New upstream version 2.6.2
Bas Couwenberg
5 years ago
| 181 | 181 | |
| 182 | 182 | set(PGROUTING_VERSION_MAJOR "2") |
| 183 | 183 | set(PGROUTING_VERSION_MINOR "6") |
| 184 | set(PGROUTING_VERSION_PATCH "1") | |
| 184 | set(PGROUTING_VERSION_PATCH "2") | |
| 185 | 185 | set(PGROUTING_VERSION_DEV "") |
| 186 | 186 | |
| 187 | 187 | set(PGROUTING_SHORT_VERSION "${PGROUTING_VERSION_MAJOR}.${PGROUTING_VERSION_MINOR}") |
| 0 | ||
| 1 | pgRouting 2.6.2 Release Notes | |
| 2 | ------------------------------------------------------------------------------- | |
| 3 | ||
| 4 | To see the issues closed by this release see the [Git closed milestone for 2.6.2 ](https://github.com/pgRouting/pgrouting/issues?utf8=%E2%9C%93&q=milestone%3A%22Release%202.6.2%22%20) on Github. | |
| 5 | ||
| 6 | *Bug fixes* | |
| 7 | ||
| 8 | * [#1152 ](https://github.com/pgRouting/pgrouting/issues/1152)_ Fixes driving distance when vertex is not part of the graph | |
| 9 | * [#1098 ](https://github.com/pgRouting/pgrouting/issues/1098)_ Fixes windows test | |
| 10 | * [#1165 ](https://github.com/pgRouting/pgrouting/issues/1165)_ Fixes build for python3 and perl5 | |
| 11 | ||
| 0 | 12 | |
| 1 | 13 | pgRouting 2.6.1 Release Notes |
| 2 | 14 | ------------------------------------------------------------------------------- |
| 70 | 82 | * Cleaned the internal code of withPoints |
| 71 | 83 | |
| 72 | 84 | |
| 85 | pgRouting 2.5.5 Release Notes | |
| 86 | ------------------------------------------------------------------------------- | |
| 87 | ||
| 88 | To see the issues closed by this release see the [Git closed milestone for 2.5.5 ](https://github.com/pgRouting/pgrouting/issues?utf8=%E2%9C%93&q=milestone%3A%22Release%202.5.5%22%20) on Github. | |
| 89 | ||
| 90 | *Bug fixes* | |
| 91 | ||
| 92 | * Fixes driving distance when vertex is not part of the graph | |
| 93 | * Fixes windows test | |
| 94 | * Fixes build for python3 and perl5 | |
| 95 | ||
| 96 | ||
| 73 | 97 | pgRouting 2.5.4 Release Notes |
| 74 | 98 | ------------------------------------------------------------------------------- |
| 75 | 99 | |
| 5 | 5 | |
| 6 | 6 | ### Branches |
| 7 | 7 | |
| 8 | * The *master* branch has the release 2.5.2 | |
| 9 | * The *release/2.5* branch has the next micro-release 2.5.3 (if needed) | |
| 10 | * The *develop* branch has the development of the next minor-release 2.6.0-dev | |
| 8 | * The *master* branch has the release 2.6.1 | |
| 9 | * The *release/2.5* branch has the next micro-release 2.5.4 (if needed) | |
| 10 | * The *develop* branch has the development of the next release 3.0.0-dev | |
| 11 | 11 | |
| 12 | 12 | For the complete list of releases go to: |
| 13 | 13 | https://github.com/pgRouting/pgrouting/releases |
| 6 | 6 | # SPHINX_VERSION - the version of Sphinx which was found, e.g. "1.0.7" |
| 7 | 7 | |
| 8 | 8 | #============================================================================= |
| 9 | # | |
| 10 | # Copyright (C) 2018 Vicky Vergara | |
| 11 | # Modification for python3 | |
| 12 | # | |
| 9 | 13 | # Copyright (C) 2011 Marie Rognes and Johannes Ring |
| 10 | 14 | # All rights reserved. |
| 11 | 15 | # |
| 51 | 55 | if (SPHINX_EXECUTABLE) |
| 52 | 56 | # Try to check Sphinx version by importing Sphinx |
| 53 | 57 | execute_process( |
| 54 | COMMAND ${PYTHON_EXECUTABLE} -c "import sphinx; print sphinx.__version__" | |
| 58 | COMMAND ${SPHINX_EXECUTABLE} --version | |
| 55 | 59 | OUTPUT_VARIABLE SPHINX_VERSION |
| 56 | 60 | OUTPUT_STRIP_TRAILING_WHITESPACE) |
| 57 | 61 | |
| 62 | message(STATUS "SPHINX_VERSION ${SPHINX_VERSION}") | |
| 63 | string(REGEX MATCH "[0-9]+\.[0-9]+.\[0-9]+" SPHINX_VERSION "${SPHINX_VERSION}") | |
| 64 | message(STATUS "SPHINX_VERSION ${SPHINX_VERSION}") | |
| 58 | 65 | if (Sphinx_FIND_VERSION) |
| 59 | 66 | # Check if version found is >= required version |
| 60 | 67 | if (NOT "${SPHINX_VERSION}" VERSION_LESS "${Sphinx_FIND_VERSION}") |
| 75 | 82 | include(FindPackageHandleStandardArgs) |
| 76 | 83 | find_package_handle_standard_args(Sphinx DEFAULT_MSG |
| 77 | 84 | SPHINX_EXECUTABLE SPHINX_VERSION_OK) |
| 78 | ||
| 5 | 5 | SELECT version FROM pgr_version(); |
| 6 | 6 | version |
| 7 | 7 | --------- |
| 8 | 2.6.1 | |
| 8 | 2.6.2 | |
| 9 | 9 | (1 row) |
| 10 | 10 | |
| 11 | 11 | -- q2 |
| 17 | 17 | |
| 18 | 18 | .. changelog start |
| 19 | 19 | |
| 20 | * :ref:`changelog_2_6_2` | |
| 20 | 21 | * :ref:`changelog_2_6_1` |
| 21 | 22 | * :ref:`changelog_2_6_0` |
| 23 | * :ref:`changelog_2_5_5` | |
| 22 | 24 | * :ref:`changelog_2_5_4` |
| 23 | 25 | * :ref:`changelog_2_5_3` |
| 24 | 26 | * :ref:`changelog_2_5_2` |
| 41 | 43 | * :ref:`changelog_1_x` |
| 42 | 44 | |
| 43 | 45 | .. changelog end |
| 46 | ||
| 47 | .. _changelog_2_6_2: | |
| 48 | ||
| 49 | pgRouting 2.6.2 Release Notes | |
| 50 | ------------------------------------------------------------------------------- | |
| 51 | ||
| 52 | To see the issues closed by this release see the `Git closed milestone for 2.6.2 <https://github.com/pgRouting/pgrouting/issues?utf8=%E2%9C%93&q=milestone%3A%22Release%202.6.2%22%20>`_ on Github. | |
| 53 | ||
| 54 | .. rubric:: Bug fixes | |
| 55 | ||
| 56 | * `#1152 <https://github.com/pgRouting/pgrouting/issues/1152>`__ Fixes driving distance when vertex is not part of the graph | |
| 57 | * `#1098 <https://github.com/pgRouting/pgrouting/issues/1098>`__ Fixes windows test | |
| 58 | * `#1165 <https://github.com/pgRouting/pgrouting/issues/1165>`__ Fixes build for python3 and perl5 | |
| 44 | 59 | |
| 45 | 60 | .. _changelog_2_6_1: |
| 46 | 61 | |
| 116 | 131 | |
| 117 | 132 | * Cleaned the internal code of withPoints |
| 118 | 133 | |
| 134 | .. _changelog_2_5_5: | |
| 135 | ||
| 136 | pgRouting 2.5.5 Release Notes | |
| 137 | ------------------------------------------------------------------------------- | |
| 138 | ||
| 139 | To see the issues closed by this release see the `Git closed milestone for 2.5.5 <https://github.com/pgRouting/pgrouting/issues?utf8=%E2%9C%93&q=milestone%3A%22Release%202.5.5%22%20>`_ on Github. | |
| 140 | ||
| 141 | .. rubric:: Bug fixes | |
| 142 | ||
| 143 | * Fixes driving distance when vertex is not part of the graph | |
| 144 | * Fixes windows test | |
| 145 | * Fixes build for python3 and perl5 | |
| 146 | ||
| 119 | 147 | .. _changelog_2_5_4: |
| 120 | 148 | |
| 121 | 149 | pgRouting 2.5.4 Release Notes |
| 587 | 587 | /* |
| 588 | 588 | * The vertex does not exist on the graph |
| 589 | 589 | */ |
| 590 | if (pred[i - 1].empty()) {pgassert(false); continue;} | |
| 590 | if (pred[i - 1].empty()) break; | |
| 591 | 591 | |
| 592 | 592 | |
| 593 | 593 | /* |
| 59 | 59 | if (p1.tot_cost() < p2.tot_cost()) |
| 60 | 60 | return true; |
| 61 | 61 | |
| 62 | pgassert(p1.tot_cost() == p2.tot_cost()); | |
| 62 | //pgassert(p1.tot_cost() == p2.tot_cost()); | |
| 63 | 63 | |
| 64 | 64 | // paths costs are equal now check by length |
| 65 | 65 | if (p1.size() > p2.size()) |
| 0 | \i setup.sql | |
| 1 | \i tmp_net.sql | |
| 2 | ||
| 3 | SELECT plan(71); | |
| 4 | ||
| 5 | ||
| 6 | CREATE or REPLACE FUNCTION issue1154() | |
| 7 | RETURNS SETOF TEXT AS | |
| 8 | $BODY$ | |
| 9 | DECLARE | |
| 10 | dd_query TEXT; | |
| 11 | dijkstra_sql TEXT; | |
| 12 | astar_sql TEXT; | |
| 13 | vids TEXT; | |
| 14 | data INTEGER[]; | |
| 15 | cant INTEGER; | |
| 16 | BEGIN | |
| 17 | data := ARRAY[ | |
| 18 | 28143,37447,43401,50409,91800, | |
| 19 | 98234,108908,1888,1897,85914, | |
| 20 | 1898,112714,11851,31406, | |
| 21 | 37961,43534,50994,57875,71749, | |
| 22 | 77860,4424,4641,35309,53002, | |
| 23 | 57762,75549,79856,80019,88626, | |
| 24 | 89435,116859,37736,51812,97808]::INTEGER[]; | |
| 25 | ||
| 26 | RETURN QUERY | |
| 27 | SELECT is_empty($$ | |
| 28 | SELECT * FROM tmp_net WHERE target = 85930 | |
| 29 | UNION | |
| 30 | SELECT * FROM tmp_net WHERE target = 85930 | |
| 31 | $$); | |
| 32 | ||
| 33 | cant := array_length(data, 1); | |
| 34 | ||
| 35 | FOR i IN 1.. cant LOOP | |
| 36 | ||
| 37 | dd_query := format($$ | |
| 38 | SELECT | |
| 39 | route.node AS node_id, | |
| 40 | route.agg_cost | |
| 41 | FROM pgr_drivingdistance( | |
| 42 | 'SELECT * FROM tmp_net', | |
| 43 | ARRAY[%1$s, %2$s]::INTEGER[], | |
| 44 | 2680, equicost:=TRUE, directed:=TRUE) route; | |
| 45 | $$, 85930, data[i]); | |
| 46 | ||
| 47 | ||
| 48 | RETURN QUERY SELECT lives_ok(dd_query, 'i=' || data[i]); | |
| 49 | ||
| 50 | dd_query := format($$ | |
| 51 | SELECT | |
| 52 | route.node AS node_id, | |
| 53 | route.agg_cost | |
| 54 | FROM pgr_drivingdistance( | |
| 55 | 'SELECT * FROM tmp_net', | |
| 56 | ARRAY[%1$s, %2$s]::INTEGER[], | |
| 57 | 2680, equicost:=TRUE, directed:=TRUE) route; | |
| 58 | $$, data[i], 85930); | |
| 59 | ||
| 60 | ||
| 61 | RETURN QUERY SELECT lives_ok(dd_query, 'i=' || data[i]); | |
| 62 | ||
| 63 | END LOOP; | |
| 64 | ||
| 65 | RETURN; | |
| 66 | END | |
| 67 | $BODY$ | |
| 68 | language plpgsql; | |
| 69 | ||
| 70 | SELECT * FROM issue1154(); | |
| 71 | ||
| 72 | SELECT lives_ok($$ | |
| 73 | SELECT * | |
| 74 | FROM pgr_drivingdistance( | |
| 75 | 'SELECT * FROM tmp_net', | |
| 76 | ARRAY[ | |
| 77 | 28143,37447,43401,50409,91800, | |
| 78 | 98234,108908,1888,1897,85914, | |
| 79 | 1898,85930,112714,11851,31406, | |
| 80 | 37961,43534,50994,57875,71749, | |
| 81 | 77860,4424,4641,35309,53002, | |
| 82 | 57762,75549,79856,80019,88626, | |
| 83 | 89435,116859,37736,51812,97808]::INTEGER[], | |
| 84 | 2680, | |
| 85 | equicost:=TRUE, | |
| 86 | directed:=TRUE | |
| 87 | ) | |
| 88 | $$); | |
| 89 | ||
| 90 | SELECT bag_has($$ | |
| 91 | SELECT * | |
| 92 | FROM pgr_drivingdistance( | |
| 93 | 'SELECT * FROM tmp_net', | |
| 94 | ARRAY[ | |
| 95 | 28143,37447,43401,50409,91800, | |
| 96 | 98234,108908,1888,1897,85914, | |
| 97 | 1898,85930,112714,11851,31406, | |
| 98 | 37961,43534,50994,57875,71749, | |
| 99 | 77860,4424,4641,35309,53002, | |
| 100 | 57762,75549,79856,80019,88626, | |
| 101 | 89435,116859,37736,51812,97808]::INTEGER[], | |
| 102 | 2680, | |
| 103 | equicost:=TRUE, | |
| 104 | directed:=TRUE | |
| 105 | )$$, | |
| 106 | $$ VALUES (12, 85930, 85930, -1, 0, 0) $$ | |
| 107 | ); | |
| 108 | ||
| 109 | SELECT finish(); | |
| 110 | ROLLBACK; |
| 0 | #VERSION pgrouting 2.5.5 | |
| 1 | #TYPES | |
| 2 | pgr_costresult | |
| 3 | pgr_costresult3 | |
| 4 | pgr_geomresult | |
| 5 | #FUNCTIONS | |
| 6 | pgr_alphashape(text,double precision) | |
| 7 | pgr_analyzegraph(text,double precision,text,text,text,text,text) | |
| 8 | pgr_analyzeoneway(text,text[],text[],text[],text[],boolean,text,text,text) | |
| 9 | pgr_apspjohnson(text) | |
| 10 | pgr_apspwarshall(text,boolean,boolean) | |
| 11 | pgr_articulationpoints(text) | |
| 12 | pgr_astarcostmatrix(text,anyarray,boolean,integer,double precision,double precision) | |
| 13 | pgr_astarcost(text,anyarray,anyarray,boolean,integer,double precision,double precision) | |
| 14 | pgr_astarcost(text,anyarray,bigint,boolean,integer,double precision,double precision) | |
| 15 | pgr_astarcost(text,bigint,anyarray,boolean,integer,double precision,double precision) | |
| 16 | pgr_astarcost(text,bigint,bigint,boolean,integer,double precision,double precision) | |
| 17 | pgr_astar(text,anyarray,anyarray,boolean,integer,double precision,double precision) | |
| 18 | _pgr_astar(text,anyarray,anyarray,boolean,integer,double precision,double precision,boolean,boolean) | |
| 19 | pgr_astar(text,anyarray,bigint,boolean,integer,double precision,double precision) | |
| 20 | pgr_astar(text,bigint,anyarray,boolean,integer,double precision,double precision) | |
| 21 | pgr_astar(text,bigint,bigint,boolean,integer,double precision,double precision) | |
| 22 | pgr_astar(text,integer,integer,boolean,boolean) | |
| 23 | pgr_bdastarcostmatrix(text,anyarray,boolean,integer,numeric,numeric) | |
| 24 | pgr_bdastarcost(text,anyarray,anyarray,boolean,integer,numeric,numeric) | |
| 25 | pgr_bdastarcost(text,anyarray,bigint,boolean,integer,numeric,numeric) | |
| 26 | pgr_bdastarcost(text,bigint,anyarray,boolean,integer,numeric,numeric) | |
| 27 | pgr_bdastarcost(text,bigint,bigint,boolean,integer,numeric,numeric) | |
| 28 | _pgr_bdastar(text,anyarray,anyarray,boolean,integer,double precision,double precision,boolean) | |
| 29 | pgr_bdastar(text,anyarray,anyarray,boolean,integer,numeric,numeric) | |
| 30 | pgr_bdastar(text,anyarray,bigint,boolean,integer,numeric,numeric) | |
| 31 | pgr_bdastar(text,bigint,anyarray,boolean,integer,numeric,numeric) | |
| 32 | pgr_bdastar(text,bigint,bigint) | |
| 33 | pgr_bdastar(text,bigint,bigint,boolean,integer,numeric,numeric) | |
| 34 | pgr_bdastar(text,integer,integer,boolean,boolean) | |
| 35 | pgr_bddijkstracostmatrix(text,anyarray,boolean) | |
| 36 | pgr_bddijkstracost(text,anyarray,anyarray,boolean) | |
| 37 | pgr_bddijkstracost(text,anyarray,bigint,boolean) | |
| 38 | pgr_bddijkstracost(text,bigint,anyarray,boolean) | |
| 39 | pgr_bddijkstracost(text,bigint,bigint,boolean) | |
| 40 | pgr_bddijkstra(text,anyarray,anyarray,boolean) | |
| 41 | _pgr_bddijkstra(text,anyarray,anyarray,boolean,boolean) | |
| 42 | pgr_bddijkstra(text,anyarray,bigint,boolean) | |
| 43 | pgr_bddijkstra(text,bigint,anyarray,boolean) | |
| 44 | pgr_bddijkstra(text,bigint,bigint) | |
| 45 | pgr_bddijkstra(text,bigint,bigint,boolean) | |
| 46 | pgr_bddijkstra(text,integer,integer,boolean,boolean) | |
| 47 | pgr_biconnectedcomponents(text) | |
| 48 | pgr_boykovkolmogorov(text,anyarray,anyarray) | |
| 49 | pgr_boykovkolmogorov(text,anyarray,bigint) | |
| 50 | pgr_boykovkolmogorov(text,bigint,anyarray) | |
| 51 | pgr_boykovkolmogorov(text,bigint,bigint) | |
| 52 | pgr_bridges(text) | |
| 53 | _pgr_checkverttab(text,text[],integer,text) | |
| 54 | pgr_connectedcomponents(text) | |
| 55 | pgr_contractgraph(text,bigint[],integer,bigint[],boolean) | |
| 56 | _pgr_createindex(text,text,text,integer,text) | |
| 57 | _pgr_createindex(text,text,text,text,integer,text) | |
| 58 | pgr_createtopology(text,double precision,text,text,text,text,text,boolean) | |
| 59 | pgr_createverticestable(text,text,text,text,text) | |
| 60 | pgr_dijkstracostmatrix(text,anyarray,boolean) | |
| 61 | pgr_dijkstracost(text,anyarray,anyarray,boolean) | |
| 62 | pgr_dijkstracost(text,anyarray,bigint,boolean) | |
| 63 | pgr_dijkstracost(text,bigint,anyarray,boolean) | |
| 64 | pgr_dijkstracost(text,bigint,bigint,boolean) | |
| 65 | pgr_dijkstra(text,anyarray,anyarray,boolean) | |
| 66 | _pgr_dijkstra(text,anyarray,anyarray,boolean,boolean,boolean) | |
| 67 | pgr_dijkstra(text,anyarray,bigint,boolean) | |
| 68 | pgr_dijkstra(text,bigint,anyarray,boolean) | |
| 69 | pgr_dijkstra(text,bigint,bigint) | |
| 70 | pgr_dijkstra(text,bigint,bigint,boolean) | |
| 71 | pgr_dijkstra(text,integer,integer,boolean,boolean) | |
| 72 | pgr_dijkstravia(text,anyarray,boolean,boolean,boolean) | |
| 73 | pgr_drivingdistance(text,anyarray,double precision,boolean,boolean) | |
| 74 | pgr_drivingdistance(text,bigint,double precision,boolean) | |
| 75 | pgr_drivingdistance(text,bigint,double precision,boolean,boolean) | |
| 76 | pgr_edgedisjointpaths(text,anyarray,anyarray,boolean) | |
| 77 | pgr_edgedisjointpaths(text,anyarray,bigint,boolean) | |
| 78 | pgr_edgedisjointpaths(text,bigint,anyarray,boolean) | |
| 79 | pgr_edgedisjointpaths(text,bigint,bigint,boolean) | |
| 80 | pgr_edmondskarp(text,anyarray,anyarray) | |
| 81 | pgr_edmondskarp(text,anyarray,bigint) | |
| 82 | pgr_edmondskarp(text,bigint,anyarray) | |
| 83 | pgr_edmondskarp(text,bigint,bigint) | |
| 84 | _pgr_endpoint(geometry) | |
| 85 | pgr_endpoint(geometry) | |
| 86 | pgr_euclediantsp(text,bigint,bigint,double precision,integer,integer,integer,double precision,double precision,double precision,boolean) | |
| 87 | pgr_flipedges(geometry[]) | |
| 88 | pgr_floydwarshall(text,boolean) | |
| 89 | pgr_getcolumnname(text,text) | |
| 90 | _pgr_getcolumnname(text,text,integer,text) | |
| 91 | _pgr_getcolumnname(text,text,text,integer,text) | |
| 92 | _pgr_getcolumntype(text,text,integer,text) | |
| 93 | _pgr_getcolumntype(text,text,text,integer,text) | |
| 94 | _pgr_get_statement(text) | |
| 95 | pgr_gettablename(text) | |
| 96 | _pgr_gettablename(text,integer,text) | |
| 97 | _pgr_gsoc_vrppdtw(text,integer,double precision,double precision,integer) | |
| 98 | pgr_gsoc_vrppdtw(text,integer,integer) | |
| 99 | pgr_iscolumnindexed(text,text) | |
| 100 | _pgr_iscolumnindexed(text,text,integer,text) | |
| 101 | _pgr_iscolumnindexed(text,text,text,integer,text) | |
| 102 | _pgr_iscolumnintable(text,text) | |
| 103 | pgr_iscolumnintable(text,text) | |
| 104 | pgr_johnson(text,boolean) | |
| 105 | pgr_kdijkstracost(text,integer,integer[],boolean,boolean) | |
| 106 | pgr_kdijkstrapath(text,integer,integer[],boolean,boolean) | |
| 107 | _pgr_ksp(text,bigint,bigint,integer,boolean,boolean) | |
| 108 | pgr_ksp(text,bigint,bigint,integer,boolean,boolean) | |
| 109 | pgr_ksp(text,integer,integer,integer,boolean) | |
| 110 | pgr_labelgraph(text,text,text,text,text,text) | |
| 111 | pgr_linegraph(text,boolean) | |
| 112 | _pgr_makedistancematrix(text) | |
| 113 | pgr_maxcardinalitymatch(text,boolean) | |
| 114 | pgr_maxflowboykovkolmogorov(text,anyarray,anyarray) | |
| 115 | pgr_maxflowboykovkolmogorov(text,anyarray,bigint) | |
| 116 | pgr_maxflowboykovkolmogorov(text,bigint,anyarray) | |
| 117 | pgr_maxflowboykovkolmogorov(text,bigint,bigint) | |
| 118 | pgr_maxflowedmondskarp(text,anyarray,anyarray) | |
| 119 | pgr_maxflowedmondskarp(text,anyarray,bigint) | |
| 120 | pgr_maxflowedmondskarp(text,bigint,anyarray) | |
| 121 | pgr_maxflowedmondskarp(text,bigint,bigint) | |
| 122 | pgr_maxflowpushrelabel(text,anyarray,anyarray) | |
| 123 | pgr_maxflowpushrelabel(text,anyarray,bigint) | |
| 124 | pgr_maxflowpushrelabel(text,bigint,anyarray) | |
| 125 | pgr_maxflowpushrelabel(text,bigint,bigint) | |
| 126 | pgr_maxflow(text,anyarray,anyarray) | |
| 127 | _pgr_maxflow(text,anyarray,anyarray,integer,boolean) | |
| 128 | pgr_maxflow(text,anyarray,bigint) | |
| 129 | pgr_maxflow(text,bigint,anyarray) | |
| 130 | pgr_maxflow(text,bigint,bigint) | |
| 131 | pgr_maximumcardinalitymatching(text,boolean) | |
| 132 | _pgr_msg(integer,text,text) | |
| 133 | pgr_nodenetwork(text,double precision,text,text,text,text,boolean) | |
| 134 | _pgr_onerror(boolean,integer,text,text,text,text) | |
| 135 | _pgr_parameter_check(text,text,boolean) | |
| 136 | _pgr_pickdelivereuclidean(text,text,double precision,integer,integer) | |
| 137 | _pgr_pickdeliver(text,text,text,double precision,integer,integer) | |
| 138 | pgr_pointsaspolygon(character varying,double precision) | |
| 139 | pgr_pointstodmatrix(geometry[],integer) | |
| 140 | pgr_pointstovids(geometry[],text,double precision) | |
| 141 | pgr_pointtoedgenode(text,geometry,double precision) | |
| 142 | _pgr_pointtoid(geometry,double precision,text,integer) | |
| 143 | pgr_pushrelabel(text,anyarray,anyarray) | |
| 144 | pgr_pushrelabel(text,anyarray,bigint) | |
| 145 | pgr_pushrelabel(text,bigint,anyarray) | |
| 146 | pgr_pushrelabel(text,bigint,bigint) | |
| 147 | _pgr_quote_ident(text) | |
| 148 | pgr_quote_ident(text) | |
| 149 | _pgr_startpoint(geometry) | |
| 150 | pgr_startpoint(geometry) | |
| 151 | pgr_strongcomponents(text) | |
| 152 | pgr_texttopoints(text,integer) | |
| 153 | _pgr_trsp(text,integer,double precision,integer,double precision,boolean,boolean,text) | |
| 154 | pgr_trsp(text,integer,double precision,integer,double precision,boolean,boolean,text) | |
| 155 | _pgr_trsp(text,integer,integer,boolean,boolean,text) | |
| 156 | pgr_trsp(text,integer,integer,boolean,boolean,text) | |
| 157 | pgr_trspviaedges(text,integer[],double precision[],boolean,boolean,text) | |
| 158 | pgr_trspviavertices(text,anyarray,boolean,boolean,text) | |
| 159 | _pgr_trspviavertices(text,integer[],boolean,boolean,text) | |
| 160 | pgr_tsp(double precision[],integer,integer) | |
| 161 | pgr_tsp(text,bigint,bigint,double precision,integer,integer,integer,double precision,double precision,double precision,boolean) | |
| 162 | pgr_tsp(text,integer,integer) | |
| 163 | _pgr_unnest_matrix(double precision[]) | |
| 164 | pgr_version() | |
| 165 | _pgr_versionless(text,text) | |
| 166 | pgr_versionless(text,text) | |
| 167 | pgr_vidstodmatrix(integer[],geometry[],text,double precision) | |
| 168 | pgr_vidstodmatrix(text,integer[],boolean,boolean,boolean) | |
| 169 | _pgr_vrponedepot(text,text,text,integer) | |
| 170 | pgr_vrponedepot(text,text,text,integer) | |
| 171 | pgr_withpointscostmatrix(text,text,anyarray,boolean,character) | |
| 172 | pgr_withpointscost(text,text,anyarray,anyarray,boolean,character) | |
| 173 | pgr_withpointscost(text,text,anyarray,bigint,boolean,character) | |
| 174 | pgr_withpointscost(text,text,bigint,anyarray,boolean,character) | |
| 175 | pgr_withpointscost(text,text,bigint,bigint,boolean,character) | |
| 176 | pgr_withpointsdd(text,text,anyarray,double precision,boolean,character,boolean,boolean) | |
| 177 | pgr_withpointsdd(text,text,bigint,double precision,boolean,character,boolean) | |
| 178 | pgr_withpointsksp(text,text,bigint,bigint,integer,boolean,boolean,character,boolean) | |
| 179 | pgr_withpoints(text,text,anyarray,anyarray,boolean,character,boolean) | |
| 180 | _pgr_withpoints(text,text,anyarray,anyarray,boolean,character,boolean,boolean,boolean) | |
| 181 | pgr_withpoints(text,text,anyarray,bigint,boolean,character,boolean) | |
| 182 | pgr_withpoints(text,text,bigint,anyarray,boolean,character,boolean) | |
| 183 | pgr_withpoints(text,text,bigint,bigint,boolean,character,boolean) | |
| 184 | _pgr_withpointsvia(text,bigint[],double precision[],boolean) |
| 0 | #VERSION pgrouting 2.6.2 | |
| 1 | #TYPES | |
| 2 | pgr_costresult | |
| 3 | pgr_costresult3 | |
| 4 | pgr_geomresult | |
| 5 | #FUNCTIONS | |
| 6 | pgr_alphashape(text,double precision) | |
| 7 | pgr_analyzegraph(text,double precision,text,text,text,text,text) | |
| 8 | pgr_analyzeoneway(text,text[],text[],text[],text[],boolean,text,text,text) | |
| 9 | pgr_apspjohnson(text) | |
| 10 | pgr_apspwarshall(text,boolean,boolean) | |
| 11 | _pgr_array_reverse(anyarray) | |
| 12 | pgr_articulationpoints(text) | |
| 13 | pgr_astarcostmatrix(text,anyarray,boolean,integer,double precision,double precision) | |
| 14 | pgr_astarcost(text,anyarray,anyarray,boolean,integer,double precision,double precision) | |
| 15 | pgr_astarcost(text,anyarray,bigint,boolean,integer,double precision,double precision) | |
| 16 | pgr_astarcost(text,bigint,anyarray,boolean,integer,double precision,double precision) | |
| 17 | pgr_astarcost(text,bigint,bigint,boolean,integer,double precision,double precision) | |
| 18 | pgr_astar(text,anyarray,anyarray,boolean,integer,double precision,double precision) | |
| 19 | _pgr_astar(text,anyarray,anyarray,boolean,integer,double precision,double precision,boolean,boolean) | |
| 20 | pgr_astar(text,anyarray,bigint,boolean,integer,double precision,double precision) | |
| 21 | pgr_astar(text,bigint,anyarray,boolean,integer,double precision,double precision) | |
| 22 | pgr_astar(text,bigint,bigint,boolean,integer,double precision,double precision) | |
| 23 | pgr_astar(text,integer,integer,boolean,boolean) | |
| 24 | pgr_bdastarcostmatrix(text,anyarray,boolean,integer,numeric,numeric) | |
| 25 | pgr_bdastarcost(text,anyarray,anyarray,boolean,integer,numeric,numeric) | |
| 26 | pgr_bdastarcost(text,anyarray,bigint,boolean,integer,numeric,numeric) | |
| 27 | pgr_bdastarcost(text,bigint,anyarray,boolean,integer,numeric,numeric) | |
| 28 | pgr_bdastarcost(text,bigint,bigint,boolean,integer,numeric,numeric) | |
| 29 | _pgr_bdastar(text,anyarray,anyarray,boolean,integer,double precision,double precision,boolean) | |
| 30 | pgr_bdastar(text,anyarray,anyarray,boolean,integer,numeric,numeric) | |
| 31 | pgr_bdastar(text,anyarray,bigint,boolean,integer,numeric,numeric) | |
| 32 | pgr_bdastar(text,bigint,anyarray,boolean,integer,numeric,numeric) | |
| 33 | pgr_bdastar(text,bigint,bigint) | |
| 34 | pgr_bdastar(text,bigint,bigint,boolean,integer,numeric,numeric) | |
| 35 | pgr_bdastar(text,integer,integer,boolean,boolean) | |
| 36 | pgr_bddijkstracostmatrix(text,anyarray,boolean) | |
| 37 | pgr_bddijkstracost(text,anyarray,anyarray,boolean) | |
| 38 | pgr_bddijkstracost(text,anyarray,bigint,boolean) | |
| 39 | pgr_bddijkstracost(text,bigint,anyarray,boolean) | |
| 40 | pgr_bddijkstracost(text,bigint,bigint,boolean) | |
| 41 | pgr_bddijkstra(text,anyarray,anyarray,boolean) | |
| 42 | _pgr_bddijkstra(text,anyarray,anyarray,boolean,boolean) | |
| 43 | pgr_bddijkstra(text,anyarray,bigint,boolean) | |
| 44 | pgr_bddijkstra(text,bigint,anyarray,boolean) | |
| 45 | pgr_bddijkstra(text,bigint,bigint) | |
| 46 | pgr_bddijkstra(text,bigint,bigint,boolean) | |
| 47 | pgr_bddijkstra(text,integer,integer,boolean,boolean) | |
| 48 | pgr_biconnectedcomponents(text) | |
| 49 | pgr_boykovkolmogorov(text,anyarray,anyarray) | |
| 50 | pgr_boykovkolmogorov(text,anyarray,bigint) | |
| 51 | pgr_boykovkolmogorov(text,bigint,anyarray) | |
| 52 | pgr_boykovkolmogorov(text,bigint,bigint) | |
| 53 | pgr_bridges(text) | |
| 54 | _pgr_checkverttab(text,text[],integer,text) | |
| 55 | pgr_connectedcomponents(text) | |
| 56 | pgr_contractgraph(text,bigint[],integer,bigint[],boolean) | |
| 57 | _pgr_createindex(text,text,text,integer,text) | |
| 58 | _pgr_createindex(text,text,text,text,integer,text) | |
| 59 | pgr_createtopology(text,double precision,text,text,text,text,text,boolean) | |
| 60 | pgr_createverticestable(text,text,text,text,text) | |
| 61 | pgr_dijkstracostmatrix(text,anyarray,boolean) | |
| 62 | pgr_dijkstracost(text,anyarray,anyarray,boolean) | |
| 63 | pgr_dijkstracost(text,anyarray,bigint,boolean) | |
| 64 | pgr_dijkstracost(text,bigint,anyarray,boolean) | |
| 65 | pgr_dijkstracost(text,bigint,bigint,boolean) | |
| 66 | pgr_dijkstra(text,anyarray,anyarray,boolean) | |
| 67 | _pgr_dijkstra(text,anyarray,anyarray,boolean,boolean,boolean) | |
| 68 | pgr_dijkstra(text,anyarray,bigint,boolean) | |
| 69 | pgr_dijkstra(text,bigint,anyarray,boolean) | |
| 70 | pgr_dijkstra(text,bigint,bigint) | |
| 71 | pgr_dijkstra(text,bigint,bigint,boolean) | |
| 72 | pgr_dijkstra(text,integer,integer,boolean,boolean) | |
| 73 | pgr_dijkstravia(text,anyarray,boolean,boolean,boolean) | |
| 74 | pgr_drivingdistance(text,anyarray,double precision,boolean,boolean) | |
| 75 | pgr_drivingdistance(text,bigint,double precision,boolean) | |
| 76 | pgr_drivingdistance(text,bigint,double precision,boolean,boolean) | |
| 77 | pgr_edgedisjointpaths(text,anyarray,anyarray,boolean) | |
| 78 | pgr_edgedisjointpaths(text,anyarray,bigint,boolean) | |
| 79 | pgr_edgedisjointpaths(text,bigint,anyarray,boolean) | |
| 80 | pgr_edgedisjointpaths(text,bigint,bigint,boolean) | |
| 81 | pgr_edmondskarp(text,anyarray,anyarray) | |
| 82 | pgr_edmondskarp(text,anyarray,bigint) | |
| 83 | pgr_edmondskarp(text,bigint,anyarray) | |
| 84 | pgr_edmondskarp(text,bigint,bigint) | |
| 85 | _pgr_endpoint(geometry) | |
| 86 | pgr_endpoint(geometry) | |
| 87 | pgr_euclediantsp(text,bigint,bigint,double precision,integer,integer,integer,double precision,double precision,double precision,boolean) | |
| 88 | pgr_flipedges(geometry[]) | |
| 89 | pgr_floydwarshall(text,boolean) | |
| 90 | pgr_getcolumnname(text,text) | |
| 91 | _pgr_getcolumnname(text,text,integer,text) | |
| 92 | _pgr_getcolumnname(text,text,text,integer,text) | |
| 93 | _pgr_getcolumntype(text,text,integer,text) | |
| 94 | _pgr_getcolumntype(text,text,text,integer,text) | |
| 95 | _pgr_get_statement(text) | |
| 96 | pgr_gettablename(text) | |
| 97 | _pgr_gettablename(text,integer,text) | |
| 98 | _pgr_gsoc_vrppdtw(text,integer,double precision,double precision,integer) | |
| 99 | pgr_gsoc_vrppdtw(text,integer,integer) | |
| 100 | pgr_iscolumnindexed(text,text) | |
| 101 | _pgr_iscolumnindexed(text,text,integer,text) | |
| 102 | _pgr_iscolumnindexed(text,text,text,integer,text) | |
| 103 | _pgr_iscolumnintable(text,text) | |
| 104 | pgr_iscolumnintable(text,text) | |
| 105 | pgr_johnson(text,boolean) | |
| 106 | pgr_kdijkstracost(text,integer,integer[],boolean,boolean) | |
| 107 | pgr_kdijkstrapath(text,integer,integer[],boolean,boolean) | |
| 108 | _pgr_ksp(text,bigint,bigint,integer,boolean,boolean) | |
| 109 | pgr_ksp(text,bigint,bigint,integer,boolean,boolean) | |
| 110 | pgr_ksp(text,integer,integer,integer,boolean) | |
| 111 | pgr_labelgraph(text,text,text,text,text,text) | |
| 112 | pgr_linegraphfull(text) | |
| 113 | pgr_linegraph(text,boolean) | |
| 114 | _pgr_makedistancematrix(text) | |
| 115 | pgr_maxcardinalitymatch(text,boolean) | |
| 116 | pgr_maxflowboykovkolmogorov(text,anyarray,anyarray) | |
| 117 | pgr_maxflowboykovkolmogorov(text,anyarray,bigint) | |
| 118 | pgr_maxflowboykovkolmogorov(text,bigint,anyarray) | |
| 119 | pgr_maxflowboykovkolmogorov(text,bigint,bigint) | |
| 120 | pgr_maxflowedmondskarp(text,anyarray,anyarray) | |
| 121 | pgr_maxflowedmondskarp(text,anyarray,bigint) | |
| 122 | pgr_maxflowedmondskarp(text,bigint,anyarray) | |
| 123 | pgr_maxflowedmondskarp(text,bigint,bigint) | |
| 124 | pgr_maxflowpushrelabel(text,anyarray,anyarray) | |
| 125 | pgr_maxflowpushrelabel(text,anyarray,bigint) | |
| 126 | pgr_maxflowpushrelabel(text,bigint,anyarray) | |
| 127 | pgr_maxflowpushrelabel(text,bigint,bigint) | |
| 128 | pgr_maxflow(text,anyarray,anyarray) | |
| 129 | _pgr_maxflow(text,anyarray,anyarray,integer,boolean) | |
| 130 | pgr_maxflow(text,anyarray,bigint) | |
| 131 | pgr_maxflow(text,bigint,anyarray) | |
| 132 | pgr_maxflow(text,bigint,bigint) | |
| 133 | pgr_maximumcardinalitymatching(text,boolean) | |
| 134 | _pgr_msg(integer,text,text) | |
| 135 | pgr_nodenetwork(text,double precision,text,text,text,text,boolean) | |
| 136 | _pgr_onerror(boolean,integer,text,text,text,text) | |
| 137 | _pgr_parameter_check(text,text,boolean) | |
| 138 | _pgr_pickdelivereuclidean(text,text,double precision,integer,integer) | |
| 139 | _pgr_pickdeliver(text,text,text,double precision,integer,integer) | |
| 140 | pgr_pointsaspolygon(character varying,double precision) | |
| 141 | pgr_pointstodmatrix(geometry[],integer) | |
| 142 | pgr_pointstovids(geometry[],text,double precision) | |
| 143 | pgr_pointtoedgenode(text,geometry,double precision) | |
| 144 | _pgr_pointtoid(geometry,double precision,text,integer) | |
| 145 | pgr_pushrelabel(text,anyarray,anyarray) | |
| 146 | pgr_pushrelabel(text,anyarray,bigint) | |
| 147 | pgr_pushrelabel(text,bigint,anyarray) | |
| 148 | pgr_pushrelabel(text,bigint,bigint) | |
| 149 | _pgr_quote_ident(text) | |
| 150 | pgr_quote_ident(text) | |
| 151 | _pgr_startpoint(geometry) | |
| 152 | pgr_startpoint(geometry) | |
| 153 | pgr_strongcomponents(text) | |
| 154 | pgr_texttopoints(text,integer) | |
| 155 | _pgr_trsp(text,integer,double precision,integer,double precision,boolean,boolean,text) | |
| 156 | pgr_trsp(text,integer,double precision,integer,double precision,boolean,boolean,text) | |
| 157 | pgr_trsp(text,integer,integer,boolean,boolean,text) | |
| 158 | _pgr_trsp(text,text,anyarray,anyarray,boolean) | |
| 159 | _pgr_trsp(text,text,anyarray,bigint,boolean) | |
| 160 | _pgr_trsp(text,text,bigint,anyarray,boolean) | |
| 161 | _pgr_trsp(text,text,bigint,bigint,boolean) | |
| 162 | pgr_trspviaedges(text,integer[],double precision[],boolean,boolean,text) | |
| 163 | pgr_trspviavertices(text,anyarray,boolean,boolean,text) | |
| 164 | _pgr_trspviavertices(text,integer[],boolean,boolean,text) | |
| 165 | pgr_tsp(double precision[],integer,integer) | |
| 166 | pgr_tsp(text,bigint,bigint,double precision,integer,integer,integer,double precision,double precision,double precision,boolean) | |
| 167 | pgr_tsp(text,integer,integer) | |
| 168 | _pgr_unnest_matrix(double precision[]) | |
| 169 | pgr_version() | |
| 170 | _pgr_versionless(text,text) | |
| 171 | pgr_versionless(text,text) | |
| 172 | pgr_vidstodmatrix(integer[],geometry[],text,double precision) | |
| 173 | pgr_vidstodmatrix(text,integer[],boolean,boolean,boolean) | |
| 174 | _pgr_vrponedepot(text,text,text,integer) | |
| 175 | pgr_vrponedepot(text,text,text,integer) | |
| 176 | pgr_withpointscostmatrix(text,text,anyarray,boolean,character) | |
| 177 | pgr_withpointscost(text,text,anyarray,anyarray,boolean,character) | |
| 178 | pgr_withpointscost(text,text,anyarray,bigint,boolean,character) | |
| 179 | pgr_withpointscost(text,text,bigint,anyarray,boolean,character) | |
| 180 | pgr_withpointscost(text,text,bigint,bigint,boolean,character) | |
| 181 | pgr_withpointsdd(text,text,anyarray,double precision,boolean,character,boolean,boolean) | |
| 182 | pgr_withpointsdd(text,text,bigint,double precision,boolean,character,boolean) | |
| 183 | pgr_withpointsksp(text,text,bigint,bigint,integer,boolean,boolean,character,boolean) | |
| 184 | pgr_withpoints(text,text,anyarray,anyarray,boolean,character,boolean) | |
| 185 | _pgr_withpoints(text,text,anyarray,anyarray,boolean,character,boolean,boolean,boolean) | |
| 186 | pgr_withpoints(text,text,anyarray,bigint,boolean,character,boolean) | |
| 187 | pgr_withpoints(text,text,bigint,anyarray,boolean,character,boolean) | |
| 188 | pgr_withpoints(text,text,bigint,bigint,boolean,character,boolean) | |
| 189 | _pgr_withpointsvia(text,bigint[],double precision[],boolean) | |
| 190 | _trsp(text,text,anyarray,anyarray,boolean) |
| 5 | 5 | SELECT version FROM pgr_version(); |
| 6 | 6 | version |
| 7 | 7 | --------- |
| 8 | 2.6.1 | |
| 8 | 2.6.2 | |
| 9 | 9 | (1 row) |
| 10 | 10 | |
| 11 | 11 | -- q2 |
| 263 | 263 | start_vid | end_vid | agg_cost |
| 264 | 264 | -----------+---------+---------- |
| 265 | 265 | 1 | 2 | 1 |
| 266 | 1 | 3 | 6 | |
| 267 | 1 | 4 | 5 | |
| 268 | 2 | 1 | 1 | |
| 269 | 2 | 3 | 5 | |
| 270 | 2 | 4 | 4 | |
| 271 | 3 | 1 | 2 | |
| 272 | 3 | 2 | 1 | |
| 273 | 3 | 4 | 3 | |
| 274 | 4 | 1 | 3 | |
| 275 | 4 | 2 | 2 | |
| 276 | 4 | 3 | 1 | |
| 277 | (12 rows) | |
| 278 | ||
| 279 | -- bdAstar q2 | |
| 280 | SELECT * FROM pgr_bdAstarCostMatrix( | |
| 281 | 'SELECT id, source, target, cost, reverse_cost, x1, y1, x2, y2 FROM edge_table', | |
| 282 | (SELECT array_agg(id) FROM edge_table_vertices_pgr WHERE id < 5), | |
| 283 | false | |
| 284 | ); | |
| 285 | start_vid | end_vid | agg_cost | |
| 286 | -----------+---------+---------- | |
| 287 | 1 | 2 | 1 | |
| 288 | 1 | 3 | 2 | |
| 289 | 1 | 4 | 3 | |
| 290 | 2 | 1 | 1 | |
| 291 | 2 | 3 | 1 | |
| 292 | 2 | 4 | 2 | |
| 293 | 3 | 1 | 2 | |
| 294 | 3 | 2 | 1 | |
| 295 | 3 | 4 | 1 | |
| 296 | 4 | 1 | 3 | |
| 297 | 4 | 2 | 2 | |
| 298 | 4 | 3 | 1 | |
| 299 | (12 rows) | |
| 300 | ||
| 301 | -- bdAstar q3 | |
| 302 | SELECT * FROM pgr_TSP( | |
| 303 | $$ | |
| 304 | SELECT * FROM pgr_bdAstarCostMatrix( | |
| 305 | 'SELECT id, source, target, cost, reverse_cost, x1, y1, x2, y2 FROM edge_table', | |
| 306 | (SELECT array_agg(id) FROM edge_table_vertices_pgr WHERE id < 5), | |
| 307 | false | |
| 308 | ) | |
| 309 | $$, | |
| 310 | randomize := false | |
| 311 | ); | |
| 312 | seq | node | cost | agg_cost | |
| 313 | -----+------+------+---------- | |
| 314 | 1 | 1 | 1 | 0 | |
| 315 | 2 | 2 | 1 | 1 | |
| 316 | 3 | 3 | 1 | 2 | |
| 317 | 4 | 4 | 3 | 3 | |
| 318 | 5 | 1 | 0 | 6 | |
| 319 | (5 rows) | |
| 266 | 1 | 3 | 12 | |
| 267 | 1 | 4 | 12 | |
| 268 | 2 | 1 | 1 | |
| 269 | 2 | 3 | 10 | |
| 270 | 2 | 4 | 9 | |
| 271 | 3 | 1 | 2 | |
| 272 | 3 | 2 | 1 | |
| 273 | 3 | 4 | 5 | |
| 274 | 4 | 1 | 5 | |
| 275 | 4 | 2 | 2 | |
| 276 | 4 | 3 | 1 | |
| 277 | (12 rows) | |
| 320 | 278 | |
| 321 | 279 | -- bdAstar q4 |
| 322 | 280 | ROLLBACK; |
| 114 | 114 | 'SELECT id, source, target, cost, reverse_cost, x1, y1, x2, y2 FROM edge_table', |
| 115 | 115 | (SELECT array_agg(id) FROM edge_table_vertices_pgr WHERE id < 5) |
| 116 | 116 | ); |
| 117 | \echo -- bdAstar q2 | |
| 118 | SELECT * FROM pgr_bdAstarCostMatrix( | |
| 119 | 'SELECT id, source, target, cost, reverse_cost, x1, y1, x2, y2 FROM edge_table', | |
| 120 | (SELECT array_agg(id) FROM edge_table_vertices_pgr WHERE id < 5), | |
| 121 | false | |
| 122 | ); | |
| 123 | \echo -- bdAstar q3 | |
| 124 | SELECT * FROM pgr_TSP( | |
| 125 | $$ | |
| 126 | SELECT * FROM pgr_bdAstarCostMatrix( | |
| 127 | 'SELECT id, source, target, cost, reverse_cost, x1, y1, x2, y2 FROM edge_table', | |
| 128 | (SELECT array_agg(id) FROM edge_table_vertices_pgr WHERE id < 5), | |
| 129 | false | |
| 130 | ) | |
| 131 | $$, | |
| 132 | randomize := false | |
| 133 | ); | |
| 134 | 117 | \echo -- bdAstar q4 |
| 34 | 34 | if 0; #$running_under_some_shell |
| 35 | 35 | |
| 36 | 36 | use strict; |
| 37 | use warnings; | |
| 37 | use lib './'; | |
| 38 | 38 | use File::Find (); |
| 39 | 39 | use File::Basename; |
| 40 | 40 | use Data::Dumper; |
| 197 | 197 | |
| 198 | 198 | # cfgs = SET of configuration file names |
| 199 | 199 | # c one file in cfgs |
| 200 | # print join("\n",@cfgs),"\n"; | |
| 200 | 201 | for my $c (@cfgs) { |
| 201 | 202 | my $found = 0; |
| 202 | 203 | |
| 574 | 575 | # || |
| 575 | 576 | /^test\.conf\z/s && |
| 576 | 577 | push @cfgs, $name; |
| 577 | } | |
| 578 | ||
| 579 | ||
| 578 | #print join("\n",@cfgs),"\n"; | |
| 579 | } | |
| 580 | ||
| 581 | ||
| 0 | ||
| 1 | CREATE TABLE tmp_net ( | |
| 2 | id integer, | |
| 3 | source integer, | |
| 4 | target integer, | |
| 5 | cost integer | |
| 6 | ); | |
| 7 | ||
| 8 | ||
| 9 | ||
| 10 | -- | |
| 11 | -- Data for Name: tmp_net; Type: TABLE DATA; Schema: scratch; Owner: vicky | |
| 12 | -- | |
| 13 | ||
| 14 | COPY tmp_net (id, source, target, cost) FROM stdin; | |
| 15 | 296660 37013 78991 200 | |
| 16 | 296077 33800 22673 131 | |
| 17 | 139693 59487 22673 99 | |
| 18 | 234665 13455 19112 10 | |
| 19 | 93481 44276 19112 9 | |
| 20 | 225459 80609 62261 63 | |
| 21 | 165234 41023 62261 90 | |
| 22 | 186814 81211 11720 10 | |
| 23 | 169899 68151 11720 85 | |
| 24 | 365120 90011 69239 27 | |
| 25 | 18539 49569 69239 113 | |
| 26 | 342540 16971 54101 16 | |
| 27 | 16082 23113 54101 16 | |
| 28 | 352051 81294 24478 8 | |
| 29 | 221783 54101 24478 17 | |
| 30 | 378786 99805 17875 41 | |
| 31 | 28790 117720 17875 42 | |
| 32 | 309293 52 67862 720 | |
| 33 | 186139 77554 36976 132 | |
| 34 | 191096 100479 87397 186 | |
| 35 | 246083 87152 69632 113 | |
| 36 | 299134 56397 78771 91 | |
| 37 | 174072 1039 86485 133 | |
| 38 | 262234 66487 115066 137 | |
| 39 | 31780 38315 49877 4 | |
| 40 | 309799 3320 57554 165 | |
| 41 | 376814 72269 36093 6 | |
| 42 | 177517 18841 36093 40 | |
| 43 | 201170 43550 36947 10 | |
| 44 | 347326 101119 22510 10 | |
| 45 | 276342 28216 22510 170 | |
| 46 | 337417 34984 16406 82 | |
| 47 | 175664 9538 16406 11 | |
| 48 | 93799 45676 98141 164 | |
| 49 | 18882 53453 98141 88 | |
| 50 | 345617 81212 60616 140 | |
| 51 | 190938 99797 60616 102 | |
| 52 | 359019 90690 24849 125 | |
| 53 | 17772 41845 24849 136 | |
| 54 | 365372 92354 94489 57 | |
| 55 | 219348 35557 94489 21 | |
| 56 | 378372 96061 113914 17 | |
| 57 | 284898 88435 113914 21 | |
| 58 | 85572 106248 23463 29 | |
| 59 | 54447 51374 23463 26 | |
| 60 | 198002 23463 106248 29 | |
| 61 | 230954 108264 109291 16 | |
| 62 | 85183 102120 109291 33 | |
| 63 | 191679 103495 49495 224 | |
| 64 | 155128 67470 49495 128 | |
| 65 | 103909 19124 29524 45 | |
| 66 | 31276 31227 29524 47 | |
| 67 | 212644 116229 109111 35 | |
| 68 | 141932 74694 109111 50 | |
| 69 | 354239 112410 74694 80 | |
| 70 | 289019 109111 74694 50 | |
| 71 | 347783 112425 111777 113 | |
| 72 | 28464 113372 111777 82 | |
| 73 | 314620 28267 1365 8 | |
| 74 | 225104 78865 78489 53 | |
| 75 | 241977 61195 68783 7 | |
| 76 | 243001 68783 77027 7 | |
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| 1649 | 164334 35073 36060 113 | |
| 1650 | 55973 69323 36060 44 | |
| 1651 | 91000 28791 35073 79 | |
| 1652 | 56126 71018 35073 115 | |
| 1653 | 348065 3183 33376 21 | |
| 1654 | 228261 94347 33376 9 | |
| 1655 | 212258 113426 68906 264 | |
| 1656 | 263374 74939 77754 620 | |
| 1657 | 264144 79675 3317 215 | |
| 1658 | 354457 1464 17689 12 | |
| 1659 | 25028 42366 17689 13 | |
| 1660 | 319268 62694 57125 54 | |
| 1661 | 101908 6533 57125 28 | |
| 1662 | 241490 57125 65324 49 | |
| 1663 | 89553 21095 65324 75 | |
| 1664 | 373862 15186 21095 54 | |
| 1665 | 215597 15188 21095 89 | |
| 1666 | 361917 20484 48574 148 | |
| 1667 | 38047 26121 48574 150 | |
| 1668 | 166916 50491 16324 108 | |
| 1669 | 37127 16954 16324 135 | |
| 1670 | 316259 38821 50491 156 | |
| 1671 | 69049 74640 50491 42 | |
| 1672 | 142963 97097 84156 77 | |
| 1673 | 49337 97891 84156 88 | |
| 1674 | 344845 60078 97097 149 | |
| 1675 | 284014 84156 97097 77 | |
| 1676 | 365264 91335 27671 11 | |
| 1677 | 281982 71265 27671 11 | |
| 1678 | 69496 82436 75470 77 | |
| 1679 | 41001 59277 75470 62 | |
| 1680 | 185811 75470 82436 77 | |
| 1681 | 165264 41187 82436 42 | |
| 1682 | 372131 97808 28143 14 | |
| 1683 | 324220 91800 28143 33 | |
| 1684 | 170995 76249 22983 6 | |
| 1685 | 337066 29547 13064 8 | |
| 1686 | 260268 51547 13064 13 | |
| 1687 | 149641 32116 1589 54 | |
| 1688 | 10422 39684 1589 53 | |
| 1689 | 339908 91307 27670 8 | |
| 1690 | 299014 55451 27670 8 | |
| 1691 | 324525 93133 6286 11 | |
| 1692 | 59522 17571 6286 12 | |
| 1693 | 352149 82070 45739 9 | |
| 1694 | 8783 21102 45739 9 | |
| 1695 | 186476 79665 77755 149 | |
| 1696 | 187292 83502 82932 24 | |
| 1697 | 128056 83059 82932 27 | |
| 1698 | 89091 18830 21141 81 | |
| 1699 | 53297 39859 21141 73 | |
| 1700 | 141016 68312 18830 64 | |
| 1701 | 19977 65767 18830 73 | |
| 1702 | 364722 83879 83309 189 | |
| 1703 | 175103 6588 83309 209 | |
| 1704 | 301603 75749 6588 122 | |
| 1705 | 69545 83309 6588 209 | |
| 1706 | 352935 93075 80026 82 | |
| 1707 | 218450 30114 80026 93 | |
| 1708 | 321111 75985 81572 37 | |
| 1709 | 168061 56539 81572 51 | |
| 1710 | 121979 40316 56539 39 | |
| 1711 | 52099 25809 56539 39 | |
| 1712 | 356608 34427 2368 6 | |
| 1713 | 184031 62442 2368 8 | |
| 1714 | 245498 84161 83639 10 | |
| 1715 | 228931 97097 61852 36 | |
| 1716 | 149768 33009 44669 59 | |
| 1717 | 54397 50903 44669 46 | |
| 1718 | 17812 42264 20151 88 | |
| 1719 | 333774 93972 50788 66 | |
| 1720 | 294419 23609 50788 22 | |
| 1721 | 296075 33799 45842 98 | |
| 1722 | 157353 100341 76746 131 | |
| 1723 | 2598 31439 76746 72 | |
| 1724 | 194035 2001 86817 217 | |
| 1725 | 308582 112714 104573 141 | |
| 1726 | 205981 80004 79122 313 | |
| 1727 | 244170 77102 1703 258 | |
| 1728 | 223648 68234 113426 114 | |
| 1729 | 297568 43176 43308 32 | |
| 1730 | 109799 54076 43308 34 | |
| 1731 | 322595 84235 75689 57 | |
| 1732 | 377336 85020 14884 57 | |
| 1733 | 195113 8407 76388 7 | |
| 1734 | 142324 82763 44169 68 | |
| 1735 | 4611 54085 44169 49 | |
| 1736 | 278621 44169 82763 68 | |
| 1737 | 163115 27633 82763 28 | |
| 1738 | 185580 73839 73807 92 | |
| 1739 | 358492 82090 52350 9 | |
| 1740 | 260459 52914 52350 9 | |
| 1741 | 114227 97932 70330 42 | |
| 1742 | 30253 21600 70330 21 | |
| 1743 | 243213 70330 97932 42 | |
| 1744 | 122478 43044 97932 29 | |
| 1745 | 268590 100458 43644 8 | |
| 1746 | 58313 10413 43644 8 | |
| 1747 | 352616 90091 48449 8 | |
| 1748 | 180968 39009 48449 9 | |
| 1749 | 379035 102769 23218 8 | |
| 1750 | 292906 15287 23218 10 | |
| 1751 | 359012 90636 23420 12 | |
| 1752 | 195123 8451 23420 11 | |
| 1753 | 97597 68687 29668 48 | |
| 1754 | 31142 29948 29668 47 | |
| 1755 | 227706 92013 63774 10 | |
| 1756 | 98333 73347 63774 39 | |
| 1757 | 367305 10183 51683 10 | |
| 1758 | 222546 59693 51683 10 | |
| 1759 | 147851 22320 26584 48 | |
| 1760 | 47377 52128 26584 45 | |
| 1761 | 184717 67451 102052 41 | |
| 1762 | 97380 66901 102052 57 | |
| 1763 | 281325 66323 102143 27 | |
| 1764 | 85016 99412 102143 35 | |
| 1765 | 353881 102441 25809 7 | |
| 1766 | 322073 81572 25809 21 | |
| 1767 | 325013 95081 70524 36 | |
| 1768 | 79850 49149 70524 10 | |
| 1769 | 204572 70524 49149 10 | |
| 1770 | 109397 51684 49149 46 | |
| 1771 | 322656 84656 62507 36 | |
| 1772 | 116502 7125 62507 39 | |
| 1773 | 261701 62507 7125 39 | |
| 1774 | 171344 84450 7125 78 | |
| 1775 | 175427 8408 84439 26 | |
| 1776 | 156566 83171 84439 37 | |
| 1777 | 303160 84439 83171 37 | |
| 1778 | 128831 99149 83171 27 | |
| 1779 | 299544 59610 61180 47 | |
| 1780 | 156061 74005 61180 42 | |
| 1781 | 324325 92265 61177 77 | |
| 1782 | 170610 72558 61177 120 | |
| 1783 | 373443 9562 72558 139 | |
| 1784 | 312209 15946 72558 78 | |
| 1785 | 320654 72558 21120 88 | |
| 1786 | 142962 97067 21120 68 | |
| 1787 | 330725 30215 97067 38 | |
| 1788 | 275050 21120 97067 68 | |
| 1789 | 206636 83059 84084 20 | |
| 1790 | 90446 25753 84084 15 | |
| 1791 | 365544 94179 25753 27 | |
| 1792 | 226161 84084 25753 15 | |
| 1793 | 206765 83954 76316 65 | |
| 1794 | 142916 96104 76316 42 | |
| 1795 | 21244 112817 105163 38 | |
| 1796 | 191913 105163 89749 61 | |
| 1797 | 14845 10105 1404 6 | |
| 1798 | 23776 27455 1644 135 | |
| 1799 | 221872 54721 51547 10 | |
| 1800 | 363205 42050 28761 9 | |
| 1801 | 287556 100201 28761 8 | |
| 1802 | 359354 94206 64273 6 | |
| 1803 | 276429 28761 64273 8 | |
| 1804 | 38619 31485 62668 51 | |
| 1805 | 287501 99968 54635 10 | |
| 1806 | 114285 99226 54635 32 | |
| 1807 | 332382 71018 99226 67 | |
| 1808 | 241192 54635 99226 32 | |
| 1809 | 372423 100804 29099 13 | |
| 1810 | 274141 16515 29099 12 | |
| 1811 | 67958 67262 61246 26 | |
| 1812 | 44333 18600 61246 8 | |
| 1813 | 315992 37223 67028 14 | |
| 1814 | 69864 89904 67028 35 | |
| 1815 | 184651 67028 89904 35 | |
| 1816 | 132920 18870 89904 32 | |
| 1817 | 91100 29255 9315 35 | |
| 1818 | 38771 32915 9315 5 | |
| 1819 | 223012 63169 106997 32 | |
| 1820 | 97039 64366 106997 26 | |
| 1821 | 300172 64893 106995 37 | |
| 1822 | 92157 36212 106995 22 | |
| 1823 | 365824 96832 16515 27 | |
| 1824 | 304977 92978 16515 9 | |
| 1825 | 319631 65216 103967 20 | |
| 1826 | 114868 106515 103967 17 | |
| 1827 | 249801 103967 106515 17 | |
| 1828 | 114444 101938 106515 13 | |
| 1829 | 250167 106515 101938 13 | |
| 1830 | 143185 101538 101938 10 | |
| 1831 | 287944 101938 101538 10 | |
| 1832 | 111826 66141 101538 20 | |
| 1833 | 262116 65446 102145 11 | |
| 1834 | 143148 100938 102145 11 | |
| 1835 | 240939 52632 62894 21 | |
| 1836 | 140848 67030 62894 12 | |
| 1837 | 280905 62894 67030 12 | |
| 1838 | 77838 37710 67030 11 | |
| 1839 | 272088 5735 72992 8 | |
| 1840 | 157462 102147 72992 13 | |
| 1841 | 301241 72992 102147 13 | |
| 1842 | 114360 100664 102147 15 | |
| 1843 | 230004 102118 66673 8 | |
| 1844 | 85173 101903 66673 8 | |
| 1845 | 204077 66673 101903 8 | |
| 1846 | 85188 102177 101903 7 | |
| 1847 | 242688 66519 102115 8 | |
| 1848 | 85942 110360 102115 7 | |
| 1849 | 210687 102115 110360 7 | |
| 1850 | 114456 102049 110360 9 | |
| 1851 | 250694 110360 102049 9 | |
| 1852 | 129005 102142 102049 8 | |
| 1853 | 268917 102049 102142 8 | |
| 1854 | 156969 92462 102142 7 | |
| 1855 | 260356 52179 94487 14 | |
| 1856 | 97653 69083 94487 17 | |
| 1857 | 181529 43384 37591 54 | |
| 1858 | 150277 37685 37591 52 | |
| 1859 | 296777 37591 37685 52 | |
| 1860 | 314040 25312 49974 154 | |
| 1861 | 265012 83829 83640 13 | |
| 1862 | 84237 83511 83640 14 | |
| 1863 | 206712 83640 83511 14 | |
| 1864 | 156586 83711 83511 15 | |
| 1865 | 2016 26246 15260 35 | |
| 1866 | 261138 57981 85914 240 | |
| 1867 | 282823 77567 87427 49 | |
| 1868 | 56673 104234 18964 136 | |
| 1869 | 321326 77538 3190 178 | |
| 1870 | 121546 37943 51165 40 | |
| 1871 | 27147 65744 51165 23 | |
| 1872 | 331758 54167 49244 6 | |
| 1873 | 170086 69522 22845 43 | |
| 1874 | 4711 55217 22845 42 | |
| 1875 | 318626 57625 69522 7 | |
| 1876 | 173185 111680 69522 6 | |
| 1877 | 313570 22913 76320 21 | |
| 1878 | 128702 96692 76320 42 | |
| 1879 | 222368 58371 80254 7 | |
| 1880 | 351256 61304 44119 40 | |
| 1881 | 249253 100953 44119 11 | |
| 1882 | 338915 74405 9738 10 | |
| 1883 | 22071 9841 9738 26 | |
| 1884 | 77750 36680 19822 169 | |
| 1885 | 12070 56593 19822 169 | |
| 1886 | 109629 53142 23142 35 | |
| 1887 | 3811 45661 23142 35 | |
| 1888 | 210451 100757 17389 11 | |
| 1889 | 148587 26488 17389 10 | |
| 1890 | 268700 100914 50332 9 | |
| 1891 | 169412 64576 50332 10 | |
| 1892 | 365562 94342 51110 10 | |
| 1893 | 311304 11886 51110 10 | |
| 1894 | 6236 74648 3814 23 | |
| 1895 | 290523 2250 51461 6 | |
| 1896 | 26850 62104 57625 6 | |
| 1897 | 12127 57341 75928 39 | |
| 1898 | 264078 79338 88327 32 | |
| 1899 | 234643 13332 13340 10 | |
| 1900 | 78218 40235 13340 9 | |
| 1901 | 322446 83304 97368 29 | |
| 1902 | 159986 9325 97368 7 | |
| 1903 | 362155 24160 36398 8 | |
| 1904 | 286581 95789 36398 8 | |
| 1905 | 245558 84508 3897 8 | |
| 1906 | 311659 13542 13081 10 | |
| 1907 | 87719 10698 13081 7 | |
| 1908 | 354840 9981 10698 6 | |
| 1909 | 215106 13081 10698 7 | |
| 1910 | 357063 46171 96965 32 | |
| 1911 | 259002 40909 96965 44 | |
| 1912 | 116222 3718 22610 49 | |
| 1913 | 29122 9171 22610 176 | |
| 1914 | 310721 8573 83885 165 | |
| 1915 | 342608 17867 21385 166 | |
| 1916 | 34991 75441 21385 193 | |
| 1917 | 105569 28278 5739 97 | |
| 1918 | 2421 29782 5739 96 | |
| 1919 | 211055 104214 7282 12 | |
| 1920 | 328769 117360 82463 94 | |
| 1921 | 184773 67725 46171 8 | |
| 1922 | 119039 22610 46171 48 | |
| 1923 | 346727 95430 95611 14 | |
| 1924 | 221637 52875 95611 45 | |
| 1925 | 66821 59721 50575 18 | |
| 1926 | 20559 73738 50575 19 | |
| 1927 | 123658 49782 16187 34 | |
| 1928 | 10949 45048 16187 35 | |
| 1929 | 268336 99486 9073 12 | |
| 1930 | 147887 22518 9073 10 | |
| 1931 | 192814 111501 268 18 | |
| 1932 | 98605 75690 268 41 | |
| 1933 | 212884 268 75690 41 | |
| 1934 | 142344 83125 75690 75 | |
| 1935 | 263465 75476 76110 19 | |
| 1936 | 170984 76111 76110 23 | |
| 1937 | 321124 76110 76111 23 | |
| 1938 | 99726 100084 76111 18 | |
| 1939 | 224694 76111 100084 18 | |
| 1940 | 125969 63158 100084 69 | |
| 1941 | 156697 86878 63158 81 | |
| 1942 | 34420 67724 63158 88 | |
| 1943 | 128110 84299 60379 17 | |
| 1944 | 46217 39734 60379 23 | |
| 1945 | 261395 60379 84299 17 | |
| 1946 | 82640 66072 84299 20 | |
| 1947 | 27418 70022 15258 98 | |
| 1948 | 45438 29401 15256 10 | |
| 1949 | 317494 49049 72983 33 | |
| 1950 | 373574 11720 91618 65 | |
| 1951 | 28044 98768 91618 93 | |
| 1952 | 162507 24385 49490 50 | |
| 1953 | 47151 49665 49490 50 | |
| 1954 | 344761 57941 48682 8 | |
| 1955 | 311127 10902 48682 7 | |
| 1956 | 332800 81620 63824 9 | |
| 1957 | 19026 54964 63824 8 | |
| 1958 | 153816 58994 39341 46 | |
| 1959 | 55464 62007 39341 47 | |
| 1960 | 336781 25551 69346 8 | |
| 1961 | 302204 79453 69346 8 | |
| 1962 | 338943 75032 50912 9 | |
| 1963 | 204430 69346 50912 8 | |
| 1964 | 94988 52409 11656 43 | |
| 1965 | 13713 104422 11656 43 | |
| 1966 | 331427 45952 15761 6 | |
| 1967 | 225511 80796 15761 7 | |
| 1968 | 335313 5656 23481 8 | |
| 1969 | 176875 15761 23481 8 | |
| 1970 | 154664 64363 46034 132 | |
| 1971 | 47515 54053 46034 132 | |
| 1972 | 368512 26116 29905 8 | |
| 1973 | 303577 86448 29905 7 | |
| 1974 | 262745 70078 100820 82 | |
| 1975 | 61719 29321 100820 40 | |
| 1976 | 191187 100820 48461 77 | |
| 1977 | 78512 41913 48461 42 | |
| 1978 | 146833 16618 19368 141 | |
| 1979 | 3728 44903 19368 142 | |
| 1980 | 374300 20072 51561 182 | |
| 1981 | 293689 19368 51561 189 | |
| 1982 | 80485 52860 64078 38 | |
| 1983 | 20011 66101 64078 39 | |
| 1984 | 319183 61989 7126 40 | |
| 1985 | 171309 83641 7126 21 | |
| 1986 | 310438 7126 83641 21 | |
| 1987 | 128763 97700 83641 29 | |
| 1988 | 105815 29497 90708 39 | |
| 1989 | 27933 81645 90708 55 | |
| 1990 | 246875 90663 13482 8 | |
| 1991 | 359681 97545 57477 9 | |
| 1992 | 232879 3608 57477 61 | |
| 1993 | 58229 10033 6228 30 | |
| 1994 | 29032 7928 6228 28 | |
| 1995 | 341567 1365 91737 11 | |
| 1996 | 239055 38038 91737 20 | |
| 1997 | 333238 88879 17751 25 | |
| 1998 | 227644 91737 17751 25 | |
| 1999 | 281786 69733 56287 100 | |
| 2000 | 248614 98353 2777 29 | |
| 2001 | 218275 28768 10870 8 | |
| 2002 | 329498 13769 88943 7 | |
| 2003 | 255 8079 72716 19 | |
| 2004 | 67382 62909 61002 110 | |
| 2005 | 30389 22839 61002 187 | |
| 2006 | 185240 71212 96376 103 | |
| 2007 | 97670 69239 96376 46 | |
| 2008 | 260018 49399 14566 36 | |
| 2009 | 95281 54101 14566 46 | |
| 2010 | 333695 93259 56719 7 | |
| 2011 | 222809 61887 56719 7 | |
| 2012 | 174246 1857 85915 159 | |
| 2013 | 174065 981 85654 97 | |
| 2014 | 262541 68645 34195 195 | |
| 2015 | 323639 89305 115751 96 | |
| 2016 | 269352 104802 1039 45 | |
| 2017 | 372202 98513 63039 38 | |
| 2018 | 23250 22567 63039 37 | |
| 2019 | 43067 116576 1987 79 | |
| 2020 | 175230 7313 442 199 | |
| 2021 | 299665 60792 59121 16 | |
| 2022 | 70017 92488 59121 134 | |
| 2023 | 53027 36155 55550 108 | |
| 2024 | 66423 57190 22694 39 | |
| 2025 | 12523 61893 22694 40 | |
| 2026 | 99421 94489 35557 21 | |
| 2027 | 50934 14128 35557 41 | |
| 2028 | 204199 67470 108264 30 | |
| 2029 | 100508 109291 108264 16 | |
| 2030 | 334189 97950 103495 138 | |
| 2031 | 306963 102120 103495 143 | |
| 2032 | 201465 46667 64723 66 | |
| 2033 | 142245 80992 64723 52 | |
| 2034 | 219587 36850 63850 42 | |
| 2035 | 112656 71813 25188 49 | |
| 2036 | 52366 28171 25188 40 | |
| 2037 | 359313 93767 62395 10 | |
| 2038 | 200517 38206 62395 21 | |
| 2039 | 279805 53899 95946 106 | |
| 2040 | 98182 72506 95946 82 | |
| 2041 | 340835 100321 45058 8 | |
| 2042 | 7391 3097 45058 12 | |
| 2043 | 348198 7008 17830 152 | |
| 2044 | 3250 40129 17830 49 | |
| 2045 | 171513 88354 115168 53 | |
| 2046 | 31555 35169 115168 21 | |
| 2047 | 203779 64508 102219 23 | |
| 2048 | 85813 109111 116229 35 | |
| 2049 | 57234 115222 116229 11 | |
| 2050 | 203847 65061 30684 101 | |
| 2051 | 51125 16354 10872 49 | |
| 2052 | 192886 111974 78865 52 | |
| 2053 | 37602 21778 48189 51 | |
| 2054 | 319261 62648 76237 41 | |
| 2055 | 363998 64721 73924 65 | |
| 2056 | 201457 46575 73924 92 | |
| 2057 | 357986 70711 28237 12 | |
| 2058 | 10947 45027 28237 10 | |
| 2059 | 38335 28743 27267 17 | |
| 2060 | 280387 58455 52351 132 | |
| 2061 | 85645 106996 52351 123 | |
| 2062 | 376507 63663 105171 100 | |
| 2063 | 6694 105174 105171 88 | |
| 2064 | 113912 91162 50128 58 | |
| 2065 | 49684 111477 50128 87 | |
| 2066 | 350803 49446 100387 76 | |
| 2067 | 278746 45458 100387 57 | |
| 2068 | 326297 100443 12071 10 | |
| 2069 | 77617 35648 12071 12 | |
| 2070 | 180181 34035 59979 11 | |
| 2071 | 135094 30912 59979 10 | |
| 2072 | 109528 52475 59103 58 | |
| 2073 | 4498 52604 59103 101 | |
| 2074 | 342216 13219 69089 7 | |
| 2075 | 268465 99935 69089 6 | |
| 2076 | 368521 26183 29935 6 | |
| 2077 | 296640 36870 29935 5 | |
| 2078 | 125416 59974 5129 89 | |
| 2079 | 11234 47751 5129 88 | |
| 2080 | 368702 28623 12252 9 | |
| 2081 | 247318 92515 12252 8 | |
| 2082 | 148814 27627 17878 132 | |
| 2083 | 12762 64837 17878 132 | |
| 2084 | 376692 69414 47781 48 | |
| 2085 | 285848 92547 47781 8 | |
| 2086 | 362706 32530 17177 48 | |
| 2087 | 248070 95847 17177 8 | |
| 2088 | 208911 94122 9458 8 | |
| 2089 | 79077 44912 9458 9 | |
| 2090 | 336500 21923 7865 7 | |
| 2091 | 206298 81359 7865 6 | |
| 2092 | 220358 42753 33474 59 | |
| 2093 | 91109 29290 33474 18 | |
| 2094 | 280325 57977 51845 88 | |
| 2095 | 137493 46228 51845 48 | |
| 2096 | 368224 22335 22763 7 | |
| 2097 | 24445 35082 22763 11 | |
| 2098 | 358343 80710 21066 7 | |
| 2099 | 19205 56719 21066 7 | |
| 2100 | 249475 102089 19549 6 | |
| 2101 | 164494 36449 19549 10 | |
| 2102 | 333223 88560 101102 15 | |
| 2103 | 271370 1578 101102 103 | |
| 2104 | 71596 111708 32912 44 | |
| 2105 | 10656 42020 32912 46 | |
| 2106 | 365023 88863 27089 11 | |
| 2107 | 296066 33759 27089 144 | |
| 2108 | 344509 51330 53300 9 | |
| 2109 | 45813 33759 53300 141 | |
| 2110 | 142292 81954 62923 52 | |
| 2111 | 13292 72314 62923 35 | |
| 2112 | 316949 44678 102265 53 | |
| 2113 | 111803 65962 102265 36 | |
| 2114 | 223334 65962 30621 51 | |
| 2115 | 137052 43969 30621 88 | |
| 2116 | 297228 40802 110346 50 | |
| 2117 | 70111 94372 110346 69 | |
| 2118 | 365501 93678 27188 40 | |
| 2119 | 267224 94372 27188 73 | |
| 2120 | 184226 64128 106100 36 | |
| 2121 | 84834 96033 106100 28 | |
| 2122 | 270121 110409 114579 32 | |
| 2123 | 294722 25355 66998 170 | |
| 2124 | 280733 61486 63571 38 | |
| 2125 | 109693 53519 63571 45 | |
| 2126 | 340846 100433 6763 10 | |
| 2127 | 25256 45016 6763 11 | |
| 2128 | 301695 76355 89622 97 | |
| 2129 | 73180 10321 89622 17 | |
| 2130 | 200847 40617 65926 25 | |
| 2131 | 251296 114696 116232 72 | |
| 2132 | 366666 110130 105174 76 | |
| 2133 | 193549 116376 105174 89 | |
| 2134 | 371617 92830 50855 10 | |
| 2135 | 15910 21472 50855 10 | |
| 2136 | 249966 104994 13420 8 | |
| 2137 | 131112 7276 13420 9 | |
| 2138 | 97075 64687 13176 133 | |
| 2139 | 46762 45523 13176 132 | |
| 2140 | 133455 21933 13211 139 | |
| 2141 | 50728 11546 13211 138 | |
| 2142 | 370597 76840 2178 11 | |
| 2143 | 30261 21664 2178 10 | |
| 2144 | 359945 100043 12462 9 | |
| 2145 | 238474 34368 12462 63 | |
| 2146 | 360830 5337 62685 8 | |
| 2147 | 299945 63129 62685 7 | |
| 2148 | 348190 6960 66338 93 | |
| 2149 | 19159 56300 66338 93 | |
| 2150 | 256652 26026 24473 6 | |
| 2151 | 67136 61525 24473 24 | |
| 2152 | 188946 91162 45783 85 | |
| 2153 | 115615 113422 45783 114 | |
| 2154 | 115423 111777 112410 114 | |
| 2155 | 52411 28613 112410 115 | |
| 2156 | 360244 104122 61730 8 | |
| 2157 | 34923 73993 61730 8 | |
| 2158 | 252786 6283 83111 23 | |
| 2159 | 113552 83276 83111 18 | |
| 2160 | 360359 107469 89856 36 | |
| 2161 | 282657 76396 89856 41 | |
| 2162 | 216756 20620 71470 10 | |
| 2163 | 162257 23085 71470 9 | |
| 2164 | 1684 22990 31921 89 | |
| 2165 | 115412 111705 19325 32 | |
| 2166 | 39886 46951 19325 33 | |
| 2167 | 267697 96537 75984 32 | |
| 2168 | 85078 100413 75984 108 | |
| 2169 | 248265 96816 20764 11 | |
| 2170 | 95183 53637 20764 11 | |
| 2171 | 131501 10054 59404 48 | |
| 2172 | 37579 21563 59404 48 | |
| 2173 | 334094 96855 25362 10 | |
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| 19071 | 70240 97169 30670 11 | |
| 19072 | 7604 8426 30670 11 | |
| 19073 | 25120 43886 42919 9 | |
| 19074 | 175932 11195 9899 11 | |
| 19075 | 69372 79521 9899 11 | |
| 19076 | 99733 100259 68631 14 | |
| 19077 | 11475 50371 68631 14 | |
| 19078 | 291287 6828 44885 9 | |
| 19079 | 140274 63104 44885 5 | |
| 19080 | 10012 32315 72465 10 | |
| 19081 | 363474 49380 115626 11 | |
| 19082 | 137922 48739 115626 14 | |
| 19083 | 21088 110753 115626 7 | |
| 19084 | 99365 93482 75494 12 | |
| 19085 | 27563 71365 75494 12 | |
| 19086 | 314822 29859 43325 11 | |
| 19087 | 171828 94851 29178 8 | |
| 19088 | 53061 36520 29178 9 | |
| 19089 | 201278 45016 55604 10 | |
| 19090 | 121033 34265 55604 10 | |
| 19091 | 172100 100433 30941 10 | |
| 19092 | 4979 58428 30941 9 | |
| 19093 | 194792 6763 62699 11 | |
| 19094 | 128841 99360 62699 11 | |
| 19095 | 222211 57251 31750 13 | |
| 19096 | 99241 90913 58815 10 | |
| 19097 | 6178 73010 58815 11 | |
| 19098 | 202511 55022 43458 12 | |
| 19099 | 128497 92617 43458 12 | |
| 19100 | 37293 18739 113308 14 | |
| 19101 | 304591 91261 111124 32 | |
| 19102 | 272223 6529 31318 9 | |
| 19103 | 99203 90103 31318 9 | |
| 19104 | 127937 80675 64833 7 | |
| 19105 | 37739 23157 64833 7 | |
| 19106 | 276350 28276 49297 10 | |
| 19107 | 76781 30181 49297 11 | |
| 19108 | 237240 26277 31216 11 | |
| 19109 | 99512 96147 31216 11 | |
| 19110 | 171142 80202 9710 9 | |
| 19111 | 41385 63733 9710 9 | |
| 19112 | 255551 20068 39260 12 | |
| 19113 | 276610 29915 51825 9 | |
| 19114 | 156881 90908 51825 9 | |
| 19115 | 127939 80700 28209 7 | |
| 19116 | 44982 24801 28209 7 | |
| 19117 | 20212 69512 21760 11 | |
| 19118 | 39674 44719 54251 9 | |
| 19119 | 278053 39226 4399 12 | |
| 19120 | 175611 9379 64910 9 | |
| 19121 | 24760 39505 22670 7 | |
| 19122 | 242506 65284 72624 9 | |
| 19123 | 142875 95300 72624 9 | |
| 19124 | 36630 11616 39855 11 | |
| 19125 | 177727 19861 34818 9 | |
| 19126 | 84725 93913 34818 9 | |
| 19127 | 26183 55087 72023 5 | |
| 19128 | 201110 43005 23203 9 | |
| 19129 | 99761 100694 23203 9 | |
| 19130 | 278941 47274 74203 8 | |
| 19131 | 37562 21366 37124 8 | |
| 19132 | 1830 24484 22269 9 | |
| 19133 | 200647 39115 44734 10 | |
| 19134 | 38263 28113 61193 9 | |
| 19135 | 50484 8440 10375 9 | |
| 19136 | 217004 22190 31607 11 | |
| 19137 | 128640 95436 31607 11 | |
| 19138 | 84747 94314 52697 8 | |
| 19139 | 33478 55925 52697 8 | |
| 19140 | 46050 37515 59757 7 | |
| 19141 | 261748 62853 28918 9 | |
| 19142 | 316514 40843 22599 10 | |
| 19143 | 274681 19286 35064 10 | |
| 19144 | 198291 24841 43592 11 | |
| 19145 | 274317 17322 48029 11 | |
| 19146 | 50527 9060 54482 8 | |
| 19147 | 313185 20756 106548 6 | |
| 19148 | 157387 101063 31167 7 | |
| 19149 | 53177 38518 31167 7 | |
| 19150 | 142261 81365 30105 10 | |
| 19151 | 44451 19750 30105 9 | |
| 19152 | 10351 38678 58267 8 | |
| 19153 | 156494 81649 29922 10 | |
| 19154 | 498 11242 29922 10 | |
| 19155 | 237850 30123 57814 11 | |
| 19156 | 136040 37796 57814 10 | |
| 19157 | 215055 12852 57280 8 | |
| 19158 | 113902 90993 57280 8 | |
| 19159 | 8528 18752 44660 7 | |
| 19160 | 36973 15483 104423 8 | |
| 19161 | 320622 72329 60104 7 | |
| 19162 | 127839 76841 60104 7 | |
| 19163 | 15708 19642 54117 9 | |
| 19164 | 225250 79727 67918 5 | |
| 19165 | 64627 46632 33123 5 | |
| 19166 | 39004 37063 33123 3 | |
| 19167 | 220042 40054 50852 11 | |
| 19168 | 85108 100929 50852 11 | |
| 19169 | 21704 2139 59560 13 | |
| 19170 | 36369 8312 116636 10 | |
| 19171 | 176651 14605 70953 11 | |
| 19172 | 112530 71190 70953 10 | |
| 19173 | 84694 93370 40514 9 | |
| 19174 | 38100 26532 40514 8 | |
| 19175 | 177331 18051 31439 12 | |
| 19176 | 32029 40689 48892 9 | |
| 19177 | 197564 21102 31101 10 | |
| 19178 | 114621 104090 31101 10 | |
| 19179 | 240033 45739 72620 9 | |
| 19180 | 128373 90372 72620 9 | |
| 19181 | 84798 95501 46363 11 | |
| 19182 | 56131 71126 46363 11 | |
| 19183 | 262988 72014 32476 11 | |
| 19184 | 53978 46516 61751 9 | |
| 19185 | 214157 8112 57511 12 | |
| 19186 | 69983 91935 39584 12 | |
| 19187 | 41448 64489 39584 12 | |
| 19188 | 197823 22368 39425 4 | |
| 19189 | 99211 90347 39425 8 | |
| 19190 | 98881 82931 34948 7 | |
| 19191 | 45487 29728 34948 7 | |
| 19192 | 296694 37214 66396 9 | |
| 19193 | 196361 15310 72816 8 | |
| 19194 | 113919 91301 72816 8 | |
| 19195 | 44051 15360 45002 9 | |
| 19196 | 98863 82366 53941 7 | |
| 19197 | 19449 59458 53941 7 | |
| 19198 | 300342 66107 54467 10 | |
| 19199 | 128333 89605 54467 10 | |
| 19200 | 37079 16508 75505 10 | |
| 19201 | 37392 19798 9564 9 | |
| 19202 | 315383 33791 30052 10 | |
| 19203 | 114095 94728 30052 10 | |
| 19204 | 172007 98627 42065 8 | |
| 19205 | 12376 60074 42065 8 | |
| 19206 | 128886 100296 40872 8 | |
| 19207 | 52256 27227 40872 8 | |
| 19208 | 294359 23277 64585 8 | |
| 19209 | 321674 79726 50903 12 | |
| 19210 | 84606 91692 50903 11 | |
| 19211 | 113853 89926 39861 11 | |
| 19212 | 146 6245 39861 12 | |
| 19213 | 257482 31448 35048 12 | |
| 19214 | 30867 27350 69335 9 | |
| 19215 | 233679 8284 46122 11 | |
| 19216 | 85102 100856 42330 9 | |
| 19217 | 44306 18242 42330 9 | |
| 19218 | 869 15375 46628 6 | |
| 19219 | 15691 19499 29850 9 | |
| 19220 | 291297 6865 30478 10 | |
| 19221 | 593 12087 59540 10 | |
| 19222 | 221182 49291 112261 11 | |
| 19223 | 298110 48232 44845 9 | |
| 19224 | 171269 82819 44845 9 | |
| 19225 | 84114 80911 40440 9 | |
| 19226 | 26076 53725 40440 9 | |
| 19227 | 34718 71442 30206 12 | |
| 19228 | 314046 25354 62041 10 | |
| 19229 | 157266 98636 62041 10 | |
| 19230 | 113147 75255 64096 10 | |
| 19231 | 8144 14970 64096 10 | |
| 19232 | 171687 91996 65888 11 | |
| 19233 | 38315 28594 65888 11 | |
| 19234 | 218712 32285 55484 12 | |
| 19235 | 127925 80412 55484 12 | |
| 19236 | 30883 27603 64803 9 | |
| 19237 | 312986 19804 30662 7 | |
| 19238 | 314982 31307 70769 6 | |
| 19239 | 13435 75221 40854 7 | |
| 19240 | 314862 30222 52120 5 | |
| 19241 | 4047 47711 40367 8 | |
| 19242 | 214162 8142 68780 5 | |
| 19243 | 105482 27791 15307 6 | |
| 19244 | 3219 39848 15307 6 | |
| 19245 | 260908 56430 110052 6 | |
| 19246 | 52085 25643 71836 9 | |
| 19247 | 949 16090 40122 7 | |
| 19248 | 30569 24473 63754 8 | |
| 19249 | 47130 49411 69704 8 | |
| 19250 | 282633 76212 88963 7 | |
| 19251 | 271886 4658 44444 8 | |
| 19252 | 297875 46217 35109 7 | |
| 19253 | 241687 58677 23159 8 | |
| 19254 | 111099 61713 55394 8 | |
| 19255 | 56517 84675 55394 9 | |
| 19256 | 114279 99096 40759 9 | |
| 19257 | 44918 24260 40759 9 | |
| 19258 | 55536 63072 68614 8 | |
| 19259 | 310639 8073 32679 7 | |
| 19260 | 10642 41879 42886 8 | |
| 19261 | 42321 86323 108715 14 | |
| 19262 | 271739 3882 39139 10 | |
| 19263 | 7543 7300 54973 10 | |
| 19264 | 1623 22492 72582 8 | |
| 19265 | 45252 27657 60016 5 | |
| 19266 | 29518 13590 51436 10 | |
| 19267 | 177762 20015 43237 10 | |
| 19268 | 258290 35956 114437 6 | |
| 19269 | 242763 67059 63217 10 | |
| 19270 | 295942 33142 29644 7 | |
| 19271 | 310819 9081 117722 12 | |
| 19272 | 8840 21677 42518 7 | |
| 19273 | 316269 38913 29236 9 | |
| 19274 | 276302 28001 52157 5 | |
| 19275 | 99597 97706 48553 7 | |
| 19276 | 29247 10503 48553 7 | |
| 19277 | 17373 37360 31623 6 | |
| 19278 | 55030 57299 69775 7 | |
| 19279 | 35080 78474 68632 7 | |
| 19280 | 47868 58398 28189 6 | |
| 19281 | 22953 19292 43626 8 | |
| 19282 | 36897 14764 62241 8 | |
| 19283 | 24673 38494 66597 9 | |
| 19284 | 236118 20436 23060 10 | |
| 19285 | 163594 30018 23060 11 | |
| 19286 | 179415 29108 46567 10 | |
| 19287 | 10049 32753 63912 7 | |
| 19288 | 275365 23183 52092 16 | |
| 19289 | 298106 48171 50571 7 | |
| 19290 | 269719 107485 113309 8 | |
| 19291 | 298601 51917 50694 6 | |
| 19292 | 253302 8994 110051 7 | |
| 19293 | 123670 49819 110051 6 | |
| 19294 | 5821 69118 45961 8 | |
| 19295 | 196927 17929 49070 7 | |
| 19296 | 120343 29742 68975 4 | |
| 19297 | 31483 33854 68975 2 | |
| 19298 | 182173 48383 76728 6 | |
| 19299 | 4840 56688 29313 7 | |
| 19300 | 3030 38039 37997 7 | |
| 19301 | 272531 8427 110053 8 | |
| 19302 | 275563 24401 54823 6 | |
| 19303 | 297191 40536 51358 8 | |
| 19304 | 312547 17794 45980 6 | |
| 19305 | 257113 28273 18341 59 | |
| 19306 | 228136 93850 10303 25 | |
| 19307 | 280105 56315 60194 8 | |
| 19308 | 297663 44098 38621 7 | |
| 19309 | 54199 48682 24385 7 | |
| 19310 | 171210 81620 48538 8 | |
| 19311 | 26449 57941 48538 8 | |
| 19312 | 279947 54964 44730 8 | |
| 19313 | 87730 10902 44730 7 | |
| 19314 | 184189 63824 43728 9 | |
| 19315 | 30064 19772 10134 8 | |
| 19316 | 309661 2498 16354 5 | |
| 19317 | 240224 47373 57388 12 | |
| 19318 | 176062 11747 44125 7 | |
| 19319 | 44098 15807 56106 7 | |
| 19320 | 178722 25362 58743 11 | |
| 19321 | 40034 48352 10054 9 | |
| 19322 | 157027 93580 59621 9 | |
| 19323 | 37819 23866 59621 10 | |
| 19324 | 157189 97191 49253 8 | |
| 19325 | 31409 32516 49253 8 | |
| 19326 | 9066 23529 41040 9 | |
| 19327 | 299970 63305 40133 5 | |
| 19328 | 240804 51516 42851 9 | |
| 19329 | 177738 19898 29000 8 | |
| 19330 | 174 6739 59850 9 | |
| 19331 | 22408 13738 62782 9 | |
| 19332 | 274072 16221 46017 8 | |
| 19333 | 217753 26229 61871 7 | |
| 19334 | 197700 21705 53275 9 | |
| 19335 | 29594 14682 38760 5 | |
| 19336 | 179874 32825 42469 9 | |
| 19337 | 41118 60489 41070 9 | |
| 19338 | 33310 53967 31540 9 | |
| 19339 | 17141 33376 28791 10 | |
| 19340 | 232648 2302 40147 8 | |
| 19341 | 28824 2143 40316 9 | |
| 19342 | 237137 25809 29326 7 | |
| 19343 | 311194 11240 10020 9 | |
| 19344 | 91912 34132 10020 9 | |
| 19345 | 314006 25196 41185 9 | |
| 19346 | 171668 91645 41185 9 | |
| 19347 | 99674 99138 43813 9 | |
| 19348 | 8241 15901 43813 9 | |
| 19349 | 121030 34192 54364 9 | |
| 19350 | 32162 41999 54364 9 | |
| 19351 | 260838 55923 42442 11 | |
| 19352 | 143144 100888 42442 11 | |
| 19353 | 14885 10505 64117 12 | |
| 19354 | 181857 46182 29849 12 | |
| 19355 | 290180 307 66403 11 | |
| 19356 | 171802 94293 63365 14 | |
| 19357 | 19589 60964 63365 14 | |
| 19358 | 281850 70156 62366 11 | |
| 19359 | 70172 95566 62366 11 | |
| 19360 | 273552 13940 55699 10 | |
| 19361 | 114205 97493 20640 11 | |
| 19362 | 50195 1896 20640 11 | |
| 19363 | 98763 80142 40386 11 | |
| 19364 | 44 3045 40386 11 | |
| 19365 | 273782 14919 49631 8 | |
| 19366 | 98789 80638 56355 9 | |
| 19367 | 52554 29900 56355 10 | |
| 19368 | 255095 17713 50766 11 | |
| 19369 | 214474 9789 64421 10 | |
| 19370 | 4994 58621 47788 11 | |
| 19371 | 52229 26939 28885 11 | |
| 19372 | 241393 56454 43013 10 | |
| 19373 | 41317 62979 71629 12 | |
| 19374 | 37917 24968 59761 10 | |
| 19375 | 215122 13142 46548 10 | |
| 19376 | 282334 74176 59073 10 | |
| 19377 | 44739 22499 30377 9 | |
| 19378 | 260139 50328 34870 9 | |
| 19379 | 171163 80636 34870 8 | |
| 19380 | 223292 65512 41082 7 | |
| 19381 | 84558 90683 41082 7 | |
| 19382 | 56699 104639 113854 9 | |
| 19383 | 33052 51088 48683 9 | |
| 19384 | 198766 27195 47991 8 | |
| 19385 | 202077 51261 67360 9 | |
| 19386 | 58971 14568 67360 5 | |
| 19387 | 237231 26246 64048 10 | |
| 19388 | 18400 48050 66550 9 | |
| 19389 | 313629 23218 56415 10 | |
| 19390 | 142766 92833 64133 9 | |
| 19391 | 37622 21977 64133 9 | |
| 19392 | 99530 96420 50410 11 | |
| 19393 | 44041 15287 50410 10 | |
| 19394 | 311012 10413 58179 9 | |
| 19395 | 69876 90091 58179 8 | |
| 19396 | 240367 48449 43693 8 | |
| 19397 | 32298 43644 43044 8 | |
| 19398 | 10374 39009 63344 8 | |
| 19399 | 281617 68622 39481 12 | |
| 19400 | 488 11170 70121 12 | |
| 19401 | 246103 87308 34626 11 | |
| 19402 | 65997 54507 34626 11 | |
| 19403 | 150737 40323 38922 11 | |
| 19404 | 43296 5518 38922 12 | |
| 19405 | 283900 83495 106925 11 | |
| 19406 | 142484 86452 106925 11 | |
| 19407 | 168385 58582 106732 12 | |
| 19408 | 47516 54056 106732 12 | |
| 19409 | 261185 58443 69395 9 | |
| 19410 | 232713 2594 68080 11 | |
| 19411 | 171116 79495 68080 10 | |
| 19412 | 47890 58577 46903 10 | |
| 19413 | 313524 22718 59132 12 | |
| 19414 | 117673 15010 59132 12 | |
| 19415 | 254149 13352 50743 11 | |
| 19416 | 73016 9508 50743 11 | |
| 19417 | 113875 90431 23429 13 | |
| 19418 | 36109 1636 23429 13 | |
| 19419 | 69460 81924 58808 11 | |
| 19420 | 11290 48234 58808 11 | |
| 19421 | 273545 13918 55229 10 | |
| 19422 | 98806 81011 55229 10 | |
| 19423 | 2752 32897 112263 9 | |
| 19424 | 276853 32116 59799 8 | |
| 19425 | 198871 27670 43863 5 | |
| 19426 | 4736 55451 39719 10 | |
| 19427 | 9076 23601 30046 11 | |
| 19428 | 224156 72173 40359 7 | |
| 19429 | 195859 12636 23236 10 | |
| 19430 | 8201 15532 21039 10 | |
| 19431 | 236523 22711 10402 9 | |
| 19432 | 37837 24089 10332 9 | |
| 19433 | 44042 15298 54746 12 | |
| 19434 | 193838 532 59148 11 | |
| 19435 | 2499 30458 64190 9 | |
| 19436 | 376199 55812 64827 12 | |
| 19437 | 252696 5775 64827 12 | |
| 19438 | 311277 11728 55194 12 | |
| 19439 | 77420 33830 55194 12 | |
| 19440 | 176452 13646 38407 10 | |
| 19441 | 84669 92940 38407 10 | |
| 19442 | 12725 64339 53411 12 | |
| 19443 | 261613 61909 30279 13 | |
| 19444 | 313066 20170 72151 13 | |
| 19445 | 10312 38029 10321 13 | |
| 19446 | 170820 74404 62126 13 | |
| 19447 | 36246 6193 62126 12 | |
| 19448 | 294655 25018 69298 14 | |
| 19449 | 199102 29346 51037 15 | |
| 19450 | 114326 100089 51201 12 | |
| 19451 | 47226 50469 51201 11 | |
| 19452 | 36188 5123 23506 13 | |
| 19453 | 252064 2019 54397 15 | |
| 19454 | 30876 27523 30803 11 | |
| 19455 | 317755 50926 30138 9 | |
| 19456 | 142709 91369 30138 9 | |
| 19457 | 253413 9588 60169 9 | |
| 19458 | 171656 91413 60169 9 | |
| 19459 | 43663 11206 22320 12 | |
| 19460 | 15370 16344 65274 9 | |
| 19461 | 128453 91847 45118 10 | |
| 19462 | 39040 37587 45118 9 | |
| 19463 | 298573 51683 52128 9 | |
| 19464 | 256859 26975 64909 10 | |
| 19465 | 297004 39183 29408 7 | |
| 19466 | 19848 63774 68687 11 | |
| 19467 | 1407 20652 52586 7 | |
| 19468 | 195614 11332 69180 12 | |
| 19469 | 256129 23420 29948 11 | |
| 19470 | 44056 15397 60902 11 | |
| 19471 | 157137 95985 31177 11 | |
| 19472 | 14711 8451 31177 10 | |
| 19473 | 182629 51514 72492 8 | |
| 19474 | 50318 6201 43233 7 | |
| 19475 | 70018 92510 40385 9 | |
| 19476 | 43906 13880 40385 8 | |
| 19477 | 175876 10898 22990 9 | |
| 19478 | 164130 33140 22990 9 | |
| 19479 | 142755 92672 41177 8 | |
| 19480 | 12561 62323 41177 8 | |
| 19481 | 215361 14201 69478 8 | |
| 19482 | 114252 98447 69478 8 | |
| 19483 | 36235 6032 50222 9 | |
| 19484 | 255553 20091 50315 8 | |
| 19485 | 8643 19851 59477 9 | |
| 19486 | 224237 72832 68071 8 | |
| 19487 | 70196 96116 68071 8 | |
| 19488 | 14378 206 68330 9 | |
| 19489 | 294028 21177 34973 8 | |
| 19490 | 234804 14148 31068 8 | |
| 19491 | 153294 55298 54962 8 | |
| 19492 | 221719 53496 54387 7 | |
| 19493 | 121663 38733 54387 8 | |
| 19494 | 301135 72058 30560 8 | |
| 19495 | 84865 96383 30560 8 | |
| 19496 | 80858 55112 55633 9 | |
| 19497 | 56352 73938 55633 9 | |
| 19498 | 232539 1675 55834 9 | |
| 19499 | 136126 38625 55834 9 | |
| 19500 | 7395 3440 71096 9 | |
| 19501 | 50226 3496 23044 9 | |
| 19502 | 279347 50125 31411 7 | |
| 19503 | 299696 61019 59032 6 | |
| 19504 | 15100 13219 20740 7 | |
| 19505 | 34515 69089 65692 6 | |
| 19506 | 214641 10891 61310 8 | |
| 19507 | 234710 13666 47629 7 | |
| 19508 | 217821 26515 44597 10 | |
| 19509 | 20170 68895 58183 10 | |
| 19510 | 174367 2515 60651 8 | |
| 19511 | 237802 29691 31879 9 | |
| 19512 | 261685 62395 31227 10 | |
| 19513 | 167741 54944 59691 7 | |
| 19514 | 17896 43290 59691 7 | |
| 19515 | 238988 37638 62057 10 | |
| 19516 | 92478 38633 62057 10 | |
| 19517 | 204109 66876 60564 8 | |
| 19518 | 153292 55282 60564 8 | |
| 19519 | 281513 67822 44471 8 | |
| 19520 | 142208 80070 44471 8 | |
| 19521 | 143247 102205 30753 7 | |
| 19522 | 53049 36421 30753 7 | |
| 19523 | 297102 39852 9990 9 | |
| 19524 | 156884 90921 9990 9 | |
| 19525 | 69967 91650 66624 8 | |
| 19526 | 36294 7263 66624 8 | |
| 19527 | 199300 30885 35999 9 | |
| 19528 | 12895 66852 30158 8 | |
| 19529 | 150974 41688 63901 7 | |
| 19530 | 50996 14995 63901 7 | |
| 19531 | 177343 18119 46885 9 | |
| 19532 | 156872 90749 46885 8 | |
| 19533 | 299563 59815 68548 7 | |
| 19534 | 143003 98104 68548 7 | |
| 19535 | 142878 95344 28999 9 | |
| 19536 | 15509 17694 28999 9 | |
| 19537 | 171767 93741 10009 8 | |
| 19538 | 52395 28461 10009 8 | |
| 19539 | 257127 28374 44482 8 | |
| 19540 | 203849 65067 72772 8 | |
| 19541 | 15123 13565 41945 9 | |
| 19542 | 36682 12204 51469 8 | |
| 19543 | 1382 20415 43656 9 | |
| 19544 | 202282 53015 30487 11 | |
| 19545 | 199146 29649 31127 11 | |
| 19546 | 16236 24535 45730 11 | |
| 19547 | 142887 95567 30969 11 | |
| 19548 | 71 4496 30969 11 | |
| 19549 | 297964 46982 45523 9 | |
| 19550 | 148297 24687 45523 9 | |
| 19551 | 254047 12788 50430 8 | |
| 19552 | 310460 7276 30473 10 | |
| 19553 | 149871 34108 30473 10 | |
| 19554 | 156870 90737 72429 8 | |
| 19555 | 22385 13420 72429 8 | |
| 19556 | 293105 16270 47270 7 | |
| 19557 | 70569 102836 47270 7 | |
| 19558 | 93859 45957 26511 6 | |
| 19559 | 50345 6563 26511 6 | |
| 19560 | 176746 15151 65294 7 | |
| 19561 | 143114 100147 65294 8 | |
| 19562 | 171770 93755 22556 7 | |
| 19563 | 45608 30999 22556 7 | |
| 19564 | 254425 14618 35998 8 | |
| 19565 | 85200 102360 35998 8 | |
| 19566 | 114253 98511 72972 7 | |
| 19567 | 37899 24732 72972 7 | |
| 19568 | 198760 27179 73424 9 | |
| 19569 | 98814 81374 73424 9 | |
| 19570 | 99661 98866 55373 8 | |
| 19571 | 1275 19351 55373 8 | |
| 19572 | 276860 32195 48309 7 | |
| 19573 | 157347 100212 48309 7 | |
| 19574 | 59095 15255 44237 6 | |
| 19575 | 40477 53293 44237 6 | |
| 19576 | 177640 19519 54621 8 | |
| 19577 | 171220 81766 54621 8 | |
| 19578 | 143268 102436 31234 7 | |
| 19579 | 22814 17898 31234 6 | |
| 19580 | 171703 92376 60961 10 | |
| 19581 | 4024 47535 60961 10 | |
| 19582 | 176392 13325 56658 9 | |
| 19583 | 69376 79724 56658 8 | |
| 19584 | 156876 90884 75437 7 | |
| 19585 | 24883 40709 75437 7 | |
| 19586 | 198280 24789 62575 9 | |
| 19587 | 99310 92413 62575 9 | |
| 19588 | 316196 38528 40043 7 | |
| 19589 | 99893 102839 40043 7 | |
| 19590 | 135772 35702 50245 8 | |
| 19591 | 38031 26021 50245 8 | |
| 19592 | 314776 29627 16834 6 | |
| 19593 | 148753 27322 16834 5 | |
| 19594 | 113849 89866 29264 8 | |
| 19595 | 10780 43362 29264 8 | |
| 19596 | 84693 93369 65951 7 | |
| 19597 | 2117 27066 65951 7 | |
| 19598 | 312978 19752 21866 7 | |
| 19599 | 128438 91697 21866 7 | |
| 19600 | 160514 12731 9355 6 | |
| 19601 | 31849 39144 9355 6 | |
| 19602 | 198064 23761 22205 7 | |
| 19603 | 84516 89784 22205 7 | |
| 19604 | 318196 54147 9907 8 | |
| 19605 | 128787 98188 9907 7 | |
| 19606 | 319315 62990 43784 7 | |
| 19607 | 171149 80360 43784 7 | |
| 19608 | 113865 90251 59974 7 | |
| 19609 | 30425 23248 59974 7 | |
| 19610 | 100044 104623 30794 9 | |
| 19611 | 5475 64023 30794 9 | |
| 19612 | 90852 28040 22628 8 | |
| 19613 | 10636 41839 22628 8 | |
| 19614 | 264153 79737 61329 8 | |
| 19615 | 168834 61014 61329 8 | |
| 19616 | 153391 55980 61015 7 | |
| 19617 | 3006 37657 61015 7 | |
| 19618 | 277844 37963 39785 9 | |
| 19619 | 95588 55835 39785 9 | |
| 19620 | 243476 72290 25298 7 | |
| 19621 | 59631 18249 25298 7 | |
| 19622 | 139024 55508 55185 8 | |
| 19623 | 275029 20971 11597 6 | |
| 19624 | 154206 61358 11597 6 | |
| 19625 | 70313 99115 63849 8 | |
| 19626 | 29965 18770 63849 8 | |
| 19627 | 171197 81318 32043 6 | |
| 19628 | 43547 9520 32043 7 | |
| 19629 | 252092 2175 45116 8 | |
| 19630 | 111823 66118 45116 8 | |
| 19631 | 240773 51249 63122 7 | |
| 19632 | 128751 97502 63122 7 | |
| 19633 | 128443 91752 53141 10 | |
| 19634 | 44196 17056 53141 10 | |
| 19635 | 99701 99625 45387 8 | |
| 19636 | 9315 25975 45387 8 | |
| 19637 | 201240 44546 47751 6 | |
| 19638 | 97640 68997 47751 6 | |
| 19639 | 183162 55838 11997 5 | |
| 19640 | 106893 36870 11997 5 | |
| 19641 | 114067 94105 28059 8 | |
| 19642 | 45111 26183 28059 8 | |
| 19643 | 217242 23482 48843 8 | |
| 19644 | 99501 95900 46358 6 | |
| 19645 | 45511 29935 46358 6 | |
| 19646 | 186173 77786 55894 8 | |
| 19647 | 96494 61128 55894 9 | |
| 19648 | 279736 53385 61341 8 | |
| 19649 | 107243 39287 61341 7 | |
| 19650 | 213952 6845 43909 7 | |
| 19651 | 157132 95908 43909 7 | |
| 19652 | 96507 61223 54412 9 | |
| 19653 | 3007 37658 54412 9 | |
| 19654 | 153273 55186 39125 8 | |
| 19655 | 273688 14463 35695 6 | |
| 19656 | 99182 89675 35695 6 | |
| 19657 | 84952 97895 63215 7 | |
| 19658 | 43843 13084 63215 7 | |
| 19659 | 121485 37429 76477 7 | |
| 19660 | 14613 6970 76477 7 | |
| 19661 | 197318 19711 64837 9 | |
| 19662 | 9575 28623 64564 9 | |
| 19663 | 22285 12252 30708 9 | |
| 19664 | 254061 12862 42810 10 | |
| 19665 | 84184 82271 42810 11 | |
| 19666 | 218269 28756 30981 11 | |
| 19667 | 128742 97301 30981 11 | |
| 19668 | 3021 37900 72713 10 | |
| 19669 | 254928 17082 62023 10 | |
| 19670 | 99292 91964 57725 10 | |
| 19671 | 39749 45472 57725 10 | |
| 19672 | 215974 16855 49316 9 | |
| 19673 | 99248 91045 49316 9 | |
| 19674 | 256734 26373 10307 8 | |
| 19675 | 84979 98472 10307 8 | |
| 19676 | 143022 98434 41610 10 | |
| 19677 | 12207 58325 41610 10 | |
| 19678 | 128527 93227 72119 8 | |
| 19679 | 22013 9226 72119 8 | |
| 19680 | 314443 27237 55155 8 | |
| 19681 | 43370 6700 44392 10 | |
| 19682 | 242531 65461 41503 7 | |
| 19683 | 69855 89751 58514 12 | |
| 19684 | 30698 25787 58514 12 | |
| 19685 | 292863 15096 61849 9 | |
| 19686 | 172056 99515 61849 9 | |
| 19687 | 198130 24062 39599 8 | |
| 19688 | 143414 104054 39599 8 | |
| 19689 | 171733 93027 49941 9 | |
| 19690 | 34674 70873 49941 9 | |
| 19691 | 99657 98823 44881 9 | |
| 19692 | 15016 12122 44881 9 | |
| 19693 | 313022 19969 51317 10 | |
| 19694 | 157024 93495 51317 10 | |
| 19695 | 143089 99580 10306 10 | |
| 19696 | 23533 25113 10306 10 | |
| 19697 | 113484 81994 62705 10 | |
| 19698 | 12171 57885 62705 10 | |
| 19699 | 33998 61728 33059 10 | |
| 19700 | 279849 54133 32580 6 | |
| 19701 | 185411 72483 40457 9 | |
| 19702 | 65586 52118 40457 8 | |
| 19703 | 99315 92486 44070 9 | |
| 19704 | 33085 51447 44070 9 | |
| 19705 | 235716 18481 16176 7 | |
| 19706 | 131664 11386 16176 7 | |
| 19707 | 298476 50855 29501 9 | |
| 19708 | 197652 21472 16597 7 | |
| 19709 | 22401 13620 62516 9 | |
| 19710 | 292656 14180 47011 9 | |
| 19711 | 1624 22507 54647 7 | |
| 19712 | 276410 28670 27735 8 | |
| 19713 | 99491 95789 27735 8 | |
| 19714 | 171686 91995 10336 8 | |
| 19715 | 38966 36398 10336 8 | |
| 19716 | 85005 99216 57586 8 | |
| 19717 | 1792 24160 57586 9 | |
| 19718 | 167211 51976 31524 6 | |
| 19719 | 37223 17971 31524 6 | |
| 19720 | 281643 68868 60549 9 | |
| 19721 | 45618 31137 40596 9 | |
| 19722 | 253881 12067 38003 6 | |
| 19723 | 110411 57816 38003 6 | |
| 19724 | 196477 15932 30126 5 | |
| 19725 | 74702 19361 30126 5 | |
| 19726 | 70262 97859 28200 8 | |
| 19727 | 22799 17748 28200 8 | |
| 19728 | 87522 9485 63681 6 | |
| 19729 | 34434 67929 63681 6 | |
| 19730 | 256013 22784 46486 7 | |
| 19731 | 85109 100933 46486 7 | |
| 19732 | 345770 82727 12844 10 | |
| 19733 | 282971 78573 1950 112 | |
| 19734 | 318989 60658 86782 8 | |
| 19735 | 1312 19724 2761 10 | |
| 19736 | 7404 3805 49221 10 | |
| 19737 | 276059 26683 125 10 | |
| 19738 | 181753 45472 75219 10 | |
| 19739 | 241865 60377 37916 21 | |
| 19740 | 127953 80901 37916 25 | |
| 19741 | 359360 94250 47912 9 | |
| 19742 | 202782 56900 47912 7 | |
| 19743 | 338574 64429 27629 7 | |
| 19744 | 182194 48504 27629 8 | |
| 19745 | 347140 99216 24797 8 | |
| 19746 | 38324 28670 24797 9 | |
| 19747 | 331691 51976 17108 6 | |
| 19748 | 29940 18481 17108 7 | |
| 19749 | 310274 6242 94658 7 | |
| 19750 | 138687 53415 94658 6 | |
| 19751 | 24350 32876 62073 9 | |
| 19752 | 241812 59952 72692 8 | |
| 19753 | 128513 92934 72692 8 | |
| 19754 | 170208 70380 45238 9 | |
| 19755 | 12176 57933 45238 9 | |
| 19756 | 293707 19466 62535 9 | |
| 19757 | 39976 47781 59245 9 | |
| 19758 | 232919 3805 27474 9 | |
| 19759 | 136788 42492 27474 9 | |
| 19760 | 142994 97909 40164 10 | |
| 19761 | 28856 3785 40164 10 | |
| 19762 | 171118 79580 47870 10 | |
| 19763 | 240518 49227 31368 9 | |
| 19764 | 143049 98864 31368 9 | |
| 19765 | 142972 97322 71179 11 | |
| 19766 | 8084 14298 71179 11 | |
| 19767 | 252125 2467 10848 10 | |
| 19768 | 128367 90271 10848 10 | |
| 19769 | 252305 3535 30714 9 | |
| 19770 | 113870 90340 30714 9 | |
| 19771 | 279617 52470 62398 9 | |
| 19772 | 99407 94295 62398 9 | |
| 19773 | 99627 98251 43945 10 | |
| 19774 | 26151 54659 43945 10 | |
| 19775 | 172181 101684 61023 9 | |
| 19776 | 41423 64215 61023 9 | |
| 19777 | 313280 21265 45269 8 | |
| 19778 | 44012 14936 27627 7 | |
| 19779 | 235987 19724 28820 8 | |
| 19780 | 128036 82727 29540 10 | |
| 19781 | 161056 16459 30639 11 | |
| 19782 | 38111 26683 30639 11 | |
| 19783 | 50794 12232 53950 12 | |
| 19784 | 310139 5394 21803 10 | |
| 19785 | 84769 94686 21803 10 | |
| 19786 | 69499 82458 55370 11 | |
| 19787 | 54426 51194 55370 11 | |
| 19788 | 23191 21958 56158 6 | |
| 19789 | 290507 2178 27905 10 | |
| 19790 | 99426 94603 27905 10 | |
| 19791 | 99178 89641 21933 10 | |
| 19792 | 36180 4778 21933 11 | |
| 19793 | 240726 50827 43826 11 | |
| 19794 | 172130 100965 43826 11 | |
| 19795 | 310261 6189 52312 10 | |
| 19796 | 171187 81144 52312 9 | |
| 19797 | 279417 50675 34847 9 | |
| 19798 | 114154 96164 35006 12 | |
| 19799 | 28868 4680 35006 12 | |
| 19800 | 106451 33020 21801 10 | |
| 19801 | 47854 58209 21801 11 | |
| 19802 | 55911 68486 29318 9 | |
| 19803 | 235658 18229 53593 11 | |
| 19804 | 195860 12662 70987 8 | |
| 19805 | 99186 89710 70987 8 | |
| 19806 | 70367 100143 54200 12 | |
| 19807 | 43206 2124 54200 11 | |
| 19808 | 142250 81107 46665 9 | |
| 19809 | 10297 37537 46665 9 | |
| 19810 | 257503 31682 54535 10 | |
| 19811 | 117928 16560 54535 10 | |
| 19812 | 292442 13112 30252 9 | |
| 19813 | 156498 81707 30252 9 | |
| 19814 | 128907 100779 47602 11 | |
| 19815 | 29508 13469 47602 11 | |
| 19816 | 143085 99520 38653 10 | |
| 19817 | 22575 15535 38653 10 | |
| 19818 | 294806 25823 65658 5 | |
| 19819 | 848 15108 48661 5 | |
| 19820 | 253747 11546 22810 10 | |
| 19821 | 128006 82150 22810 9 | |
| 19822 | 6222 74213 51900 9 | |
| 19823 | 256558 25573 60597 9 | |
| 19824 | 114296 99506 60597 9 | |
| 19825 | 234825 14241 58213 8 | |
| 19826 | 113868 90311 58213 8 | |
| 19827 | 128547 93582 60966 10 | |
| 19828 | 1 59 60966 10 | |
| 19829 | 98829 81634 43625 9 | |
| 19830 | 32636 46820 43625 9 | |
| 19831 | 212838 117790 46237 9 | |
| 19832 | 273182 12031 53817 8 | |
| 19833 | 48178 61934 39789 10 | |
| 19834 | 36338 7911 60095 8 | |
| 19835 | 215084 13000 38215 10 | |
| 19836 | 157311 99493 38215 10 | |
| 19837 | 281521 67912 37147 9 | |
| 19838 | 143062 99157 37147 9 | |
| 19839 | 155353 69276 56532 12 | |
| 19840 | 26714 60772 56532 12 | |
| 19841 | 172049 99352 60012 10 | |
| 19842 | 16536 27389 60012 10 | |
| 19843 | 8745 20733 56407 9 | |
| 19844 | 292907 15291 27430 8 | |
| 19845 | 233848 9113 52387 8 | |
| 19846 | 99390 94023 52387 8 | |
| 19847 | 171177 80960 44890 10 | |
| 19848 | 904 15667 44890 10 | |
| 19849 | 487 11125 43051 9 | |
| 19850 | 234685 13519 72145 10 | |
| 19851 | 171174 80900 72145 10 | |
| 19852 | 180494 35988 62195 10 | |
| 19853 | 102269 9525 62195 10 | |
| 19854 | 17564 39716 64687 10 | |
| 19855 | 198193 24439 59471 10 | |
| 19856 | 142272 81685 59471 10 | |
| 19857 | 276001 26377 58471 9 | |
| 19858 | 84178 82121 58471 9 | |
| 19859 | 172087 100131 44514 10 | |
| 19860 | 5945 70460 44514 10 | |
| 19861 | 171751 93469 39722 8 | |
| 19862 | 13421 74997 39722 8 | |
| 19863 | 22327 12635 46434 11 | |
| 19864 | 69895 90439 55227 8 | |
| 19865 | 30826 27030 55227 9 | |
| 19866 | 128724 96947 27566 9 | |
| 19867 | 777 14356 27566 9 | |
| 19868 | 22737 17177 59847 8 | |
| 19869 | 218388 29585 64114 8 | |
| 19870 | 793 14569 51138 10 | |
| 19871 | 215781 16072 51938 7 | |
| 19872 | 222021 55981 58472 9 | |
| 19873 | 164058 32646 58472 9 | |
| 19874 | 217304 23917 51623 9 | |
| 19875 | 69516 82761 51623 8 | |
| 19876 | 113473 81769 60130 10 | |
| 19877 | 36082 28 60130 10 | |
| 19878 | 309327 261 55111 9 | |
| 19879 | 310605 7963 53985 12 | |
| 19880 | 99749 100522 53985 11 | |
| 19881 | 164351 35234 39022 10 | |
| 19882 | 4894 57367 39022 11 | |
| 19883 | 8382 17309 60386 10 | |
| 19884 | 299952 63186 68549 11 | |
| 19885 | 110158 56318 68549 11 | |
| 19886 | 70385 100425 40160 11 | |
| 19887 | 27717 73017 40160 11 | |
| 19888 | 21935 7859 69252 10 | |
| 19889 | 182015 47227 62869 9 | |
| 19890 | 157294 99119 62869 9 | |
| 19891 | 99506 95993 55209 9 | |
| 19892 | 36200 5288 55209 9 | |
| 19893 | 195406 10109 71000 10 | |
| 19894 | 84807 95649 71000 10 | |
| 19895 | 121266 35899 62446 9 | |
| 19896 | 13445 75427 62446 9 | |
| 19897 | 3864 46171 50158 9 | |
| 19898 | 280784 61904 36703 10 | |
| 19899 | 135544 33589 3718 11 | |
| 19900 | 30073 19873 3718 11 | |
| 19901 | 274881 20071 51786 11 | |
| 19902 | 114368 100867 51786 11 | |
| 19903 | 99252 91083 31377 12 | |
| 19904 | 44340 18642 31377 12 | |
| 19905 | 31466 33413 54911 8 | |
| 19906 | 173956 208 49957 10 | |
| 19907 | 156518 82160 69398 12 | |
| 19908 | 14389 1319 69398 12 | |
| 19909 | 299583 60085 40148 7 | |
| 19910 | 36090 246 22519 12 | |
| 19911 | 37247 18197 40691 9 | |
| 19912 | 174409 2706 44711 10 | |
| 19913 | 142968 97214 44711 10 | |
| 19914 | 214974 12549 28634 10 | |
| 19915 | 69428 80926 28634 10 | |
| 19916 | 291865 9984 41448 10 | |
| 19917 | 128701 96675 41448 10 | |
| 19918 | 142944 96736 43939 11 | |
| 19919 | 2660 31931 43939 11 | |
| 19920 | 69861 89852 40454 11 | |
| 19921 | 55190 59057 40454 11 | |
| 19922 | 201658 48242 47223 9 | |
| 19923 | 121006 33832 47223 8 | |
| 19924 | 274709 19376 70581 8 | |
| 19925 | 69906 90585 70581 8 | |
| 19926 | 69955 91450 70749 12 | |
| 19927 | 38198 27527 70749 11 | |
| 19928 | 140599 65176 49845 9 | |
| 19929 | 1171 18315 49845 9 | |
| 19930 | 237222 26214 30704 8 | |
| 19931 | 85082 100454 30704 8 | |
| 19932 | 281274 65851 17211 7 | |
| 19933 | 202458 54613 41894 10 | |
| 19934 | 236768 24102 59271 7 | |
| 19935 | 279943 54941 60117 7 | |
| 19936 | 37952 25235 48006 7 | |
| 19937 | 39031 37400 63321 8 | |
| 19938 | 279818 53996 31082 8 | |
| 19939 | 171252 82451 31082 8 | |
| 19940 | 84167 81860 22031 8 | |
| 19941 | 2458 30162 22031 8 | |
| 19942 | 253169 8399 70942 9 | |
| 19943 | 51579 20586 31037 11 | |
| 19944 | 274464 18123 41758 11 | |
| 19945 | 114346 100424 41758 11 | |
| 19946 | 149734 32682 47652 10 | |
| 19947 | 52498 29371 47652 10 | |
| 19948 | 236469 22399 71774 8 | |
| 19949 | 127576 74401 71774 8 | |
| 19950 | 99404 94212 71567 9 | |
| 19951 | 10259 36793 71567 9 | |
| 19952 | 143097 99701 73947 10 | |
| 19953 | 15078 12900 73947 11 | |
| 19954 | 98793 80759 28928 10 | |
| 19955 | 56210 71917 28928 10 | |
| 19956 | 279783 53776 44789 9 | |
| 19957 | 143008 98240 44789 9 | |
| 19958 | 114209 97606 30023 9 | |
| 19959 | 7673 9458 30023 9 | |
| 19960 | 223595 67930 30170 9 | |
| 19961 | 84645 92437 30170 9 | |
| 19962 | 256850 26945 52364 7 | |
| 19963 | 171169 80765 52364 7 | |
| 19964 | 157457 102107 49003 10 | |
| 19965 | 53054 36478 49003 10 | |
| 19966 | 178113 22067 38575 11 | |
| 19967 | 70418 100950 38575 11 | |
| 19968 | 199103 29347 58830 10 | |
| 19969 | 117758 15543 58830 10 | |
| 19970 | 216748 20557 49386 9 | |
| 19971 | 164218 34024 49386 8 | |
| 19972 | 216130 17548 45711 9 | |
| 19973 | 114361 100680 45711 9 | |
| 19974 | 69844 89555 54842 9 | |
| 19975 | 32679 47230 54842 9 | |
| 19976 | 176577 14233 50265 10 | |
| 19977 | 91900 33907 50265 10 | |
| 19978 | 202700 56348 39173 8 | |
| 19979 | 69913 90777 39173 8 | |
| 19980 | 98831 81646 21560 10 | |
| 19981 | 32550 45996 21560 10 | |
| 19982 | 312532 17731 47354 9 | |
| 19983 | 174500 3073 40988 11 | |
| 19984 | 80536 53171 40988 11 | |
| 19985 | 296819 37937 104065 11 | |
| 19986 | 167608 54258 104065 11 | |
| 19987 | 168246 57864 56004 10 | |
| 19988 | 54591 52899 56004 10 | |
| 19989 | 176948 16177 31597 8 | |
| 19990 | 278542 43359 44488 7 | |
| 19991 | 91918 34226 44488 7 | |
| 19992 | 204304 68198 70186 9 | |
| 19993 | 253534 10425 53646 13 | |
| 19994 | 128779 97962 53646 13 | |
| 19995 | 2623 31624 70930 16 | |
| 19996 | 20275 70263 29290 10 | |
| 19997 | 217457 24820 42943 9 | |
| 19998 | 184242 64204 63769 7 | |
| 19999 | 106410 32660 63769 7 | |
| 20000 | 282894 78107 39014 11 | |
| 20001 | 129709 109686 39014 12 | |
| 20002 | 222698 60906 45892 6 | |
| 20003 | 142259 81359 45892 6 | |
| 20004 | 171998 98420 61978 8 | |
| 20005 | 44682 21923 61978 8 | |
| 20006 | 69940 91198 38689 7 | |
| 20007 | 7576 7865 38689 7 | |
| 20008 | 261398 60472 45364 9 | |
| 20009 | 5816 69086 9755 10 | |
| 20010 | 277003 32869 63855 8 | |
| 20011 | 45044 25498 49510 11 | |
| 20012 | 203864 65193 54401 11 | |
| 20013 | 175776 10274 53629 9 | |
| 20014 | 48630 68326 55364 9 | |
| 20015 | 214758 11536 59563 12 | |
| 20016 | 31462 33337 23928 11 | |
| 20017 | 254690 15872 61641 9 | |
| 20018 | 45992 36512 23162 10 | |
| 20019 | 313855 24428 48082 6 | |
| 20020 | 217327 24142 59368 6 | |
| 20021 | 84904 97069 72118 7 | |
| 20022 | 52189 26614 72118 8 | |
| 20023 | 70374 100194 44373 7 | |
| 20024 | 22809 17869 44373 7 | |
| 20025 | 178448 23970 42439 9 | |
| 20026 | 240318 48113 47885 8 | |
| 20027 | 66404 57012 47885 8 | |
| 20028 | 99199 89971 47389 10 | |
| 20029 | 23656 26272 47389 10 | |
| 20030 | 157035 93675 59708 9 | |
| 20031 | 44304 18232 59708 9 | |
| 20032 | 217804 26463 51297 14 | |
| 20033 | 20698 77985 115005 15 | |
| 20034 | 37072 16366 46228 11 | |
| 20035 | 14675 7915 31470 11 | |
| 20036 | 9010 23052 44695 9 | |
| 20037 | 31593 35622 37146 9 | |
| 20038 | 296946 38811 41086 9 | |
| 20039 | 196778 17304 24297 9 | |
| 20040 | 298507 51085 43906 12 | |
| 20041 | 47108 48954 20633 9 | |
| 20042 | 36632 11641 45987 23 | |
| 20043 | 199470 32129 71756 7 | |
| 20044 | 179435 29321 54933 6 | |
| 20045 | 178125 22117 44903 8 | |
| 20046 | 350585 44437 41913 7 | |
| 20047 | 7624 8773 41913 7 | |
| 20048 | 350487 41913 44437 7 | |
| 20049 | 2383 29526 44437 17 | |
| 20050 | 40832 57270 45627 201 | |
| 20051 | 318186 54071 46094 9 | |
| 20052 | 50974 14733 60236 9 | |
| 20053 | 242379 64125 41754 8 | |
| 20054 | 556 11720 62909 9 | |
| 20055 | 38199 27529 39071 11 | |
| 20056 | 300921 70362 40068 12 | |
| 20057 | 84874 96480 58323 12 | |
| 20058 | 48514 66214 58323 12 | |
| 20059 | 178654 25056 47256 12 | |
| 20060 | 100813 112230 47256 12 | |
| 20061 | 16288 24962 30299 12 | |
| 20062 | 216691 20223 61823 10 | |
| 20063 | 310495 7444 36711 37 | |
| 20064 | 194135 2600 16065 7 | |
| 20065 | 182890 53586 47451 34 | |
| 20066 | 205402 76599 105830 71 | |
| 20067 | 262954 71690 3086 19 | |
| 20068 | 1887 25029 10750 10 | |
| 20069 | 2913 36093 1255 8 | |
| 20070 | 318439 56273 88596 8 | |
| 20071 | 231488 112208 117727 14 | |
| 20072 | 303635 86767 114451 66 | |
| 20073 | 67049 61013 114451 83 | |
| 20074 | 315963 37051 87382 38 | |
| 20075 | 193138 113627 115011 7 | |
| 20076 | 271923 4900 83634 60 | |
| 20077 | 252477 4444 84929 37 | |
| 20078 | 171374 84928 84929 42 | |
| 20079 | 359490 95542 33901 7 | |
| 20080 | 196319 15068 33901 32 | |
| 20081 | 190586 98281 28742 19 | |
| 20082 | 287331 99139 59766 20 | |
| 20083 | 152792 52181 59766 14 | |
| 20084 | 351617 70751 49488 11 | |
| 20085 | 10847 44047 47553 20 | |
| 20086 | 324242 91911 58724 18 | |
| 20087 | 194059 2166 51754 50 | |
| 20088 | 113889 90765 51754 11 | |
| 20089 | 42259 77634 44010 110 | |
| 20090 | 171666 91614 29262 11 | |
| 20091 | 50326 6286 29262 12 | |
| 20092 | 196020 13371 50936 132 | |
| 20093 | 172267 102873 50936 9 | |
| 20094 | 376548 64827 55812 12 | |
| 20095 | 210702 102184 55812 23 | |
| 20096 | 273191 12073 23954 10 | |
| 20097 | 187303 83610 57865 12 | |
| 20098 | 100550 109685 57865 12 | |
| 20099 | 310544 7646 86784 11 | |
| 20100 | 144947 117664 86784 8 | |
| 20101 | 165255 41158 57634 11 | |
| 20102 | 20727 83045 57634 10 | |
| 20103 | 265296 85506 114450 18 | |
| 20104 | 194174 2760 2084 20 | |
| 20105 | 205180 74989 68382 113 | |
| 20106 | 174612 3682 78769 23 | |
| 20107 | 225064 78628 37113 39 | |
| 20108 | 277706 36980 3296 32 | |
| 20109 | 246286 88216 117725 29 | |
| 20110 | 238867 36998 2119 67 | |
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| 21649 | 105743 29090 71450 47 | |
| 21650 | 54273 49706 71450 46 | |
| 21651 | 129631 108971 108062 3 | |
| 21652 | 269808 108062 108971 3 | |
| 21653 | 241022 53172 70344 5 | |
| 21654 | 126775 69207 70344 5 | |
| 21655 | 366951 1496 95923 15 |