Changeset: fb54422beb78 for MonetDB
URL: http://dev.monetdb.org/hg/MonetDB?cmd=changeset;node=fb54422beb78
Added Files:
        sql/test/BugTracker-2014/Tests/ifthenelse.Bug-3546.stable.out.int128
        sql/test/BugTracker-2014/Tests/round.Bug-3542.stable.err.int128
        sql/test/BugTracker-2014/Tests/round.Bug-3542.stable.out.int128
Modified Files:
        clients/Tests/MAL-signatures_all.stable.out
        clients/Tests/MAL-signatures_all.stable.out.int128
        clients/Tests/MAL-signatures_fits_geom.stable.out
        clients/Tests/MAL-signatures_fits_geom.stable.out.int128
        clients/Tests/MAL-signatures_geom.stable.out
        clients/Tests/MAL-signatures_geom.stable.out.int128
        clients/Tests/MAL-signatures_none.stable.out
        clients/Tests/MAL-signatures_none.stable.out.int128
        clients/Tests/SQL-dump_all.stable.out.oid32.int128
        clients/Tests/SQL-dump_geom.stable.out.int128
        clients/Tests/SQL-dump_geom.stable.out.oid32.int128
        clients/Tests/SQL-dump_none.stable.out.int128
        clients/Tests/exports.stable.out
        common/stream/stream.c
        common/stream/stream.h
        gdk/gdk.h
        gdk/gdk_batop.c
        gdk/gdk_private.h
        gdk/gdk_select.c
        gdk/gdk_setop.c
        gdk/gdk_unique.c
        monetdb5/ChangeLog.Oct2014
        monetdb5/mal/mal_import.c
        monetdb5/modules/atoms/00_json_hge.mal
        monetdb5/modules/atoms/json.c
        monetdb5/modules/atoms/json.h
        monetdb5/modules/kernel/algebra.c
        monetdb5/modules/kernel/algebra.h
        monetdb5/modules/kernel/algebra.mal
        monetdb5/modules/mal/tokenizer.c
        monetdb5/optimizer/opt_costModel.c
        monetdb5/optimizer/opt_emptySet.c
        monetdb5/optimizer/opt_mergetable.c
        monetdb5/optimizer/opt_prelude.c
        monetdb5/optimizer/opt_prelude.h
        monetdb5/tests/BugTracker/Tests/kunion-and-nil.Bug-1667.mal
        monetdb5/tests/BugTracker/Tests/kunion-and-nil.Bug-1667.stable.out
        monetdb5/tests/gdkTests/Tests/subgroup.mal
        monetdb5/tests/gdkTests/Tests/subgroup.stable.out
        sql/backends/monet5/rel_bin.c
        sql/backends/monet5/sql.c
        sql/backends/monet5/sql_gencode.c
        sql/backends/monet5/sql_scenario.c
        sql/backends/monet5/sql_statement.c
        sql/backends/monet5/sql_statement.h
        sql/backends/monet5/sql_statistics.c
        sql/test/pg_regress/Tests/vacuum.stable.out
        testing/Mtest.py.in
Branch: geo
Log Message:

Merge with default branch.


diffs (truncated from 4568 to 300 lines):

diff --git a/clients/Tests/MAL-signatures_all.stable.out 
b/clients/Tests/MAL-signatures_all.stable.out
--- a/clients/Tests/MAL-signatures_all.stable.out
+++ b/clients/Tests/MAL-signatures_all.stable.out
@@ -2374,10 +2374,6 @@ command algebra.kintersect(left:bat[:any
 address ALGsemijoin;
 comment Returns the intersection taken over only the *head* columns of two 
BATs.       Results in all BUNs of 'left' that are also in 'right'.         
Does *not* do double- elimination over the 'left' BUNs.         If you want 
this, use: 'kintersect(kunique(left),kunique(right))'       or: 
'kunique(kintersect(left,right))'.
 
-command algebra.kunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGkunique;
-comment Select unique tuples from the input BAT.  Double elimination is        
        done only looking at the head column. The result is a BAT with          
property hkeyed() == true.
-
 pattern algebra.leftfetchjoinPath(l:bat[:any,:any]...):bat[:any,:any] 
 address ALGjoinPath;
 comment Routine to handle join paths.  The type analysis is rather tricky.
@@ -2659,10 +2655,6 @@ command algebra.tinter(left:bat[:oid,:oi
 address ALGtinter;
 command 
algebra.tintersect(left:bat[:any_1,:any_2],right:bat[:any_1,:any]):bat[:any_1,:any_2]
 
 address ALGtintersect;
-command algebra.tunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGtunique;
-comment Select unique tuples from the input BAT. Double elimination is         
done over the BUNs tail. The result is a BAT with property              
tkeyd()== true
-
 command 
algebra.thetasubselect(b:bat[:oid,:any_1],s:bat[:oid,:oid],val:any_1,op:str):bat[:oid,:oid]
 
 address ALGthetasubselect2;
 comment Select all head values of the first input BAT for which the tail value 
obeys the relation value OP VAL and for which the head value occurs in  the 
tail of the second input BAT.       Input is a dense-headed BAT, output is a 
dense-headed BAT with in       the tail the head value of the input BAT for 
which the  relationship holds.  The output BAT is sorted on the tail value.
diff --git a/clients/Tests/MAL-signatures_all.stable.out.int128 
b/clients/Tests/MAL-signatures_all.stable.out.int128
--- a/clients/Tests/MAL-signatures_all.stable.out.int128
+++ b/clients/Tests/MAL-signatures_all.stable.out.int128
@@ -2891,10 +2891,6 @@ command algebra.kintersect(left:bat[:any
 address ALGsemijoin;
 comment Returns the intersection taken over only the *head* columns of two 
BATs.       Results in all BUNs of 'left' that are also in 'right'.         
Does *not* do double- elimination over the 'left' BUNs.         If you want 
this, use: 'kintersect(kunique(left),kunique(right))'       or: 
'kunique(kintersect(left,right))'.
 
-command algebra.kunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGkunique;
-comment Select unique tuples from the input BAT.  Double elimination is        
        done only looking at the head column. The result is a BAT with          
property hkeyed() == true.
-
 pattern algebra.leftfetchjoinPath(l:bat[:any,:any]...):bat[:any,:any] 
 address ALGjoinPath;
 comment Routine to handle join paths.  The type analysis is rather tricky.
@@ -3176,10 +3172,6 @@ command algebra.tinter(left:bat[:oid,:oi
 address ALGtinter;
 command 
algebra.tintersect(left:bat[:any_1,:any_2],right:bat[:any_1,:any]):bat[:any_1,:any_2]
 
 address ALGtintersect;
-command algebra.tunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGtunique;
-comment Select unique tuples from the input BAT. Double elimination is         
done over the BUNs tail. The result is a BAT with property              
tkeyd()== true
-
 command 
algebra.thetasubselect(b:bat[:oid,:any_1],s:bat[:oid,:oid],val:any_1,op:str):bat[:oid,:oid]
 
 address ALGthetasubselect2;
 comment Select all head values of the first input BAT for which the tail value 
obeys the relation value OP VAL and for which the head value occurs in  the 
tail of the second input BAT.       Input is a dense-headed BAT, output is a 
dense-headed BAT with in       the tail the head value of the input BAT for 
which the  relationship holds.  The output BAT is sorted on the tail value.
@@ -50234,9 +50226,9 @@ address IOttable;
 comment Print an n-ary table. Like print, but does not print oid column
 
 command iterator.filter(name:json,idx:hge,other:str):json 
-address JSONfilterArrayDefault;
+address JSONfilterArrayDefault_hge;
 command iterator.filter(name:json,idx:hge):json 
-address JSONfilterArray;
+address JSONfilterArray_hge;
 command iterator.next(step:hge,last:hge):hge 
 address ITRnext_hge;
 command iterator.next(step:dbl,last:dbl):dbl 
diff --git a/clients/Tests/MAL-signatures_fits_geom.stable.out 
b/clients/Tests/MAL-signatures_fits_geom.stable.out
--- a/clients/Tests/MAL-signatures_fits_geom.stable.out
+++ b/clients/Tests/MAL-signatures_fits_geom.stable.out
@@ -2375,10 +2375,6 @@ command algebra.kintersect(left:bat[:any
 address ALGsemijoin;
 comment Returns the intersection taken over only the *head* columns of two 
BATs.       Results in all BUNs of 'left' that are also in 'right'.             
    Does *not* do double- elimination over the 'left' BUNs.         If you want 
this, use: 'kintersect(kunique(left),kunique(right))'       or: 
'kunique(kintersect(left,right))'.
 
-command algebra.kunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGkunique;
-comment Select unique tuples from the input BAT.  Double elimination is        
        done only looking at the head column. The result is a BAT with          
property hkeyed() == true.
-
 pattern algebra.leftfetchjoinPath(l:bat[:any,:any]...):bat[:any,:any] 
 address ALGjoinPath;
 comment Routine to handle join paths.  The type analysis is rather tricky.
@@ -2660,10 +2656,6 @@ command algebra.tinter(left:bat[:oid,:oi
 address ALGtinter;
 command 
algebra.tintersect(left:bat[:any_1,:any_2],right:bat[:any_1,:any]):bat[:any_1,:any_2]
 
 address ALGtintersect;
-command algebra.tunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGtunique;
-comment Select unique tuples from the input BAT. Double elimination is         
        done over the BUNs tail. The result is a BAT with property              
tkeyd()== true
-
 command 
algebra.thetasubselect(b:bat[:oid,:any_1],s:bat[:oid,:oid],val:any_1,op:str):bat[:oid,:oid]
 
 address ALGthetasubselect2;
 comment Select all head values of the first input BAT for which the tail value 
obeys the relation value OP VAL and for which the head value occurs in  the 
tail of the second input BAT.       Input is a dense-headed BAT, output is a 
dense-headed BAT with in       the tail the head value of the input BAT for 
which the  relationship holds.  The output BAT is sorted on the tail value.
diff --git a/clients/Tests/MAL-signatures_fits_geom.stable.out.int128 
b/clients/Tests/MAL-signatures_fits_geom.stable.out.int128
--- a/clients/Tests/MAL-signatures_fits_geom.stable.out.int128
+++ b/clients/Tests/MAL-signatures_fits_geom.stable.out.int128
@@ -2807,27 +2807,27 @@ command algebra.exist(b:bat[:oid,:any_1]
 address ALGexist;
 comment Returns whether 'val' occurs in b.
 
-pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit)
 (X_6:bat[:oid,:oid],X_7:bat[:oid,:oid]) 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit)
 (X_7:bat[:oid,:oid],X_8:bat[:oid,:oid]) 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit) 
(X_5:bat[:oid,:oid],X_6:bat[:oid,:oid]) 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit) 
(X_6:bat[:oid,:oid],X_7:bat[:oid,:oid]) 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit) 
(X_4:bat[:oid,:oid],X_5:bat[:oid,:oid]) 
+pattern algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit,distinct:bit) 
(X_5:bat[:oid,:oid],X_6:bat[:oid,:oid]) 
 address ALGfirstn;
 comment Calculate first N values of B
 
-pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit):bat[:oid,:oid]
 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit):bat[:oid,:oid]
 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit):bat[:oid,:oid] 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit):bat[:oid,:oid]
 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit):bat[:oid,:oid] 
+pattern 
algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit,distinct:bit):bat[:oid,:oid] 
 address ALGfirstn;
 comment Calculate first N values of B
 
@@ -2891,10 +2891,6 @@ command algebra.kintersect(left:bat[:any
 address ALGsemijoin;
 comment Returns the intersection taken over only the *head* columns of two 
BATs.       Results in all BUNs of 'left' that are also in 'right'.             
    Does *not* do double- elimination over the 'left' BUNs.         If you want 
this, use: 'kintersect(kunique(left),kunique(right))'       or: 
'kunique(kintersect(left,right))'.
 
-command algebra.kunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGkunique;
-comment Select unique tuples from the input BAT.  Double elimination is        
        done only looking at the head column. The result is a BAT with          
property hkeyed() == true.
-
 pattern algebra.leftfetchjoinPath(l:bat[:any,:any]...):bat[:any,:any] 
 address ALGjoinPath;
 comment Routine to handle join paths.  The type analysis is rather tricky.
@@ -3176,10 +3172,6 @@ command algebra.tinter(left:bat[:oid,:oi
 address ALGtinter;
 command 
algebra.tintersect(left:bat[:any_1,:any_2],right:bat[:any_1,:any]):bat[:any_1,:any_2]
 
 address ALGtintersect;
-command algebra.tunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGtunique;
-comment Select unique tuples from the input BAT. Double elimination is         
        done over the BUNs tail. The result is a BAT with property              
tkeyd()== true
-
 command 
algebra.thetasubselect(b:bat[:oid,:any_1],s:bat[:oid,:oid],val:any_1,op:str):bat[:oid,:oid]
 
 address ALGthetasubselect2;
 comment Select all head values of the first input BAT for which the tail value 
obeys the relation value OP VAL and for which the head value occurs in  the 
tail of the second input BAT.       Input is a dense-headed BAT, output is a 
dense-headed BAT with in       the tail the head value of the input BAT for 
which the  relationship holds.  The output BAT is sorted on the tail value.
@@ -50150,9 +50142,9 @@ address IOttable;
 comment Print an n-ary table. Like print, but does not print oid column
 
 command iterator.filter(name:json,idx:hge,other:str):json 
-address JSONfilterArrayDefault;
+address JSONfilterArrayDefault_hge;
 command iterator.filter(name:json,idx:hge):json 
-address JSONfilterArray;
+address JSONfilterArray_hge;
 command iterator.next(step:hge,last:hge):hge 
 address ITRnext_hge;
 command iterator.next(step:dbl,last:dbl):dbl 
@@ -50187,7 +50179,7 @@ comment Create an iterator with fixed gr
 
 command json.dump(j:json):void 
 address JSONdump;
-pattern json.fold(k:bat[:oid,:any]):json 
+pattern json.fold(v:bat[:oid,:any]):json 
 address JSONfold;
 comment Combine the value list into a single json array object.
 
@@ -51778,10 +51770,6 @@ command pcre.sql2pcre(pat:str,esc:str):s
 address PCREsql2pcre;
 comment Convert a SQL like pattern with the given escape character into a PCRE 
pattern.
 
-command pcre.select(pat:str,strs:bat[:oid,:str]):bat[:oid,:str] 
-address PCREselectDef;
-comment Select tuples based on the pattern
-
 pattern profiler.activate(name:str...):void 
 address CMDactivateProfiler;
 comment A list of counters to be activated.
@@ -52240,6 +52228,10 @@ pattern sql.copy_from(sname:str,tname:st
 address mvc_import_table_wrap;
 comment Import a table from bstream s with the         given tuple and 
seperators (sep/rsep)
 
+pattern sql.create_func_upgrade_oct2014(f:str):int 
+address UPGcreate_func;
+comment Create the function described by f, needed for the Oct2014 upgrade
+
 pattern sql.clear_table{unsafe}(sname:str,tname:str):wrd 
 address mvc_clear_table_wrap;
 comment Clear table
@@ -52344,6 +52336,10 @@ pattern sql.db_users():bat[:oid,:str]
 address db_users_wrap;
 comment return table of users with sql scenario
 
+pattern sql.drop_func_upgrade_oct2014(id:int):int 
+address UPGdrop_func;
+comment Drop the function identified by id, needed for the Oct2014 upgrade
+
 pattern sql.dropDeclaredTables{unsafe}(nr:int):void 
 address mvc_drop_declared_tables_wrap;
 comment drop top n declared tables
diff --git a/clients/Tests/MAL-signatures_geom.stable.out 
b/clients/Tests/MAL-signatures_geom.stable.out
--- a/clients/Tests/MAL-signatures_geom.stable.out
+++ b/clients/Tests/MAL-signatures_geom.stable.out
@@ -2375,10 +2375,6 @@ command algebra.kintersect(left:bat[:any
 address ALGsemijoin;
 comment Returns the intersection taken over only the *head* columns of two 
BATs.       Results in all BUNs of 'left' that are also in 'right'.             
    Does *not* do double- elimination over the 'left' BUNs.         If you want 
this, use: 'kintersect(kunique(left),kunique(right))'       or: 
'kunique(kintersect(left,right))'.
 
-command algebra.kunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGkunique;
-comment Select unique tuples from the input BAT.  Double elimination is        
        done only looking at the head column. The result is a BAT with          
property hkeyed() == true.
-
 pattern algebra.leftfetchjoinPath(l:bat[:any,:any]...):bat[:any,:any] 
 address ALGjoinPath;
 comment Routine to handle join paths.  The type analysis is rather tricky.
@@ -2660,10 +2656,6 @@ command algebra.tinter(left:bat[:oid,:oi
 address ALGtinter;
 command 
algebra.tintersect(left:bat[:any_1,:any_2],right:bat[:any_1,:any]):bat[:any_1,:any_2]
 
 address ALGtintersect;
-command algebra.tunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGtunique;
-comment Select unique tuples from the input BAT. Double elimination is         
        done over the BUNs tail. The result is a BAT with property              
tkeyd()== true
-
 command 
algebra.thetasubselect(b:bat[:oid,:any_1],s:bat[:oid,:oid],val:any_1,op:str):bat[:oid,:oid]
 
 address ALGthetasubselect2;
 comment Select all head values of the first input BAT for which the tail value 
obeys the relation value OP VAL and for which the head value occurs in  the 
tail of the second input BAT.       Input is a dense-headed BAT, output is a 
dense-headed BAT with in       the tail the head value of the input BAT for 
which the  relationship holds.  The output BAT is sorted on the tail value.
diff --git a/clients/Tests/MAL-signatures_geom.stable.out.int128 
b/clients/Tests/MAL-signatures_geom.stable.out.int128
--- a/clients/Tests/MAL-signatures_geom.stable.out.int128
+++ b/clients/Tests/MAL-signatures_geom.stable.out.int128
@@ -2807,27 +2807,27 @@ command algebra.exist(b:bat[:oid,:any_1]
 address ALGexist;
 comment Returns whether 'val' occurs in b.
 
-pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit)
 (X_6:bat[:oid,:oid],X_7:bat[:oid,:oid]) 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit)
 (X_7:bat[:oid,:oid],X_8:bat[:oid,:oid]) 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit) 
(X_5:bat[:oid,:oid],X_6:bat[:oid,:oid]) 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit) 
(X_6:bat[:oid,:oid],X_7:bat[:oid,:oid]) 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit) 
(X_4:bat[:oid,:oid],X_5:bat[:oid,:oid]) 
+pattern algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit,distinct:bit) 
(X_5:bat[:oid,:oid],X_6:bat[:oid,:oid]) 
 address ALGfirstn;
 comment Calculate first N values of B
 
-pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit):bat[:oid,:oid]
 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],g:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit):bat[:oid,:oid]
 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit):bat[:oid,:oid] 
+pattern 
algebra.firstn(b:bat[:oid,:any],s:bat[:oid,:oid],n:wrd,asc:bit,distinct:bit):bat[:oid,:oid]
 
 address ALGfirstn;
 comment Calculate first N values of B with candidate list S
 
-pattern algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit):bat[:oid,:oid] 
+pattern 
algebra.firstn(b:bat[:oid,:any],n:wrd,asc:bit,distinct:bit):bat[:oid,:oid] 
 address ALGfirstn;
 comment Calculate first N values of B
 
@@ -2891,10 +2891,6 @@ command algebra.kintersect(left:bat[:any
 address ALGsemijoin;
 comment Returns the intersection taken over only the *head* columns of two 
BATs.       Results in all BUNs of 'left' that are also in 'right'.             
    Does *not* do double- elimination over the 'left' BUNs.         If you want 
this, use: 'kintersect(kunique(left),kunique(right))'       or: 
'kunique(kintersect(left,right))'.
 
-command algebra.kunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGkunique;
-comment Select unique tuples from the input BAT.  Double elimination is        
        done only looking at the head column. The result is a BAT with          
property hkeyed() == true.
-
 pattern algebra.leftfetchjoinPath(l:bat[:any,:any]...):bat[:any,:any] 
 address ALGjoinPath;
 comment Routine to handle join paths.  The type analysis is rather tricky.
@@ -3176,10 +3172,6 @@ command algebra.tinter(left:bat[:oid,:oi
 address ALGtinter;
 command 
algebra.tintersect(left:bat[:any_1,:any_2],right:bat[:any_1,:any]):bat[:any_1,:any_2]
 
 address ALGtintersect;
-command algebra.tunique(b:bat[:any_1,:any_2]):bat[:any_1,:any_2] 
-address ALGtunique;
-comment Select unique tuples from the input BAT. Double elimination is         
        done over the BUNs tail. The result is a BAT with property              
tkeyd()== true
-
 command 
algebra.thetasubselect(b:bat[:oid,:any_1],s:bat[:oid,:oid],val:any_1,op:str):bat[:oid,:oid]
 
 address ALGthetasubselect2;
 comment Select all head values of the first input BAT for which the tail value 
obeys the relation value OP VAL and for which the head value occurs in  the 
tail of the second input BAT.       Input is a dense-headed BAT, output is a 
dense-headed BAT with in       the tail the head value of the input BAT for 
which the  relationship holds.  The output BAT is sorted on the tail value.
@@ -50126,9 +50118,9 @@ address IOttable;
 comment Print an n-ary table. Like print, but does not print oid column
 
 command iterator.filter(name:json,idx:hge,other:str):json 
-address JSONfilterArrayDefault;
+address JSONfilterArrayDefault_hge;
 command iterator.filter(name:json,idx:hge):json 
-address JSONfilterArray;
+address JSONfilterArray_hge;
 command iterator.next(step:hge,last:hge):hge 
 address ITRnext_hge;
 command iterator.next(step:dbl,last:dbl):dbl 
@@ -50163,7 +50155,7 @@ comment Create an iterator with fixed gr
 
 command json.dump(j:json):void 
 address JSONdump;
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