,170,254}
+{6,153,193,291}
+{18,134,137,227,261}
+{14,36,115,124,172,229}
+{54,206}
+{49,91,131,185,204}
+{7,242}
+{41,57,161}
+{93,224,241,288}
+{119,288}
+{90,99,117,196,296}
+{67,85,154}
+{147,169,216,264}
+{79,92,164}
+{19,120,132,197,267}
+{76,264}
+{30,133}
+{27,37,93,138,218}
+{152,155,244}
+{41,149,182,259}
+{29,178,224}
+{115,201,268}
+{141,166,253,282}
+{3,65,125,245,264}
+{6,150,159,202,206,277}
+{217,276}
+{28,96,144,193}
+{7,59,190}
+{144,217}
+{10,79,96,100,126,222}
+{7,61,253}
+{14,69,263}
+{3,30,63,125,186,277}
+{2,10,79,100,223}
+{131,131,239}
+{116,195,199,240}
+{87,99,158}
+{52,180}
+{7,12,140,208,275}
+{65,67,83,280}
+{4,52,125,126,137,176}
+{9,48,79,203,217,243}
+{43,206,251}
+{19,112,196,263,266}
+{29,70,256}
+{161,236,258}
+{8,25,42,97,291}
+{63,144,242,271}
+{7,17}
+{1,85,250}
+{104,244,250}
+{18,22,31,99,266,281}
+{51,138,237,268,288}
+{8,40,91,221,273}
+{0,176,230,249,254,255}
+{44,140,176,194,197}
+{56,197,264}
+{229,246,283}
+{53,128,173,233,282}
+{45,193,221}
+{21,80,286}
+{4,18,267}
+{15,97,220}
+{62,70,83,147,149,244}
+{120,134,159,174,250}
+{116,269}
+{23,108}
+{10,91,239}
+{7,128,142,243,286}
+{134,201,245,275,278}
+{13,208,227,288}
+{30,78,85}
+{107,179}
+{31,59,153,217,240,298}
+{27,130,233,282,286}
+{15,59,136,262}
+{85,186,233}
+{10,152,165,181,181}
+{137,183}
+{40,56,125,256,265,280}
+{12,22,120,183}
+{62,229}
+{38,59,81,113,261}
+{67,194,229}
+{7,173}
+{37,43,296}
+{59,162,285}
+{171,200,213,213}
+{116,123,209,234,277}
+{52,175}
+{189,213}
+{30,94,99,228,238}
+{46,101,154,260,272,274}
+{30,32,59}
+{65,172,292}
+{18,22,131,170,271}
+{2,53,88,104,264,265}
+{60,194,288}
+{15,108,121,161,201}
+{40,85,173,195,201,221}
+{54,86,107,174,287}
+{20,71,190,227}
+{16,46,66,175,197,252}
+{130,243,252,282}
+{142,219,266,272}
+{14,202,204,231,241,276}
+{161,172,212,222}
+{15,183,275}
+{83,270}
+{67,204}
+{65,184,264}
+{73,119,183,190,242}
+{53,287}
+{24,171}
+{72,220,220}
+{101,136,176,204,224,280}
+{39,47,282}
+{106,162,238,252}
+{23,242,247,265}
+{98,108,189,209,273}
+{122,245,270}
+{109,127,128,244,299}
+{41,162,186,191}
+{60,196}
+{0,123,129,213,248}
+{29,79,89,91}
+{172,298}
+{122,140,162,228,263,268}
+{2,116,247,294}
+{6,138}
+{17,98,287}
+{53,166,187,219,248,296}
+{15,26,90,175,196}
+{184,193,198}
+{17,69,76,105,183,264}
+{56,101,110}
+{15,108,139,168,272}
+{5,71,104,141}
+{136,179}
+{72,189}
+{54,79,208}
+{98,113,150,184,190,246}
+{37,69,132,210,285}
+{1,29,45,74,109,145}
+{11,72,133,149,216}
+{34,57,84,212,280}
+{131,211,294}
+{70,84,173}
+{193,213,230,266,285,299}
+{57,94,163,182,227}
+{44,133,143}
+{31,32,211}
+{130,142,165,188,194,231}
+{52,61,139,226,239,287}
+{7,103,157}
+{155,224,230}
+{127,135,139}
+{77,237,294}
+{10,213,278}
+{28,90,185,274}
+{59,105,282,297}
+{39,128,174,268}
+{32,158,215}
+{24,145,189,213,278}
+{78,148,230,263}
+{42,68,93,160,287,299}
+{4,12,70,91,191,237}
+{20,294}
+{45,53,77,113,211,240}
+{232,237}
+{125,152,284}
+{58,81,155,215,296}
+{4,8,44}
+{1,52,102,128,184,218}
+{185,199,226,299}
+{10,178,262,285}
+{80,95,230,240,266}
+{4,5,213}
+{156,187,271,298}
+{88,298}
+{109,233,290}
+{47,65,91,105,249,269}
+{97,129}
+{46,92,207}
+{2,163,249,259,291}
+{89,102,140,158,231}
+{162,184,283}
+{36,213}
+{163,259}
+{47,220,250}
+{37,89,105,124,143,198}
+{3,71}
+{142,165,190,256,269,269}
+{152,256}
+{27,49,191,198,220,285}
+{71,73,87,189,260}
+{11,54,90,106,130,216}
+{193,245,252}
+{2,8,57,91,163,184}
+{18,171,283}
+{28,41,110,112}
+{5,57}
+{137,262,285}
+{19,57,156,229,269}
+{138,179,190,199,281}
+{35,98,196,242}
+{122,152}
+{83,132,181,212,280,288}
+{219,298}
+{57,88,103}
+{5,203}
+{98,156,266}
+{10,45,72,169,211}
+{45,101,156,214,269}
+{68,73,81}
+{16,127,259}
+{9,32,246}
+{66,173,261,261,274}
+{17,115,157,169,251}
+{49,158}
+{25,37}
+{2,73,103,178,194,236}
+{238,269,273}
+{162,178,276}
+{48,52,160,237,288}
+{54,82,130,135,169,275}
+{29,142}
+{205,249,253,275,291}
+{60,76,84,115,126}
+{48,108,153,213,231}
+{23,124,175,210,226,293}
+{9,181}
+{20,99,112,166,201,242}
+{102,150,201}
+{41,98,240,244,260}
+{7,44,98,293}
+{0,125,177,283}
+{28,118,124,148,241,290}
+{73,91,122}
+{9,72,109,130,202,290}
+{70,111,120,160,216,262}
+{59,175,296}
+{2,201}
+{83,297}
+{76,293}
+{83,127,136,242,275,285}
+{169,190,195}
+{83,122,186,189,217,229}
+{98,210,229}
+{117,133}
+{74,294}
+{6,31,59,143,156,273}
+{98,180,241}
+{26,52,114,243}
+{112,240}
+{104,217}
+{148,162,259,279}
+{92,101,150,226,272,295}
+{55,86,118,202,237,275}
+{81,203}
+{79,126,177,265}
+{57,193}
+{169,240,244}
+{21,171,190,250,263}
+{23,37,215,235}
+{40,54,240,286}
+{105,177,190,276,285}
+{44,45,122,151}
+{28,31,187}
+{127,135,211}
+{5,13,150,194,259}
+{136,181,280}
+{20,147,158,189,200}
+{15,83,88,128,169}
+{10,14,25,26,150,158}
+{42,101,172,205}
+{85,185,226,236,271}
+{34,127,188,250,268}
+{27,143}
+{26,48,99,110,117,207}
+{22,56,190,269,287}
+{200,278}
+{70,134,138,204,216,298}
+{175,219,297}
+{99,273}
+{206,216}
+{23,214}
+{131,140}
+{11,140,240}
+{73,148}
+{7,66,125,210}
+{2,61,92}
+{0,137}
+{143,188,265}
+{177,238}
+{0,93,163,229}
+{35,49}
+{8,8,111,144,165}
+{99,278}
+{21,44,71,224,252,270}
+{119,150,175,233,245,294}
+{15,87}
+{84,211,217,225}
+{20,41,87,123,124,299}
+{62,120,169}
+{37,43,92,175,206,222}
+{95,168,180,250,269,296}
+{60,228,278,285}
+{173,195,232,276}
+{1,2,139,256,278}
+{51,119}
+{212,238,291}
+{120,172,292}
+{138,279}
+{251,261}
+{151,181,278,296}
+{163,207,220,289,295}
+{89,278,290}
+{24,137,157,206,271,278}
+{7,63,83,89,155,189}
+{2,5,172,195,215,260}
+{243,281}
+{60,125}
+{74,87,222,236}
+{45,70,159,194}
+{69,159,250}
+{150,214,296}
+{101,158,250}
+{56,134}
+{57,87,160,167,247,285}
+{123,269}
+{235,242}
+{79,95,115,167,287}
+{31,56,132,244,276}
+{25,218,241,241}
+{57,82,151,170,204}
+{69,103,288}
+{88,138,154,292}
+{14,98,138,227,245,249}
+{175,222,274}
+{38,139,193,208,277}
+{79,141}
+{5,77,197,209}
+{15,37,77,110,116}
+{26,226}
+{68,93,101,140,233}
+{53,96,170,192,290}
+{29,89,102,216,220}
+{11,85,136,239}
+{158,180,195,200,226}
+{10,49,118,137,172}
+{144,172,183}
+{14,176,188,215,272}
+{42,97,125}
+{114,166}
+{52,61,162,171,249}
+{140,195,242}
+{59,99,233}
+{31,76,136,181,187}
+{81,112,157,168,271,294}
+{8,35,44,48,190,297}
+{145,195,201}
+{160,248,291}
+{94,270,285}
+{116,139,225}
+{111,131,140}
+{158,277}
+{59,229,257}
+{25,47,99,123,239}
+{8,36,205,274,295}
+{132,152,178,192,235}
+{19,40,96,204}
+{7,77}
+{211,282}
+{26,100,180,244,281,296}
+{200,212,286}
+{5,94,151,290}
+{75,80,128,179,269,269}
+{7,111}
+{7,26,69,158,269,276}
+{7,36,74,94,171,215}
+{2,62,65,93,124,271}
+{78,96,109,189}
+{182,197,280,298}
+{17,78,82,85,85,208}
+{6,122,155}
+{14,33,130}
+{1,21,167,169}
+{49,85,158,175,213}
+{59,194}
+{125,132,259,285}
+{20,38,81,89,234,274}
+{106,140,156,287}
+{57,125}
+{53,103,158,204,234,267}
+{0,49,160,189,235}
+{34,115,142,207}
+{162,173,181,190,298}
+{11,76,116,166,191}
+{2,87,99,236,279}
+{40,203}
+{2,33,39,215,254}
+{53,69,83,224,228}
+{79,136,183,216,226,227}
+{10,109,137,163,240}
+{24,126,141}
+{69,255}
+{103,138,230,246,259,283}
+{136,290}
+{13,34,78,145,166,242}
+{38,74,83,242,294}
+{54,248,273}
+{107,162}
+{50,170,176,191,207,275}
+{32,134,166,288,292}
+{163,167,186,274,291,296}
+{31,86,123,156,160}
+{114,133,136,176,281,290}
+{105,147,211}
+{124,151,179,222,299}
+{87,101}
+{145,169,181,205,247}
+{6,266}
+{26,33,52,56,106,116}
+{19,21,65,89,104,168}
+{164,181,208}
+{36,67,92,116,248}
+{145,200,247}
+{155,215}
+{49,212}
+{29,57,105,117,131}
+{2,13,68,128,139,140}
+{193,273,273}
+{3,78,105,111,297}
+{49,142,244}
+{32,259}
+{161,205}
+{96,146,179,259}
+{44,45,211,233}
+{56,91,146,166,285}
+{87,107,120,262,299}
+{76,160,276,297}
+{248,266}
+{5,12,188,240,247}
+{164,206,293}
+{15,18,60,163}
+{53,134,172,230,287,290}
+{117,137,146,153,155}
+{72,270}
+{171,251}
+{80,125,137,141,169}
+{52,108,200,219,225,271}
+{29,78,106,221}
+{21,74,110,273}
+{28,88,98,170}
+{83,104}
+{12,152}
+{7,69,143,246,265,269}
+{62,106,157,200}
+{113,260,272,272,294}
+{16,35,80,121,165,176}
+{96,154,172,198,263}
+{29,53,109,128,129,195}
+{131,230,271,273,295,299}
+{53,160,208,231}
+{23,180,208,249,272}
+{45,208,264}
+{14,29,169}
+{116,147,272}
+{7,193,237,271}
+{158,198,253}
+{41,60,71}
+{110,133,200,249}
+{24,159,255}
+{26,39,61,114,218,229}
+{141,286,299}
+{74,278}
+{67,71,155}
+{151,257,284}
+{13,28,72,131,206}
+{60,152,275,295}
+{88,105,184,185}
+{85,190,205,256,283,285}
+{202,285}
+{14,92,160,200,246,279}
+{42,95,157,195}
+{50,99,224,276}
+{32,97,101,122}
+{66,85}
+{19,146,180,242,269,286}
+{24,86,247,274}
+{54,264,270,284}
+{72,77,85,124,127,285}
+{47,249}
+{25,73,102,237}
+{33,68,84,117,120}
+{29,62,172,240,242,273}
+{42,140,182,248,261,282}
+{118,228,284}
+{1,89,158,294}
+{29,89,122,155,208,283}
+{173,208,229}
+{6,22,142,267,299}
+{22,122,173,245,293}
projects / postgresql / commitdiff