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|caption=<small>''Pastaba: užvedę žymeklį pamatysite kiekvieno diagramos elemento vertę''</small>
|bars=
{{bar stacked|02-28|{{nobr|1 (±0; ±0 %)}}|orange|{{#expr:1/650655}}|skyblue|0|red|0|collapsed=yes|id=vasaris}}
{{bar stacked|03-10|{{nobr|3 (+2; +300 %)}}|orange|{{#expr:3/650655}}|skyblue|0|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-13|{{nobr|6 (+3; +100 %)}}|orange|{{#expr:6/650655}}|skyblue|0|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-14|{{nobr|7 (+1; +17 %)}}|orange|{{#expr:7/650655}}|skyblue|1|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-15|{{nobr|12 (+5; +71 %)}}|orange|{{#expr:11/650655}}|title1=11|skyblue|1|title2=1|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-16|{{nobr|18 (+6; +50 %)}}|orange|{{#expr:17/650655}}|title1=17|skyblue|1|title2=1|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-17|{{nobr|26 (+9; +53 %)}}|orange|{{#expr:25/650655}}|title1=25|skyblue|1|title2=1|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-18|{{nobr|34 (+8; +31 %)}}|orange|{{#expr:33/650655}}|title1=33|skyblue|1|title2=1|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-19|{{nobr|48 (+14; +41 %)}}|orange|{{#expr:47/650655}}|title1=47|skyblue|1|title2=1|red|0|collapsed=yes|id=kovas}}
{{bar stacked|03-20|{{nobr|69 (+21; +44 %)}}|orange|{{#expr:67/650655}}|title1=67|skyblue|1|title2=1|red|1|title3=1|collapsed=yes|id=kovas}}
{{bar stacked|03-21|{{nobr|99 (+30; +43 %)}}|orange|{{#expr:97/650655}}|title1=97|skyblue|1|title2=1|red|1|title3=1|collapsed=yes|id=kovas}}
{{bar stacked|03-22|{{nobr|143 (+44; +44 %)}}|orange|{{#expr:141/650655}}|title1=141|skyblue|1|title2=1|red|1|title3=1|collapsed=yes|id=kovas}}
{{bar stacked|03-23|{{nobr|179 (+36; +25 %)}}|orange|{{#expr:177/650655}}|title1=177|skyblue|1|title2=1|red|1|title3=1|collapsed=yes|id=kovas}}
{{bar stacked|03-24|{{nobr|209 (+30; +17 %)}}|orange|{{#expr:206/650655}}|title1=206|skyblue|1|title2=1|red|{{#expr:ceil(2/650655)}}|title3=2|collapsed=yes|id=kovas}}
{{bar stacked|03-25|{{nobr|274 (+65; +31 %)}}|orange|{{#expr:269/650655}}|title1=269|skyblue|1|title2=1|red|{{#expr:ceil(4/650655)}}|title3=4|collapsed=yes|id=kovas}}
{{bar stacked|03-26|{{nobr|345 (+71; +26 %)}}|orange|{{#expr:340/650655}}|title1=340|skyblue|1|title2=1|red|{{#expr:ceil(4/650655)}}|title3=4|collapsed=yes|id=kovas}}
{{bar stacked|03-27|{{nobr|382 (+37; +11 %)}}|orange|{{#expr:376/650655}}|title1=376|skyblue|1|title2=1|red|{{#expr:ceil(5/650655)}}|title3=5|collapsed=yes|id=kovas}}
{{bar stacked|03-28|{{nobr|437 (+55; +14 %)}}|orange|{{#expr:429/650655}}|title1=429|skyblue|1|title2=1|red|{{#expr:ceil(7/650655)}}|title3=7|collapsed=yes|id=kovas}}
{{bar stacked|03-29|{{nobr|484 (+47; +11 %)}}|orange|{{#expr:476/650655}}|title1=476|skyblue|1|title2=1|red|{{#expr:ceil(7/650655)}}|title3=7|collapsed=yes|id=kovas}}
{{bar stacked|03-30|{{nobr|533 (+49; +10 %)}}|orange|{{#expr:(533-7-7)/650655}}|title1=519|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(7/650655)}}|title3=7|collapsed=yes|id=kovas}}
{{bar stacked|03-31|{{nobr|581 (+48; +9,0 %)}}|orange|{{#expr:(581-7-8)/650655}}|title1=566|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(8/650655)}}|title3=8|collapsed=yes|id=kovas}}
{{bar stacked|04-01|{{nobr|649 (+68; +12 %)}}|orange|{{#expr:(649-7-8)/650655}}|title1=634|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(8/650655)}}|title3=8|collapsed=yes|id=balandis}}
{{bar stacked|04-02|{{nobr|696 (+47; +7,2 %)}}|orange|{{#expr:(696-7-9)/650655}}|title1=680|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(9/650655)}}|title3=9|collapsed=yes|id=balandis}}
{{bar stacked|04-03|{{nobr|771 (+75; +11 %)}}|orange|{{#expr:(771-7-9)/650655}}|title1=755|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(9/650655)}}|title3=9|collapsed=yes|id=balandis}}
{{bar stacked|04-04|{{nobr|811 (+40; +5,2 %)}}|orange|{{#expr:(811-7-11)/650655}}|title1=793|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(11/650655)}}|title3=11|collapsed=yes|id=balandis}}
{{bar stacked|04-05|{{nobr|843 (+32; +3,9 %)}}|orange|{{#expr:(843-7-14)/650655}}|title1=822|skyblue|{{#expr:ceil(7/650655)}}|title2=7|red|{{#expr:ceil(14/650655)}}|title3=14|collapsed=yes|id=balandis}}
{{bar stacked|04-06|{{nobr|880 (+37; +4,4 %)}}|orange|{{#expr:(880-8-15)/650655}}|title1=857|skyblue|{{#expr:ceil(8/650655)}}|title2=8|red|{{#expr:ceil(15/650655)}}|title3=15|collapsed=yes|id=balandis}}
{{bar stacked|04-07|{{nobr|912 (+32; +3,6 %)}}|orange|{{#expr:(912-8-15)/650655}}|title1=889|skyblue|{{#expr:ceil(8/650655)}}|title2=8|red|{{#expr:ceil(15/650655)}}|title3=15|collapsed=yes|id=balandis}}
{{bar stacked|04-08|{{nobr|955 (+42; +4,6 %)}}|orange|{{#expr:(955-8-15)/650655}}|title1=932|skyblue|{{#expr:ceil(8/650655)}}|title2=8|red|{{#expr:ceil(15/650655)}}|title3=15|collapsed=yes|id=balandis}}
{{bar stacked|04-09|{{nobr|999 (+44; +4,6 %)}}|orange|{{#expr:(999-8-22)/650655}}|title1=969|skyblue|{{#expr:ceil(8/650655)}}|title2=8|red|{{#expr:ceil(22/650655)}}|title3=22|collapsed=yes|id=balandis}}
{{bar stacked|04-10|{{nobr|1026 (+27; +2,7 %)}}|orange|{{#expr:(1026-54-23)/650655}}|title1=949|skyblue|{{#expr:ceil(54/650655)}}|title2=54|red|{{#expr:ceil(23/650655)}}|title3=23|collapsed=yes|id=balandis}}
{{bar stacked|04-11|{{nobr|1053 (+27; +2,6 %)}}|orange|{{#expr:(1053-97-23)/650655}}|title1=933|skyblue|{{#expr:ceil(97/650655)}}|title2=97|red|{{#expr:ceil(23/650655)}}|title3=23|collapsed=yes|id=balandis}}
{{bar stacked|04-12|{{nobr|1062 (+9; +0,85 %)}}|orange|{{#expr:(1062-101-24)/650655}}|title1=937|skyblue|{{#expr:ceil(101/650655)}}|title2=101|red|{{#expr:ceil(24/650655)}}|title3=24|collapsed=yes|id=balandis}}
{{bar stacked|04-13|{{nobr|1070 (+8; +0,75 %)}}|orange|{{#expr:(1070-101-24)/650655}}|title1=945|skyblue|{{#expr:ceil(101/650655)}}|title2=101|red|{{#expr:ceil(24/650655)}}|title3=24|collapsed=yes|id=balandis}}
{{bar stacked|04-14|{{nobr|1091 (+21; +1,9 %)}}|orange|{{#expr:(1091-138-29)/650655}}|title1=924|skyblue|{{#expr:ceil(138/650655)}}|title2=138|red|{{#expr:ceil(29/650655)}}|title3=29|collapsed=yes|id=balandis}}
{{bar stacked|04-15|{{nobr|1128 (+37; +3,4 %)}}|orange|{{#expr:(1128-178-30)/650655}}|title1=920|skyblue|{{#expr:ceil(178/650655)}}|title2=178|red|{{#expr:ceil(30/650655)}}|title3=30|collapsed=yes|id=balandis}}
{{bar stacked|04-16|{{nobr|1149 (+21; +1,9 %)}}|orange|{{#expr:(1149-210-32)/650655}}|title1=907|skyblue|{{#expr:ceil(210/650655)}}|title2=210|red|{{#expr:ceil(32/650655)}}|title3=32|collapsed=yes|id=balandis}}
{{bar stacked|04-17|{{nobr|1239 (+90; +7,8 %)}}|orange|{{#expr:(1239-228-33)/650655}}|title1={{#expr:1239-228-33}}|skyblue|{{#expr:ceil(228/650655)}}|title2=228|red|{{#expr:ceil(33/650655)}}|title3=33|collapsed=yes|id=balandis}}
{{bar stacked|04-18|{{nobr|1298 (+59; +4,8 %)}}|orange|{{#expr:(1298-242-33)/650655}}|title1={{#expr:1298-242-33}}|skyblue|{{#expr:ceil(242/650655)}}|title2=242|red|{{#expr:ceil(33/650655)}}|title3=33|collapsed=yes|id=balandis}}
{{bar stacked|04-19|{{nobr|1326 (+28; +2,1 %)}}|orange|{{#expr:(1326-242-36)/650655}}|title1={{#expr:1326-242-36}}|skyblue|{{#expr:ceil(242/650655)}}|title2=242|red|{{#expr:ceil(36/650655)}}|title3=36|collapsed=yes|id=balandis}}
{{bar stacked|04-20|{{nobr|1348 (+22; +1,6 %)}}|orange|{{#expr:(1348-298-37)/650655}}|title1={{#expr:1348-298-37}}|skyblue|{{#expr:ceil(298/650655)}}|title2=298|red|{{#expr:ceil(37/650655)}}|title3=37|collapsed=yes|id=balandis}}
{{bar stacked|04-21|{{nobr|1370 (+20; +1,5 %)}}|orange|{{#expr:(1370-357-38)/650655}}|title1={{#expr:1370-357-38}}|skyblue|{{#expr:ceil(357/650655)}}|title2=357|red|{{#expr:ceil(38/650655)}}|title3=38|collapsed=yes|id=balandis}}
{{bar stacked|04-22|{{nobr|1398 (+28; +2,0 %)}}|orange|{{#expr:(1398-399-38)/650655}}|title1={{#expr:1398-399-38}}|skyblue|{{#expr:ceil(399/650655)}}|title2=399|red|{{#expr:ceil(38/650655)}}|title3=38|collapsed=yes|id=balandis}}
{{bar stacked|04-23|{{nobr|1410 (+12; +0,86 %)}}|orange|{{#expr:(1410-430-40)/650655}}|title1={{#expr:1410-430-40}}|skyblue|{{#expr:ceil(430/650655)}}|title2=430|red|{{#expr:ceil(40/650655)}}|title3=40|collapsed=yes|id=balandis}}
{{bar stacked|04-24|{{nobr|1426 (+16; +1,1 %)}}|orange|{{#expr:(1426-460-41)/650655}}|title1={{#expr:1426-460-41}}|skyblue|{{#expr:ceil(460/650655)}}|title2=460|red|{{#expr:ceil(41/650655)}}|title3=41|collapsed=yes|id=balandis}}
{{bar stacked|04-25|{{nobr|1438 (+12; +0,84 %)}}|orange|{{#expr:(1438-467-41)/650655}}|title1={{#expr:1438-467-41}}|skyblue|{{#expr:ceil(467/650655)}}|title2=467|red|{{#expr:ceil(41/650655)}}|title3=41|collapsed=yes|id=balandis}}
{{bar stacked|04-26|{{nobr|1449 (+11; +0,76 %)}}|orange|{{#expr:(1449-474-41)/650655}}|title1={{#expr:1449-474-41}}|skyblue|{{#expr:ceil(474/650655)}}|title2=474|red|{{#expr:ceil(41/650655)}}|title3=41|collapsed=yes|id=balandis}}
{{bar stacked|04-27<small><ref>Sveikatos apsaugos ministerijos patikslintas atvejų skaičius, nes iki šiol buvo teikta informacija apie teigiamus laboratorinių tyrimų rezultatus, o ne teigiamus atvejus (žmones).</ref></small>|{{nobr|1344 (+5; +0,37 %)}}|orange|{{#expr:(1344-536-44)/650655}}|title1={{#expr:1344-536-44}}|skyblue|{{#expr:ceil(536/650655)}}|title2=536|red|{{#expr:ceil(44/650655)}}|title3=44|collapsed=yes|id=balandis}}
{{bar stacked|04-28|{{nobr|1375 (+31; +2,3 %)}}|orange|{{#expr:(1375-563-45)/650655}}|title1={{#expr:1375-563-45}}|skyblue|{{#expr:ceil(563/650655)}}|title2=563|red|{{#expr:ceil(45/650655)}}|title3=45|collapsed=yes|id=balandis}}
{{bar stacked|04-29|{{nobr|1385 (+10; +0,73 %)}}|orange|{{#expr:(1385-589-45)/650655}}|title1={{#expr:1385-589-45}}|skyblue|{{#expr:ceil(589/650655)}}|title2=589|red|{{#expr:ceil(45/650655)}}|title3=45|collapsed=yes|id=balandis}}
{{bar stacked|04-30|{{nobr|1399 (+14; +1,0 %)}}|orange|{{#expr:(1399-594-45)/650655}}|title1={{#expr:1399-594-45}}|skyblue|{{#expr:ceil(594/650655)}}|title2=594|red|{{#expr:ceil(45/650655)}}|title3=45|collapsed=yes|id=balandis}}
{{bar stacked|05-01|{{nobr|1406 (+7; +0,5 %)}}|orange|{{#expr:(1406-632-46)/650655}}|title1={{#expr:1406-632-46}}|skyblue|{{#expr:ceil(632/650655)}}|title2=632|red|{{#expr:ceil(46/650655)}}|title3=46|collapsed=yes|id=geguze}}
{{bar stacked|05-02|{{nobr|1410 (+4; +0,28 %)}}|orange|{{#expr:(1410-635-46)/650655}}|title1={{#expr:1410-635-46}}|skyblue|{{#expr:ceil(635/650655)}}|title2=635|red|{{#expr:ceil(46/650655)}}|title3=46|collapsed=yes|id=geguze}}
{{bar stacked|05-03|{{nobr|1419 (+9; +0,64 %)}}|orange|{{#expr:(1419-638-46)/650655}}|title1={{#expr:1419-638-46}}|skyblue|{{#expr:ceil(638/650655)}}|title2=638|red|{{#expr:ceil(46/650655)}}|title3=46|collapsed=yes|id=geguze}}
{{bar stacked|05-04|{{nobr|1423 (+4; +0,28 %)}}|orange|{{#expr:(1423-678-46)/650655}}|title1={{#expr:1423-678-46}}|skyblue|{{#expr:ceil(678/650655)}}|title2=678|red|{{#expr:ceil(46/650655)}}|title3=46|collapsed=yes|id=geguze}}
{{bar stacked|05-05|{{nobr|1428 (+5; +0,35 %)}}|orange|{{#expr:(1428-718-48)/650655}}|title1={{#expr:1428-718-48}}|skyblue|{{#expr:ceil(718/650655)}}|title2=718|red|{{#expr:ceil(48/650655)}}|title3=48|collapsed=yes|id=geguze}}
{{bar stacked|05-06|{{nobr|1433 (+5; +0,35 %)}}|orange|{{#expr:(1433-739-49)/650655}}|title1={{#expr:1433-739-49}}|skyblue|{{#expr:ceil(739/650655)}}|title2=739|red|{{#expr:ceil(49/650655)}}|title3=49|collapsed=yes|id=geguze}}
{{bar stacked|05-07|{{nobr|1436 (+3; +0,21 %)}}|orange|{{#expr:(1436-765-49)/650655}}|title1={{#expr:1436-765-49}}|skyblue|{{#expr:ceil(765/650655)}}|title2=765|red|{{#expr:ceil(49/650655)}}|title3=49|collapsed=yes|id=geguze}}
{{bar stacked|05-08|{{nobr|1444 (+8; +0,56 %)}}|orange|{{#expr:(1444-828-49)/650655}}|title1={{#expr:1444-828-49}}|skyblue|{{#expr:ceil(828/650655)}}|title2=828|red|{{#expr:ceil(49/650655)}}|title3=49|collapsed=yes|id=geguze}}
{{bar stacked|05-09|{{nobr|1479 (+35; +2,4 %)}}|orange|{{#expr:(1479-828-50)/650655}}|title1={{#expr:1479-828-50}}|skyblue|{{#expr:ceil(828/650655)}}|title2=828|red|{{#expr:ceil(50/650655)}}|title3=50|collapsed=yes|id=geguze}}
{{bar stacked|05-10|{{nobr|1485 (+6; +0,40 %)}}|orange|{{#expr:(1485-833-50)/650655}}|title1={{#expr:1485-833-50}}|skyblue|{{#expr:ceil(833/650655)}}|title2=833|red|{{#expr:ceil(50/650655)}}|title3=50|collapsed=yes|id=geguze}}
{{bar stacked|05-11|{{nobr|1491 (+6; +0,40 %)}}|orange|{{#expr:(1491-850-50)/650655}}|title1={{#expr:1491-850-50}}|skyblue|{{#expr:ceil(850/650655)}}|title2=850|red|{{#expr:ceil(50/650655)}}|title3=50|collapsed=yes|id=geguze}}
{{bar stacked|05-12|{{nobr|1505 (+14; +0,94 %)}}|orange|{{#expr:(1505-908-54)/650655}}|title1={{#expr:1505-908-54}}|skyblue|{{#expr:ceil(908/650655)}}|title2=908|red|{{#expr:ceil(54/650655)}}|title3=54|collapsed=yes|id=geguze}}
{{bar stacked|05-13|{{nobr|1511 (+6; +0,39 %)}}|orange|{{#expr:(1511-934-54)/650655}}|title1={{#expr:1511-934-54}}|skyblue|{{#expr:ceil(934/650655)}}|title2=934|red|{{#expr:ceil(54/650655)}}|title3=54|collapsed=yes|id=geguze}}
{{bar stacked|05-14|{{nobr|1523 (+12; +0,79 %)}}|orange|{{#expr:(1523-965-54)/650655}}|title1={{#expr:1523-965-54}}|skyblue|{{#expr:ceil(965/650655)}}|title2=965|red|{{#expr:ceil(54/650655)}}|title3=54|collapsed=yes|id=geguze}}
{{bar stacked|05-15|{{nobr|1534 (+11; +0,72 %)}}|orange|{{#expr:(1534-988-55)/650655}}|title1={{#expr:1534-988-55}}|skyblue|{{#expr:ceil(988/650655)}}|title2=988|red|{{#expr:ceil(55/650655)}}|title3=55|collapsed=yes|id=geguze}}
{{bar stacked|05-16|{{nobr|1541 (+7; +0,46 %)}}|orange|{{#expr:(1541-997-56)/650655}}|title1={{#expr:1541-997-56}}|skyblue|{{#expr:ceil(997/650655)}}|title2=997|red|{{#expr:ceil(56/650655)}}|title3=56|collapsed=yes|id=geguze}}
{{bar stacked|05-17|{{nobr|1547 (+6; +0,39 %)}}|orange|{{#expr:(1547-997-59)/650655}}|title1={{#expr:1547-997-59}}|skyblue|{{#expr:ceil(997/650655)}}|title2=997|red|{{#expr:ceil(59/650655)}}|title3=59|collapsed=yes|id=geguze}}
{{bar stacked|05-18|{{nobr|1562 (+15; +0,97 %)}}|orange|{{#expr:(1562-1025-60)/650655}}|title1={{#expr:1562-1025-60}}|skyblue|{{#expr:ceil(1025/650655)}}|title2=1025|red|{{#expr:ceil(60/650655)}}|title3=60|collapsed=yes|id=geguze}}
{{bar stacked|05-19|{{nobr|1577 (+15; +0,96 %)}}|orange|{{#expr:(1577-1049-60)/650655}}|title1={{#expr:1577-1049-60}}|skyblue|{{#expr:ceil(1049/650655)}}|title2=1049|red|{{#expr:ceil(60/650655)}}|title3=60|collapsed=yes|id=geguze}}
{{bar stacked|05-20|{{nobr|1593 (+16; +1,0 %)}}|orange|{{#expr:(1593-1049-61)/650655}}|title1={{#expr:1593-1049-61}}|skyblue|{{#expr:ceil(1049/650655)}}|title2=1049|red|{{#expr:ceil(61/650655)}}|title3=61|collapsed=yes|id=geguze}}
{{bar stacked|05-21|{{nobr|1604 (+11; +0,69 %)}}|orange|{{#expr:(1604-1111-61)/650655}}|title1={{#expr:1604-1111-61}}|skyblue|{{#expr:ceil(1111/650655)}}|title2=1111|red|{{#expr:ceil(61/650655)}}|title3=61|collapsed=yes|id=geguze}}
{{bar stacked|05-22|{{nobr|1616 (+12; +0,75 %)}}|orange|{{#expr:(1616-1135-63)/650655}}|title1={{#expr:1616-1135-63}}|skyblue|{{#expr:ceil(1135/650655)}}|title2=1135|red|{{#expr:ceil(63/650655)}}|title3=63|collapsed=yes|id=geguze}}
{{bar stacked|05-23|{{nobr|1623 (+7; +0,43 %)}}|orange|{{#expr:(1623-1138-63)/650655}}|title1={{#expr:1623-1138-63}}|skyblue|{{#expr:ceil(1138/650655)}}|title2=1138|red|{{#expr:ceil(63/650655)}}|title3=63|collapsed=yes|id=geguze}}
{{bar stacked|05-24|{{nobr|1635 (+12; +0,74 %)}}|orange|{{#expr:(1635-1138-63)/650655}}|title1={{#expr:1635-1138-63}}|skyblue|{{#expr:ceil(1138/650655)}}|title2=1138|red|{{#expr:ceil(63/650655)}}|title3=63|collapsed=yes|id=geguze}}
{{bar stacked|05-25|{{nobr|1639 (+4; +0,24 %)}}|orange|{{#expr:(1639-1165-65)/650655}}|title1={{#expr:1639-1165-65}}|skyblue|{{#expr:ceil(1165/650655)}}|title2=1165|red|{{#expr:ceil(65/650655)}}|title3=65|collapsed=yes|id=geguze}}
{{bar stacked|05-26|{{nobr|1647 (+8; +0,49 %)}}|orange|{{#expr:(1647-1184-66)/650655}}|title1={{#expr:1647-1184-66}}|skyblue|{{#expr:ceil(1184/650655)}}|title2=1184|red|{{#expr:ceil(66/650655)}}|title3=66|collapsed=yes|id=geguze}}
{{bar stacked|05-27|{{nobr|1656 (+9; +0,55 %)}}|orange|{{#expr:(1656-1193-68)/650655}}|title1={{#expr:1656-1193-68}}|skyblue|{{#expr:ceil(1193/650655)}}|title2=1193|red|{{#expr:ceil(68/650655)}}|title3=68|collapsed=yes|id=geguze}}
{{bar stacked|05-28|{{nobr|1662 (+6; +0,36 %)}}|orange|{{#expr:(1662-1216-68)/650655}}|title1={{#expr:1662-1216-68}}|skyblue|{{#expr:ceil(1216/650655)}}|title2=1216|red|{{#expr:ceil(68/650655)}}|title3=68|collapsed=yes|id=geguze}}
{{bar stacked|05-29|{{nobr|1670 (+8; +0,48 %)}}|orange|{{#expr:(1670-1229-70)/650655}}|title1={{#expr:1670-1229-70}}|skyblue|{{#expr:ceil(1229/650655)}}|title2=1229|red|{{#expr:ceil(70/650655)}}|title3=70|collapsed=yes|id=geguze}}
{{bar stacked|05-30|{{nobr|1675 (+5; +0,30 %)}}|orange|{{#expr:(1675-1236-70)/650655}}|title1={{#expr:1675-1236-70}}|skyblue|{{#expr:ceil(1236/650655)}}|title2=1236|red|{{#expr:ceil(70/650655)}}|title3=70|collapsed=yes|id=geguze}}
{{bar stacked|05-31|{{nobr|1678 (+3; +0,18 %)}}|orange|{{#expr:(1678-1236-70)/650655}}|title1={{#expr:1678-1236-70}}|skyblue|{{#expr:ceil(1236/650655)}}|title2=1236|red|{{#expr:ceil(70/650655)}}|title3=70|collapsed=yes|id=geguze}}
{{bar stacked|06-01|{{nobr|1682 (+4; +0,24 %)}}|orange|{{#expr:(1682-1249-71)/650655}}|title1={{#expr:1682-1249-71}}|skyblue|{{#expr:ceil(1249/650655)}}|title2=1249|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-02|{{nobr|1684 (+2; +0,12 %)}}|orange|{{#expr:(1684-1260-71)/650655}}|title1={{#expr:1684-1260-71}}|skyblue|{{#expr:ceil(1260/650655)}}|title2=1260|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-03|{{nobr|1687 (+3; +0,18 %)}}|orange|{{#expr:(1687-1273-71)/650655}}|title1={{#expr:1687-1273-71}}|skyblue|{{#expr:ceil(1273/650655)}}|title2=1273|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-04|{{nobr|1694 (+7; +0,41 %)}}|orange|{{#expr:(1694-1302-71)/650655}}|title1={{#expr:1694-1302-71}}|skyblue|{{#expr:ceil(1302/650655)}}|title2=1302|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-05|{{nobr|1705 (+11; +0,65 %)}}|orange|{{#expr:(1705-1321-71)/650655}}|title1={{#expr:1705-1321-71}}|skyblue|{{#expr:ceil(1321/650655)}}|title2=1321|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-06|{{nobr|1714 (+9; +0,53 %)}}|orange|{{#expr:(1714-1328-71)/650655}}|title1={{#expr:1714-1328-71}}|skyblue|{{#expr:ceil(1328/650655)}}|title2=1328|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-07|{{nobr|1720 (+6; +0,35 %)}}|orange|{{#expr:(1720-1331-71)/650655}}|title1={{#expr:1720-1331-71}}|skyblue|{{#expr:ceil(1331/650655)}}|title2=1331|red|{{#expr:ceil(71/650655)}}|title3=71|collapsed=yes|id=birzelis}}
{{bar stacked|06-08|{{nobr|1727 (+7; +0,41 %)}}|orange|{{#expr:(1727-1338-72)/650655}}|title1={{#expr:1727-1338-72}}|skyblue|{{#expr:ceil(1338/650655)}}|title2=1338|red|{{#expr:ceil(72/650655)}}|title3=72|collapsed=yes|id=birzelis}}
{{bar stacked|06-09|{{nobr|1733 (+6; +0,35 %)}}|orange|{{#expr:(1733-1369-74)/650655}}|title1={{#expr:1733-1369-74}}|skyblue|{{#expr:ceil(1369/650655)}}|title2=1369|red|{{#expr:ceil(74/650655)}}|title3=74|collapsed=yes|id=birzelis}}
{{bar stacked|06-10|{{nobr|1752 (+19; +1,1 %)}}|orange|{{#expr:(1752-1372-74)/650655}}|title1={{#expr:1752-1372-74}}|skyblue|{{#expr:ceil(1372/650655)}}|title2=1372|red|{{#expr:ceil(74/650655)}}|title3=74|collapsed=yes|id=birzelis}}
{{bar stacked|06-11|{{nobr|1756 (+4; +0,23 %)}}|orange|{{#expr:(1756-1400-74)/650655}}|title1={{#expr:1756-1400-74}}|skyblue|{{#expr:ceil(1400/650655)}}|title2=1400|red|{{#expr:ceil(74/650655)}}|title3=74|collapsed=yes|id=birzelis}}
{{bar stacked|06-12|{{nobr|1763 (+7; +0,40 %)}}|orange|{{#expr:(1763-1416-75)/650655}}|title1={{#expr:1763-1416-75}}|skyblue|{{#expr:ceil(1416/650655)}}|title2=1416|red|{{#expr:ceil(75/650655)}}|title3=75|collapsed=yes|id=birzelis}}
{{bar stacked|06-13|{{nobr|1768 (+5; +0,28 %)}}|orange|{{#expr:(1768-1427-75)/650655}}|title1={{#expr:1768-1427-75}}|skyblue|{{#expr:ceil(1427/650655)}}|title2=1427|red|{{#expr:ceil(75/650655)}}|title3=75|collapsed=yes|id=birzelis}}
{{bar stacked|06-14|{{nobr|1773 (+5; +0,28 %)}}|orange|{{#expr:(1773-1429-76)/650655}}|title1={{#expr:1773-1429-76}}|skyblue|{{#expr:ceil(1429/650655)}}|title2=1429|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-15|{{nobr|1776 (+3; +0,17 %)}}|orange|{{#expr:(1776-1441-76)/650655}}|title1={{#expr:1776-1441-76}}|skyblue|{{#expr:ceil(1441/650655)}}|title2=1441|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-16|{{nobr|1778 (+2; +0,11 %)}}|orange|{{#expr:(1778-1447-76)/650655}}|title1={{#expr:1778-1447-76}}|skyblue|{{#expr:ceil(1447/650655)}}|title2=1447|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-17|{{nobr|1784 (+6; +0,34 %)}}|orange|{{#expr:(1784-1449-76)/650655}}|title1={{#expr:1784-1449-76}}|skyblue|{{#expr:ceil(1449/650655)}}|title2=1449|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-18|{{nobr|1792 (+8; +0,45 %)}}|orange|{{#expr:(1792-1462-76)/650655}}|title1={{#expr:1792-1462-76}}|skyblue|{{#expr:ceil(1462/650655)}}|title2=1462|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-19|{{nobr|1795 (+3; +0,17 %)}}|orange|{{#expr:(1795-1470-76)/650655}}|title1={{#expr:1795-1470-76}}|skyblue|{{#expr:ceil(1470/650655)}}|title2=1470|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-20|{{nobr|1798 (+3; +0,17 %)}}|orange|{{#expr:(1798-1475-76)/650655}}|title1={{#expr:1798-1475-76}}|skyblue|{{#expr:ceil(1475/650655)}}|title2=1475|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-21|{{nobr|1801 (+3; +0,17 %)}}|orange|{{#expr:(1801-1475-76)/650655}}|title1={{#expr:1801-1475-76}}|skyblue|{{#expr:ceil(1475/650655)}}|title2=1475|red|{{#expr:ceil(76/650655)}}|title3=76|collapsed=yes|id=birzelis}}
{{bar stacked|06-22|{{nobr|1803 (+2; +0,11 %)}}|orange|{{#expr:(1803-1483-77)/650655}}|title1={{#expr:1803-1483-77}}|skyblue|{{#expr:ceil(1483/650655)}}|title2=1483|red|{{#expr:ceil(77/650655)}}|title3=77|collapsed=yes|id=birzelis}}
{{bar stacked|06-23|{{nobr|1804 (+1; +0,06 %)}}|orange|{{#expr:(1804-1484-78)/650655}}|title1={{#expr:1804-1484-78}}|skyblue|{{#expr:ceil(1484/650655)}}|title2=1484|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-24|{{nobr|1806 (+2; +0,11 %)}}|orange|{{#expr:(1806-1494-78)/650655}}|title1={{#expr:1806-1494-78}}|skyblue|{{#expr:ceil(1494/650655)}}|title2=1494|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-25|{{nobr|1808 (+2; +0,11 %)}}|orange|{{#expr:(1808-1501-78)/650655}}|title1={{#expr:1808-1501-78}}|skyblue|{{#expr:ceil(1501/650655)}}|title2=1501|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-26|{{nobr|1813 (+5; +0,28 %)}}|orange|{{#expr:(1813-1503-78)/650655}}|title1={{#expr:1813-1503-78}}|skyblue|{{#expr:ceil(1503/650655)}}|title2=1503|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-27|{{nobr|1815 (+2; +0,11 %)}}|orange|{{#expr:(1815-1503-78)/650655}}|title1={{#expr:1815-1503-78}}|skyblue|{{#expr:ceil(1503/650655)}}|title2=1503|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-28|{{nobr|1816 (+1; +0,06 %)}}|orange|{{#expr:(1816-1512-78)/650655}}|title1={{#expr:1816-1512-78}}|skyblue|{{#expr:ceil(1512/650655)}}|title2=1512|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-29|{{nobr|1817 (+1; +0,06 %)}}|orange|{{#expr:(1817-1515-78)/650655}}|title1={{#expr:1817-1515-78}}|skyblue|{{#expr:ceil(1515/650655)}}|title2=1515|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|06-30|{{nobr|1818 (+1; +0,06 %)}}|orange|{{#expr:(1818-1524-78)/650655}}|title1={{#expr:1818-1524-78}}|skyblue|{{#expr:ceil(1524/650655)}}|title2=1524|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=birzelis}}
{{bar stacked|07-01|{{nobr|1825 (+7; +0,39 %)}}|orange|{{#expr:(1825-1536-78)/650655}}|title1={{#expr:1825-1536-78}}|skyblue|{{#expr:ceil(1536/650655)}}|title2=1536|red|{{#expr:ceil(78/650655)}}|title3=78|collapsed=yes|id=liepa}}
{{bar stacked|07-02|{{nobr|1828 (+3; +0,16 %)}}|orange|{{#expr:(1828-1539-79)/650655}}|title1={{#expr:1828-1539-79}}|skyblue|{{#expr:ceil(1539/650655)}}|title2=1539|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-03|{{nobr|1831 (+3; +0,16 %)}}|orange|{{#expr:(1831-1545-79)/650655}}|title1={{#expr:1831-1545-79}}|skyblue|{{#expr:ceil(1545/650655)}}|title2=1545|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-04|{{nobr|1836 (+5; +0,27 %)}}|orange|{{#expr:(1836-1545-79)/650655}}|title1={{#expr:1836-1545-79}}|skyblue|{{#expr:ceil(1545/650655)}}|title2=1545|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-05|{{nobr|1841 (+5; +0,27 %)}}|orange|{{#expr:(1841-1547-79)/650655}}|title1={{#expr:1841-1547-79}}|skyblue|{{#expr:ceil(1547/650655)}}|title2=1547|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-06|{{nobr|1844 (+3; +0,16 %)}}|orange|{{#expr:(1844-1547-79)/650655}}|title1={{#expr:1844-1547-79}}|skyblue|{{#expr:ceil(1547/650655)}}|title2=1547|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-07|{{nobr|1854 (+10; +0,54 %)}}|orange|{{#expr:(1854-1552-79)/650655}}|title1={{#expr:1854-1552-79}}|skyblue|{{#expr:ceil(1552/650655)}}|title2=1552|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-08|{{nobr|1857 (+3; +0,16 %)}}|orange|{{#expr:(1857-1564-79)/650655}}|title1={{#expr:1857-1564-79}}|skyblue|{{#expr:ceil(1564/650655)}}|title2=1564|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-09|{{nobr|1861 (+4; +0,21 %)}}|orange|{{#expr:(1861-1569-79)/650655}}|title1={{#expr:1861-1569-79}}|skyblue|{{#expr:ceil(1569/650655)}}|title2=1569|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-10|{{nobr|1865 (+4; +0,21 %)}}|orange|{{#expr:(1865-1571-79)/650655}}|title1={{#expr:1865-1571-79}}|skyblue|{{#expr:ceil(1571/650655)}}|title2=1571|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-11|{{nobr|1869 (+4; +0,21 %)}}|orange|{{#expr:(1869-1571-79)/650655}}|title1={{#expr:1869-1571-79}}|skyblue|{{#expr:ceil(1571/650655)}}|title2=1571|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-12|{{nobr|1874 (+5; +0,27 %)}}|orange|{{#expr:(1874-1571-79)/650655}}|title1={{#expr:1874-1571-79}}|skyblue|{{#expr:ceil(1571/650655)}}|title2=1571|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-13|{{nobr|1875 (+1; +0,05 %)}}|orange|{{#expr:(1875-1571-79)/650655}}|title1={{#expr:1875-1571-79}}|skyblue|{{#expr:ceil(1571/650655)}}|title2=1571|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-14|{{nobr|1882 (+7; +0,37 %)}}|orange|{{#expr:(1882-1582-79)/650655}}|title1={{#expr:1882-1582-79}}|skyblue|{{#expr:ceil(1582/650655)}}|title2=1582|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-15|{{nobr|1902 (+20; +1,1 %)}}|orange|{{#expr:(1902-1593-79)/650655}}|title1={{#expr:1902-1593-79}}|skyblue|{{#expr:ceil(1593/650655)}}|title2=1593|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-16|{{nobr|1908 (+6; +0,32 %)}}|orange|{{#expr:(1908-1595-79)/650655}}|title1={{#expr:1908-1595-79}}|skyblue|{{#expr:ceil(1595/650655)}}|title2=1595|red|{{#expr:ceil(79/650655)}}|title3=79|collapsed=yes|id=liepa}}
{{bar stacked|07-17|{{nobr|1915 (+7; +0,37 %)}}|orange|{{#expr:(1915-1600-80)/650655}}|title1={{#expr:1915-1600-80}}|skyblue|{{#expr:ceil(1600/650655)}}|title2=1600|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-18|{{nobr|1932 (+17; +0,89 %)}}|orange|{{#expr:(1932-1600-80)/650655}}|title1={{#expr:1932-1600-80}}|skyblue|{{#expr:ceil(1600/650655)}}|title2=1600|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-19|{{nobr|1947 (+15; +0,78 %)}}|orange|{{#expr:(1947-1601-80)/650655}}|title1={{#expr:1947-1601-80}}|skyblue|{{#expr:ceil(1601/650655)}}|title2=1601|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-20|{{nobr|1949 (+2; +0,10 %)}}|orange|{{#expr:(1949-1601-80)/650655}}|title1={{#expr:1949-1601-80}}|skyblue|{{#expr:ceil(1601/650655)}}|title2=1601|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-21|{{nobr|1951 (+2; +0,10 %)}}|orange|{{#expr:(1951-1607-80)/650655}}|title1={{#expr:1951-1607-80}}|skyblue|{{#expr:ceil(1607/650655)}}|title2=1607|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-22|{{nobr|1960 (+9; +0,46 %)}}|orange|{{#expr:(1960-1611-80)/650655}}|title1={{#expr:1960-1611-80}}|skyblue|{{#expr:ceil(1611/650655)}}|title2=1611|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-23|{{nobr|1986 (+26; +1,3 %)}}|orange|{{#expr:(1986-1616-80)/650655}}|title1={{#expr:1986-1616-80}}|skyblue|{{#expr:ceil(1616/650655)}}|title2=1616|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-24|{{nobr|2001 (+15; +0,76 %)}}|orange|{{#expr:(2001-1616-80)/650655}}|title1={{#expr:2001-1616-80}}|skyblue|{{#expr:ceil(1616/650655)}}|title2=1616|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-25|{{nobr|2008 (+7; +0,35 %)}}|orange|{{#expr:(2008-1616-80)/650655}}|title1={{#expr:2008-1616-80}}|skyblue|{{#expr:ceil(1616/650655)}}|title2=1616|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-26|{{nobr|2019 (+11; +0,55 %)}}|orange|{{#expr:(2019-1620-80)/650655}}|title1={{#expr:2019-1620-80}}|skyblue|{{#expr:ceil(1620/650655)}}|title2=1620|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-27|{{nobr|2027 (+8; +0,39 %)}}|orange|{{#expr:(2027-1623-80)/650655}}|title1={{#expr:2027-1623-80}}|skyblue|{{#expr:ceil(1623/650655)}}|title2=1623|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-28|{{nobr|2043 (+16; +0,79 %)}}|orange|{{#expr:(2043-1643-80)/650655}}|title1={{#expr:2043-1643-80}}|skyblue|{{#expr:ceil(1643/650655)}}|title2=1643|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-29|{{nobr|2062 (+19; +0,93 %)}}|orange|{{#expr:(2062-1639-80)/650655}}|title1={{#expr:2062-1639-80}}|skyblue|{{#expr:ceil(1639/650655)}}|title2=1639|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-30|{{nobr|2075 (+13; +0,63 %)}}|orange|{{#expr:(2075-1644-80)/650655}}|title1={{#expr:2075-1644-80}}|skyblue|{{#expr:ceil(1644/650655)}}|title2=1644|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|07-31|{{nobr|2093 (+18; +0,87 %)}}|orange|{{#expr:(2093-1644-80)/650655}}|title1={{#expr:2093-1644-80}}|skyblue|{{#expr:ceil(1644/650655)}}|title2=1644|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=liepa}}
{{bar stacked|08-01|{{nobr|2110 (+17; +0,81 %)}}|orange|{{#expr:(2110-1644-80)/650655}}|title1={{#expr:2110-1644-80}}|skyblue|{{#expr:ceil(1644/650655)}}|title2=1644|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-02|{{nobr|2120 (+10; +0,47 %)}}|orange|{{#expr:(2120-1645-80)/650655}}|title1={{#expr:2120-1645-80}}|skyblue|{{#expr:ceil(1645/650655)}}|title2=1645|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-03|{{nobr|2137 (+17; +0,80 %)}}|orange|{{#expr:(2137-1647-80)/650655}}|title1={{#expr:2137-1647-80}}|skyblue|{{#expr:ceil(1647/650655)}}|title2=1647|red|{{#expr:ceil(80/650655)}}|title3=80|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-04|{{nobr|2147 (+10; +0,47 %)}}|orange|{{#expr:(2147-1650-81)/650655}}|title1={{#expr:2147-1650-81}}|skyblue|{{#expr:ceil(1650/650655)}}|title2=1650|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-05|{{nobr|2171 (+24; +1,1 %)}}|orange|{{#expr:(2171-1656-81)/650655}}|title1={{#expr:2171-1656-81}}|skyblue|{{#expr:ceil(1656/650655)}}|title2=1656|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-06|{{nobr|2194 (+23; +1,1 %)}}|orange|{{#expr:(2194-1658-81)/650655}}|title1={{#expr:2194-1658-81}}|skyblue|{{#expr:ceil(1658/650655)}}|title2=1658|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-07|{{nobr|2231 (+37; +1,7 %)}}|orange|{{#expr:(2231-1668-81)/650655}}|title1={{#expr:2231-1668-81}}|skyblue|{{#expr:ceil(1668/650655)}}|title2=1668|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-08|{{nobr|2252 (+21; +0,94 %)}}|orange|{{#expr:(2252-1670-81)/650655}}|title1={{#expr:2252-1670-81}}|skyblue|{{#expr:ceil(1670/650655)}}|title2=1670|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-09|{{nobr|2265 (+13; +0,58 %)}}|orange|{{#expr:(2265-1670-81)/650655}}|title1={{#expr:2265-1670-81}}|skyblue|{{#expr:ceil(1670/650655)}}|title2=1670|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-10|{{nobr|2283 (+18; +0,79 %)}}|orange|{{#expr:(2283-1679-81)/650655}}|title1={{#expr:2283-1679-81}}|skyblue|{{#expr:ceil(1679/650655)}}|title2=1679|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-11|{{nobr|2309 (+26; +1,1 %)}}|orange|{{#expr:(2309-1683-81)/650655}}|title1={{#expr:2309-1683-81}}|skyblue|{{#expr:ceil(1683/650655)}}|title2=1683|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-12|{{nobr|2330 (+21; +0,91 %)}}|orange|{{#expr:(2330-1689-81)/650655}}|title1={{#expr:2330-1689-81}}|skyblue|{{#expr:ceil(1689/650655)}}|title2=1689|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-13|{{nobr|2352 (+22; +0,94 %)}}|orange|{{#expr:(2352-1691-81)/650655}}|title1={{#expr:2352-1691-81}}|skyblue|{{#expr:ceil(1691/650655)}}|title2=1691|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-14|{{nobr|2386 (+34; +1,4 %)}}|orange|{{#expr:(2386-1704-81)/650655}}|title1={{#expr:2386-1704-81}}|skyblue|{{#expr:ceil(1704/650655)}}|title2=1704|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-15|{{nobr|2416 (+30; +1,3 %)}}|orange|{{#expr:(2416-1705-81)/650655}}|title1={{#expr:2416-1705-81}}|skyblue|{{#expr:ceil(1705/650655)}}|title2=1705|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-16|{{nobr|2436 (+20; +0,83 %)}}|orange|{{#expr:(2436-1705-81)/650655}}|title1={{#expr:2436-1705-81}}|skyblue|{{#expr:ceil(1705/650655)}}|title2=1705|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-17|{{nobr|2474 (+38; +1,5 %)}}|orange|{{#expr:(2474-1733-81)/650655}}|title1={{#expr:2474-1733-81}}|skyblue|{{#expr:ceil(1733/650655)}}|title2=1733|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-18|{{nobr|2496 (+23; +0,93 %)}}|orange|{{#expr:(2496-1739-81)/650655}}|title1={{#expr:2496-1739-81}}|skyblue|{{#expr:ceil(1739/650655)}}|title2=1739|red|{{#expr:ceil(81/650655)}}|title3=81|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-19|{{nobr|2528 (+32; +1,3 %)}}|orange|{{#expr:(2528-1747-82)/650655}}|title1={{#expr:2528-1747-82}}|skyblue|{{#expr:ceil(1747/650655)}}|title2=1747|red|{{#expr:ceil(82/650655)}}|title3=82|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-20|{{nobr|2564 (+37; +1,5 %)}}|orange|{{#expr:(2564-1755-83)/650655}}|title1={{#expr:2564-1755-83}}|skyblue|{{#expr:ceil(1755/650655)}}|title2=1755|red|{{#expr:ceil(83/650655)}}|title3=83|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-21|{{nobr|2594 (+30; +1,2 %)}}|orange|{{#expr:(2594-1766-84)/650655}}|title1={{#expr:2594-1766-84}}|skyblue|{{#expr:ceil(1766/650655)}}|title2=1766|red|{{#expr:ceil(84/650655)}}|title3=84|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-22|{{nobr|2635 (+41; +1,6 %)}}|orange|{{#expr:(2635-1766-84)/650655}}|title1={{#expr:2635-1766-84}}|skyblue|{{#expr:ceil(1766/650655)}}|title2=1766|red|{{#expr:ceil(84/650655)}}|title3=84|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-23|{{nobr|2673 (+38; +1,4 %)}}|orange|{{#expr:(2673-1766-85)/650655}}|title1={{#expr:2673-1766-85}}|skyblue|{{#expr:ceil(1766/650655)}}|title2=1766|red|{{#expr:ceil(85/650655)}}|title3=85|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-24|{{nobr|2694 (+21; +0,78 %)}}|orange|{{#expr:(2694-1785-85)/650655}}|title1={{#expr:2694-1785-85}}|skyblue|{{#expr:ceil(1785/650655)}}|title2=1785|red|{{#expr:ceil(85/650655)}}|title3=85|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-25|{{nobr|2726 (+32; +1,2 %)}}|orange|{{#expr:(2726-1794-85)/650655}}|title1={{#expr:2726-1794-85}}|skyblue|{{#expr:ceil(1794/650655)}}|title2=1794|red|{{#expr:ceil(85/650655)}}|title3=85|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-26|{{nobr|2762 (+36; +1,3 %)}}|orange|{{#expr:(2762-1802-85)/650655}}|title1={{#expr:2762-1802-85}}|skyblue|{{#expr:ceil(1802/650655)}}|title2=1802|red|{{#expr:ceil(85/650655)}}|title3=85|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-27|{{nobr|2810 (+48; +1,7 %)}}|orange|{{#expr:(2810-1816-86)/650655}}|title1={{#expr:2810-1816-86}}|skyblue|{{#expr:ceil(1816/650655)}}|title2=1816|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-28|{{nobr|2839 (+29; +1,0 %)}}|orange|{{#expr:(2839-1833-86)/650655}}|title1={{#expr:2839-1833-86}}|skyblue|{{#expr:ceil(1833/650655)}}|title2=1833|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-29|{{nobr|2874 (+35; +1,2 %)}}|orange|{{#expr:(2874-1837-86)/650655}}|title1={{#expr:2874-1837-86}}|skyblue|{{#expr:ceil(1837/650655)}}|title2=1837|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-30|{{nobr|2906 (+32; +1,1 %)}}|orange|{{#expr:(2906-1840-86)/650655}}|title1={{#expr:2906-1840-86}}|skyblue|{{#expr:ceil(1840/650655)}}|title2=1840|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugpjutis}}
{{bar stacked|08-31|{{nobr|2929 (+23; +0,79 %)}}|orange|{{#expr:(2929-1857-86)/650655}}|title1={{#expr:2929-1857-86}}|skyblue|{{#expr:ceil(1857/650655)}}|title2=1857|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugpjutis}}
{{bar stacked|09-01|{{nobr|2958 (+29; +0,99 %)}}|orange|{{#expr:(2958-1874-86)/650655}}|title1={{#expr:2958-1874-86}}|skyblue|{{#expr:ceil(1874/650655)}}|title2=1874|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-02|{{nobr|2978 (+20; +0,68 %)}}|orange|{{#expr:(2978-1901-86)/650655}}|title1={{#expr:2978-1901-86}}|skyblue|{{#expr:ceil(1901/650655)}}|title2=1901|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-03|{{nobr|3004 (+26; +0,87 %)}}|orange|{{#expr:(3004-1920-86)/650655}}|title1={{#expr:3004-1920-86}}|skyblue|{{#expr:ceil(1920/650655)}}|title2=1920|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-04|{{nobr|3040 (+36; +1,2 %)}}|orange|{{#expr:(3040-1952-86)/650655}}|title1={{#expr:3040-1952-86}}|skyblue|{{#expr:ceil(1952/650655)}}|title2=1952|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-05|{{nobr|3083 (+43; +1,4 %)}}|orange|{{#expr:(3083-1954-86)/650655}}|title1={{#expr:3083-1954-86}}|skyblue|{{#expr:ceil(1954/650655)}}|title2=1954|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-06|{{nobr|3100 (+17; +0,55 %)}}|orange|{{#expr:(3100-1955-86)/650655}}|title1={{#expr:3100-1955-86}}|skyblue|{{#expr:ceil(1955/650655)}}|title2=1955|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-07|{{nobr|3131 (+31; +1,0 %)}}|orange|{{#expr:(3131-1994-86)/650655}}|title1={{#expr:3131-1994-86}}|skyblue|{{#expr:ceil(1994/650655)}}|title2=1994|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-08|{{nobr|3163 (+32; +1,0 %)}}|orange|{{#expr:(3163-2008-86)/650655}}|title1={{#expr:3163-2008-86}}|skyblue|{{#expr:ceil(2008/650655)}}|title2=2008|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-09|{{nobr|3199 (+36; +1,1 %)}}|orange|{{#expr:(3199-2030-86)/650655}}|title1={{#expr:3199-2030-86}}|skyblue|{{#expr:ceil(2030/650655)}}|title2=2030|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-10|{{nobr|3243 (+44; +1,4 %)}}|orange|{{#expr:(3243-2049-86)/650655}}|title1={{#expr:3243-2049-86}}|skyblue|{{#expr:ceil(2049/650655)}}|title2=2049|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-11|{{nobr|3296 (+53; +1,6 %)}}|orange|{{#expr:(3296-2070-86)/650655}}|title1={{#expr:3296-2070-86}}|skyblue|{{#expr:ceil(2070/650655)}}|title2=2070|red|{{#expr:ceil(86/650655)}}|title3=86|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-12|{{nobr|3335 (+39; +1,2 %)}}|orange|{{#expr:(3335-2070-87)/650655}}|title1={{#expr:3335-2070-87}}|skyblue|{{#expr:ceil(2070/650655)}}|title2=2070|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-13|{{nobr|3386 (+51; +1,5 %)}}|orange|{{#expr:(3386-2071-87)/650655}}|title1={{#expr:3386-2071-87}}|skyblue|{{#expr:ceil(2071/650655)}}|title2=2071|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-14|{{nobr|3397 (+11; +0,32 %)}}|orange|{{#expr:(3397-2094-87)/650655}}|title1={{#expr:3397-2094-87}}|skyblue|{{#expr:ceil(2094/650655)}}|title2=2094|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-15|{{nobr|3442 (+45; +1,3 %)}}|orange|{{#expr:(3442-2125-87)/650655}}|title1={{#expr:3442-2125-87}}|skyblue|{{#expr:ceil(2125/650655)}}|title2=2125|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-16|{{nobr|3504 (+62; +1,8 %)}}|orange|{{#expr:(3504-2149-87)/650655}}|title1={{#expr:3504-2149-87}}|skyblue|{{#expr:ceil(2149/650655)}}|title2=2149|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-17|{{nobr|3565 (+61; +1,8 %)}}|orange|{{#expr:(3565-2181-87)/650655}}|title1={{#expr:3565-2181-87}}|skyblue|{{#expr:ceil(2181/650655)}}|title2=2181|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-18|{{nobr|3664 (+99; +2,8 %)}}|orange|{{#expr:(3664-2197-87)/650655}}|title1={{#expr:3664-2197-87}}|skyblue|{{#expr:ceil(2197/650655)}}|title2=2197|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-19|{{nobr|3744 (+80; +2,2 %)}}|orange|{{#expr:(3744-2198-87)/650655}}|title1={{#expr:3744-2198-87}}|skyblue|{{#expr:ceil(2198/650655)}}|title2=2198|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-20|{{nobr|3814 (+70; +1,9 %)}}|orange|{{#expr:(3814-2199-87)/650655}}|title1={{#expr:3814-2199-87}}|skyblue|{{#expr:ceil(2199/650655)}}|title2=2199|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-21|{{nobr|3859 (+45; +1,2 %)}}|orange|{{#expr:(3859-2225-87)/650655}}|title1={{#expr:3859-2225-87}}|skyblue|{{#expr:ceil(2225/650655)}}|title2=2225|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-22|{{nobr|3932 (+73; +1,9 %)}}|orange|{{#expr:(3932-2246-87)/650655}}|title1={{#expr:3932-2246-87}}|skyblue|{{#expr:ceil(2246/650655)}}|title2=2246|red|{{#expr:ceil(87/650655)}}|title3=87|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-23|{{nobr|4070 (+138; +3,5 %)}}|orange|{{#expr:(4070-2253-89)/650655}}|title1={{#expr:4070-2253-89}}|skyblue|{{#expr:ceil(2253/650655)}}|title2=2253|red|{{#expr:ceil(89/650655)}}|title3=89|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-24|{{nobr|4184 (+114; +2,8 %)}}|orange|{{#expr:(4184-2298-89)/650655}}|title1={{#expr:4184-2298-89}}|skyblue|{{#expr:ceil(2298/650655)}}|title2=2298|red|{{#expr:ceil(89/650655)}}|title3=89|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-25|{{nobr|4295 (+111; +2,7 %)}}|orange|{{#expr:(4295-2319-89)/650655}}|title1={{#expr:4295-2319-89}}|skyblue|{{#expr:ceil(2319/650655)}}|title2=2319|red|{{#expr:ceil(89/650655)}}|title3=89|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-26|{{nobr|4385 (+90; +2,1 %)}}|orange|{{#expr:(4385-2327-91)/650655}}|title1={{#expr:4385-2327-91}}|skyblue|{{#expr:ceil(2327/650655)}}|title2=2327|red|{{#expr:ceil(91/650655)}}|title3=91|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-27|{{nobr|4490 (+105; +2,4 %)}}|orange|{{#expr:(4490-2327-92)/650655}}|title1={{#expr:4490-2327-92}}|skyblue|{{#expr:ceil(2327/650655)}}|title2=2327|red|{{#expr:ceil(92/650655)}}|title3=92|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-28|{{nobr|4578 (+88; +2,0 %)}}|orange|{{#expr:(4578-2349-92)/650655}}|title1={{#expr:4578-2349-92}}|skyblue|{{#expr:ceil(2349/650655)}}|title2=2349|red|{{#expr:ceil(92/650655)}}|title3=92|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-29|{{nobr|4693 (+115; +2,5 %)}}|orange|{{#expr:(4693-2365-92)/650655}}|title1={{#expr:4693-2365-92}}|skyblue|{{#expr:ceil(2365/650655)}}|title2=2365|red|{{#expr:ceil(92/650655)}}|title3=92|collapsed=yes|id=rugsėjis}}
{{bar stacked|09-30|{{nobr|4784 (+91; +1,9 %)}}|orange|{{#expr:(4784-2424-92)/650655}}|title1={{#expr:4784-2424-92}}|skyblue|{{#expr:ceil(2424/650655)}}|title2=2424|red|{{#expr:ceil(92/650655)}}|title3=92|collapsed=yes|id=rugsėjis}}
{{bar stacked|10-01|{{nobr|4956 (+172; +3,6 %)}}|orange|{{#expr:(4956-2466-93)/650655}}|title1={{#expr:4956-2466-93}}|skyblue|{{#expr:ceil(2466/650655)}}|title2=2466|red|{{#expr:ceil(93/650655)}}|title3=93|collapsed=yes|id=spalis}}
{{bar stacked|10-02|{{nobr|5081 (+125; +2,5 %)}}|orange|{{#expr:(5081-2494-94)/650655}}|title1={{#expr:5081-2494-94}}|skyblue|{{#expr:ceil(2494/650655)}}|title2=2494|red|{{#expr:ceil(94/650655)}}|title3=94|collapsed=yes|id=spalis}}
{{bar stacked|10-03|{{nobr|5185 (+104; +2,0 %)}}|orange|{{#expr:(5185-2495-94)/650655}}|title1={{#expr:5185-2495-94}}|skyblue|{{#expr:ceil(2495/650655)}}|title2=2495|red|{{#expr:ceil(94/650655)}}|title3=94|collapsed=yes|id=spalis}}
{{bar stacked|10-04|{{nobr|5285 (+100; +1,9 %)}}|orange|{{#expr:(5285-2497-94)/650655}}|title1={{#expr:5285-2497-94}}|skyblue|{{#expr:ceil(2497/650655)}}|title2=2497|red|{{#expr:ceil(94/650655)}}|title3=94|collapsed=yes|id=spalis}}
{{bar stacked|10-05|{{nobr|5366 (+81; +1,5 %)}}|orange|{{#expr:(5366-2546-99)/650655}}|title1={{#expr:5366-2546-99}}|skyblue|{{#expr:ceil(2546/650655)}}|title2=2546|red|{{#expr:ceil(99/650655)}}|title3=99|collapsed=yes|id=spalis}}
{{bar stacked|10-06|{{nobr|5483 (+117; +2,2 %)}}|orange|{{#expr:(5483-2600-101)/650655}}|title1={{#expr:5483-2600-101}}|skyblue|{{#expr:ceil(2600/650655)}}|title2=2600|red|{{#expr:ceil(101/650655)}}|title3=101|collapsed=yes|id=spalis}}
{{bar stacked|10-07|{{nobr|5625 (+142; +2,6 %)}}|orange|{{#expr:(5625-2660-102)/650655}}|title1={{#expr:5625-2660-102}}|skyblue|{{#expr:ceil(2660/650655)}}|title2=2660|red|{{#expr:ceil(102/650655)}}|title3=102|collapsed=yes|id=spalis}}
{{bar stacked|10-08|{{nobr|5758 (+133; +2,4 %)}}|orange|{{#expr:(5758-2722-103)/650655}}|title1={{#expr:5758-2722-103}}|skyblue|{{#expr:ceil(2722/650655)}}|title2=2722|red|{{#expr:ceil(103/650655)}}|title3=103|collapsed=yes|id=spalis}}
{{bar stacked|10-09|{{nobr|5962 (+204; +3,6 %)}}|orange|{{#expr:(5962-2751-103)/650655}}|title1={{#expr:5962-2751-103}}|skyblue|{{#expr:ceil(2751/650655)}}|title2=2751|red|{{#expr:ceil(103/650655)}}|title3=103|collapsed=yes|id=spalis}}
{{bar stacked|10-10|{{nobr|6122 (+160; +2,7 %)}}|orange|{{#expr:(6122-2777-103)/650655}}|title1={{#expr:6122-2777-103}}|skyblue|{{#expr:ceil(2777/650655)}}|title2=2777|red|{{#expr:ceil(103/650655)}}|title3=103|collapsed=yes|id=spalis}}
{{bar stacked|10-11|{{nobr|6248 (+125; +2,0 %)}}|orange|{{#expr:(6248-2793-103)/650655}}|title1={{#expr:6248-2793-103}}|skyblue|{{#expr:ceil(2793/650655)}}|title2=2793|red|{{#expr:ceil(103/650655)}}|title3=103|collapsed=yes|id=spalis}}
{{bar stacked|10-12|{{nobr|6366 (+118; +1,9 %)}}|orange|{{#expr:(6366-2842-106)/650655}}|title1={{#expr:6366-2842-106}}|skyblue|{{#expr:ceil(2842/650655)}}|title2=2842|red|{{#expr:ceil(106/650655)}}|title3=106|collapsed=yes|id=spalis}}
{{bar stacked|10-13|{{nobr|6505 (+139; +2,2 %)}}|orange|{{#expr:(6505-2903-109)/650655}}|title1={{#expr:6505-2903-109}}|skyblue|{{#expr:ceil(2903/650655)}}|title2=2903|red|{{#expr:ceil(109/650655)}}|title3=109|collapsed=yes|id=spalis}}
{{bar stacked|10-14|{{nobr|6760 (+255; +3,9 %)}}|orange|{{#expr:(6760-2983-110)/650655}}|title1={{#expr:6760-2983-110}}|skyblue|{{#expr:ceil(2983/650655)}}|title2=2983|red|{{#expr:ceil(110/650655)}}|title3=110|collapsed=yes|id=spalis}}
{{bar stacked|10-15|{{nobr|7041 (+281; +4,2 %)}}|orange|{{#expr:(7041-3035-112)/650655}}|title1={{#expr:7041-3035-112}}|skyblue|{{#expr:ceil(3035/650655)}}|title2=3035|red|{{#expr:ceil(112/650655)}}|title3=112|collapsed=yes|id=spalis}}
{{bar stacked|10-16|{{nobr|7269 (+228; +3,2 %)}}|orange|{{#expr:(7269-3097-113)/650655}}|title1={{#expr:7269-3097-113}}|skyblue|{{#expr:ceil(3097/650655)}}|title2=3097|red|{{#expr:ceil(113/650655)}}|title3=113|collapsed=yes|id=spalis}}
{{bar stacked|10-17|{{nobr|7521 (+252; +3,5 %)}}|orange|{{#expr:(7521-3097-113)/650655}}|title1={{#expr:7521-3097-113}}|skyblue|{{#expr:ceil(3097/650655)}}|title2=3097|red|{{#expr:ceil(113/650655)}}|title3=113|collapsed=yes|id=spalis}}
{{bar stacked|10-18|{{nobr|7726 (+205; +2,7 %)}}|orange|{{#expr:(7726-3110-113)/650655}}|title1={{#expr:7726-3110-113}}|skyblue|{{#expr:ceil(3110/650655)}}|title2=3110|red|{{#expr:ceil(113/650655)}}|title3=113|collapsed=yes|id=spalis}}
{{bar stacked|10-19|{{nobr|7928 (+202; +2,6 %)}}|orange|{{#expr:(7928-3276-118)/650655}}|title1={{#expr:7928-3276-118}}|skyblue|{{#expr:ceil(3276/650655)}}|title2=3276|red|{{#expr:ceil(118/650655)}}|title3=118|collapsed=yes|id=spalis}}
{{bar stacked|10-20|{{nobr|8239 (+311; +3,9 %)}}|orange|{{#expr:(8239-3599-120)/650655}}|title1={{#expr:8239-3599-120}}|skyblue|{{#expr:ceil(3599/650655)}}|title2=3599|red|{{#expr:ceil(120/650655)}}|title3=120|collapsed=yes|id=spalis}}
{{bar stacked|10-21|{{nobr|8663 (+424; +5,1 %)}}|orange|{{#expr:(8663-3773-125)/650655}}|title1={{#expr:8663-3773-125}}|skyblue|{{#expr:ceil(3773/650655)}}|title2=3773|red|{{#expr:ceil(125/650655)}}|title3=125|collapsed=yes|id=spalis}}
{{bar stacked|10-22|{{nobr|9104 (+442; +5,1 %)}}|orange|{{#expr:(9104-3978-126)/650655}}|title1={{#expr:9104-3978-126}}|skyblue|{{#expr:ceil(3978/650655)}}|title2=3978|red|{{#expr:ceil(126/650655)}}|title3=126|collapsed=yes|id=spalis}}
{{bar stacked|10-23|{{nobr|9578 (+474; +5,2 %)}}|orange|{{#expr:(9578-4015-129)/650655}}|title1={{#expr:9578-4015-129}}|skyblue|{{#expr:ceil(4015/650655)}}|title2=4015|red|{{#expr:ceil(129/650655)}}|title3=129|collapsed=yes|id=spalis}}
{{bar stacked|10-24|{{nobr|10184 (+606; +6,3 %)}}|orange|{{#expr:(10184-4073-134)/650655}}|title1={{#expr:10184-4073-134}}|skyblue|{{#expr:ceil(4073/650655)}}|title2=4073|red|{{#expr:ceil(134/650655)}}|title3=134|collapsed=yes|id=spalis}}
{{bar stacked|10-25|{{nobr|10949 (+765; +7,5 %)}}|orange|{{#expr:(10949-4166-136)/650655}}|title1={{#expr:10949-4166-136}}|skyblue|{{#expr:ceil(4166/650655)}}|title2=4166|red|{{#expr:ceil(136/650655)}}|title3=136|collapsed=yes|id=spalis}}
{{bar stacked|10-26|{{nobr|11362 (+413; +3,8 %)}}|orange|{{#expr:(11362-4329-141)/650655}}|title1={{#expr:11362-4329-141}}|skyblue|{{#expr:ceil(4329/650655)}}|title2=4329|red|{{#expr:ceil(141/650655)}}|title3=141|collapsed=yes|id=spalis}}
{{bar stacked|10-27|{{nobr|12138 (+776; +6,8 %)}}|orange|{{#expr:(12138-4502-144)/650655}}|title1={{#expr:12138-4502-144}}|skyblue|{{#expr:ceil(4502/650655)}}|title2=4502|red|{{#expr:ceil(144/650655)}}|title3=144|collapsed=yes|id=spalis}}
{{bar stacked|10-28|{{nobr|13088 (+950; +7,8 %)}}|orange|{{#expr:(13088-4582-150)/650655}}|title1={{#expr:13088-4582-150}}|skyblue|{{#expr:ceil(4582/650655)}}|title2=4582|red|{{#expr:ceil(150/650655)}}|title3=150|collapsed=yes|id=spalis}}
{{bar stacked|10-29|{{nobr|13823 (+735; +5,6 %)}}|orange|{{#expr:(13823-4691-157)/650655}}|title1={{#expr:13823-4691-157}}|skyblue|{{#expr:ceil(4691/650655)}}|title2=4691|red|{{#expr:ceil(157/650655)}}|title3=157|collapsed=yes|id=spalis}}
{{bar stacked|10-30|{{nobr|14824 (+1001; +7,2 %)}}|orange|{{#expr:(14824-4872-165)/650655}}|title1={{#expr:14824-4872-165}}|skyblue|{{#expr:ceil(4872/650655)}}|title2=4872|red|{{#expr:ceil(165/650655)}}|title3=165|collapsed=yes|id=spalis}}
{{bar stacked|10-31|{{nobr|15719 (+895; +6,0 %)}}|orange|{{#expr:(15719-4883-166)/650655}}|title1={{#expr:15719-4883-166}}|skyblue|{{#expr:ceil(4883/650655)}}|title2=4883|red|{{#expr:ceil(166/650655)}}|title3=166|collapsed=yes|id=spalis}}
{{bar stacked|11-01|{{nobr|16556 (+837; +5,3 %)}}|orange|{{#expr:(16556-4891-170)/650655}}|title1={{#expr:16556-4891-170}}|skyblue|{{#expr:ceil(4891/650655)}}|title2=4891|red|{{#expr:ceil(170/650655)}}|title3=170|collapsed=yes|id=lapkritis}}
{{bar stacked|11-02|{{nobr|17453 (+897; +5,4 %)}}|orange|{{#expr:(17453-4934-175)/650655}}|title1={{#expr:17453-4934-175}}|skyblue|{{#expr:ceil(4934/650655)}}|title2=4934|red|{{#expr:ceil(175/650655)}}|title3=175|collapsed=yes|id=lapkritis}}
{{bar stacked|11-03|{{nobr|18092 (+639; +3,6 %)}}|orange|{{#expr:(18092-5082-182)/650655}}|title1={{#expr:18092-5082-182}}|skyblue|{{#expr:ceil(5082/650655)}}|title2=5082|red|{{#expr:ceil(182/650655)}}|title3=182|collapsed=yes|id=lapkritis}}
{{bar stacked|11-04|{{nobr|19091 (+999; +5,5 %)}}|orange|{{#expr:(19091-5285-186)/650655}}|title1={{#expr:19091-5285-186}}|skyblue|{{#expr:ceil(5285/650655)}}|title2=5285|red|{{#expr:ceil(186/650655)}}|title3=186|collapsed=yes|id=lapkritis}}
{{bar stacked|11-05|{{nobr|20747 (+1656; +8,7 %)}}|orange|{{#expr:(20747-5454-192)/650655}}|title1={{#expr:20747-5454-192}}|skyblue|{{#expr:ceil(5454/650655)}}|title2=5454|red|{{#expr:ceil(192/650655)}}|title3=192|collapsed=yes|id=lapkritis}}
{{bar stacked|11-06|{{nobr|22719 (+1972; +9,5 %)}}|orange|{{#expr:(22719-5615-203)/650655}}|title1={{#expr:22719-5615-203}}|skyblue|{{#expr:ceil(5615/650655)}}|title2=5615|red|{{#expr:ceil(203/650655)}}|title3=203|collapsed=yes|id=lapkritis}}
{{bar stacked|11-07|{{nobr|24699 (+1980; +8,7 %)}}|orange|{{#expr:(24699-5700-207)/650655}}|title1={{#expr:24699-5700-207}}|skyblue|{{#expr:ceil(5700/650655)}}|title2=5700|red|{{#expr:ceil(207/650655)}}|title3=207|collapsed=yes|id=lapkritis}}
{{bar stacked|11-08|{{nobr|25755 (+1056; +4,3 %)}}|orange|{{#expr:(25755-5813-210)/650655}}|title1={{#expr:25755-5813-210}}|skyblue|{{#expr:ceil(5813/650655)}}|title2=5813|red|{{#expr:ceil(210/650655)}}|title3=210|collapsed=yes|id=lapkritis}}
{{bar stacked|11-09|{{nobr|26841 (+1109; +4,3 %)}}|orange|{{#expr:(26841-5962-221)/650655}}|title1={{#expr:26841-5962-221}}|skyblue|{{#expr:ceil(5962/650655)}}|title2=5962|red|{{#expr:ceil(221/650655)}}|title3=221|collapsed=yes|id=lapkritis}}
{{bar stacked|11-10|{{nobr|28262 (+1433; +5,3 %)}}|orange|{{#expr:(28262-6608-235)/650655}}|title1={{#expr:28262-6608-235}}|skyblue|{{#expr:ceil(6608/650655)}}|title2=6608|red|{{#expr:ceil(235/650655)}}|title3=235|collapsed=yes|id=lapkritis}}
{{bar stacked|11-11|{{nobr|29812 (+1553; +5,5 %)}}|orange|{{#expr:(29812-7096-244)/650655}}|title1={{#expr:29812-7096-244}}|skyblue|{{#expr:ceil(7096/650655)}}|title2=7096|red|{{#expr:ceil(244/650655)}}|title3=244|collapsed=yes|id=lapkritis}}
{{bar stacked|11-12|{{nobr|31878 (+2066; +6,9 %)}}|orange|{{#expr:(31878-7247-253)/650655}}|title1={{#expr:31878-7247-253}}|skyblue|{{#expr:ceil(7247/650655)}}|title2=7247|red|{{#expr:ceil(253/650655)}}|title3=253|collapsed=yes|id=lapkritis}}
{{bar stacked|11-13|{{nobr|33387 (+1509; +4,8 %)}}|orange|{{#expr:(33387-7697-266)/650655}}|title1={{#expr:33387-7697-266}}|skyblue|{{#expr:ceil(7697/650655)}}|title2=7697|red|{{#expr:ceil(266/650655)}}|title3=266|collapsed=yes|id=lapkritis}}
{{bar stacked|11-14|{{nobr|34758 (+1371; +4,1 %)}}|orange|{{#expr:(34758-7753-277)/650655}}|title1={{#expr:34758-7753-277}}|skyblue|{{#expr:ceil(7753/650655)}}|title2=7753|red|{{#expr:ceil(277/650655)}}|title3=277|collapsed=yes|id=lapkritis}}
{{bar stacked|11-15|{{nobr|35911 (+1153; +3,3 %)}}|orange|{{#expr:(35911-7882-285)/650655}}|title1={{#expr:35911-7882-285}}|skyblue|{{#expr:ceil(7882/650655)}}|title2=7882|red|{{#expr:ceil(285/650655)}}|title3=285|collapsed=yes|id=lapkritis}}
{{bar stacked|11-16|{{nobr|36876 (+965; +2,7 %)}}|orange|{{#expr:(36876-8566-299)/650655}}|title1={{#expr:36876-8566-299}}|skyblue|{{#expr:ceil(8566/650655)}}|title2=8566|red|{{#expr:ceil(299/650655)}}|title3=299|collapsed=yes|id=lapkritis}}
{{bar stacked|11-17|{{nobr|38810 (+1934; +5,2 %)}}|orange|{{#expr:(38810-9362-323)/650655}}|title1={{#expr:38810-9362-323}}|skyblue|{{#expr:ceil(9362/650655)}}|title2=9362|red|{{#expr:ceil(323/650655)}}|title3=323|collapsed=yes|id=lapkritis}}
{{bar stacked|11-18|{{nobr|40492 (+1680; +4,3 %)}}|orange|{{#expr:(40492-10008-341)/650655}}|title1={{#expr:40492-10008-341}}|skyblue|{{#expr:ceil(10008/650655)}}|title2=10008|red|{{#expr:ceil(341/650655)}}|title3=341|collapsed=yes|id=lapkritis}}
{{bar stacked|11-19|{{nobr|42757 (+2265; +5,6 %)}}|orange|{{#expr:(42757-10498-357)/650655}}|title1={{#expr:42757-10498-357}}|skyblue|{{#expr:ceil(10498/650655)}}|title2=10498|red|{{#expr:ceil(357/650655)}}|title3=357|collapsed=yes|id=lapkritis}}
{{bar stacked|11-20|{{nobr|44740 (+1983; +4,6 %)}}|orange|{{#expr:(44740-10869-374)/650655}}|title1={{#expr:44740-10869-374}}|skyblue|{{#expr:ceil(10869/650655)}}|title2=10869|red|{{#expr:ceil(374/650655)}}|title3=374|collapsed=yes|id=lapkritis}}
{{bar stacked|11-21|{{nobr|47047 (+2307; +5,2 %)}}|orange|{{#expr:(47047-10945-386)/650655}}|title1={{#expr:47047-10945-386}}|skyblue|{{#expr:ceil(10945/650655)}}|title2=10945|red|{{#expr:ceil(386/650655)}}|title3=386|collapsed=yes|id=lapkritis}}
{{bar stacked|11-22|{{nobr|48226 (+1192; +2,5 %)}}|orange|{{#expr:(48226-11032-392)/650655}}|title1={{#expr:48226-11032-392}}|skyblue|{{#expr:ceil(11032/650655)}}|title2=11032|red|{{#expr:ceil(392/650655)}}|title3=392|collapsed=yes|id=lapkritis}}
{{bar stacked|11-23|{{nobr|49393 (+1167; +2,4 %)}}|orange|{{#expr:(49393-11595-409)/650655}}|title1={{#expr:49393-11595-409}}|skyblue|{{#expr:ceil(11595/650655)}}|title2=11595|red|{{#expr:ceil(409/650655)}}|title3=409|collapsed=yes|id=lapkritis}}
{{bar stacked|11-24|{{nobr|51655 (+2262; +4,6 %)}}|orange|{{#expr:(51655-12282-432)/650655}}|title1={{#expr:51655-12282-432}}|skyblue|{{#expr:ceil(12282/650655)}}|title2=12282|red|{{#expr:ceil(432/650655)}}|title3=432|collapsed=yes|id=lapkritis}}
{{bar stacked|11-25|{{nobr|53757 (+2104; +4,1 %)}}|orange|{{#expr:(53757-12655-449)/650655}}|title1={{#expr:53757-12655-449}}|skyblue|{{#expr:ceil(12655/650655)}}|title2=12655|red|{{#expr:ceil(449/650655)}}|title3=449|collapsed=yes|id=lapkritis}}
{{bar stacked|11-26|{{nobr|56095 (+2338; +4,3 %)}}|orange|{{#expr:(56095-13514-471)/650655}}|title1={{#expr:56095-13514-471}}|skyblue|{{#expr:ceil(13514/650655)}}|title2=13514|red|{{#expr:ceil(471/650655)}}|title3=471|collapsed=yes|id=lapkritis}}
{{bar stacked|11-27|{{nobr|58212 (+2117; +3,8 %)}}|orange|{{#expr:(58212-14056-482)/650655}}|title1={{#expr:58212-14056-482}}|skyblue|{{#expr:ceil(14056/650655)}}|title2=14056|red|{{#expr:ceil(482/650655)}}|title3=482|collapsed=yes|id=lapkritis}}
{{bar stacked|11-28|{{nobr|60193 (+1981; +3,4 %)}}|orange|{{#expr:(60193-14120-493)/650655}}|title1={{#expr:60193-14120-493}}|skyblue|{{#expr:ceil(14120/650655)}}|title2=14120|red|{{#expr:ceil(493/650655)}}|title3=493|collapsed=yes|id=lapkritis}}
{{bar stacked|11-29|{{nobr|61325 (+1132; +1,9 %)}}|orange|{{#expr:(61325-14211-505)/650655}}|title1={{#expr:61325-14211-505}}|skyblue|{{#expr:ceil(14211/650655)}}|title2=14211|red|{{#expr:ceil(505/650655)}}|title3=505|collapsed=yes|id=lapkritis}}
{{bar stacked|11-30|{{nobr|62515 (+1190; +1,9 %)}}|orange|{{#expr:(62515-15077-519)/650655}}|title1={{#expr:62515-15077-519}}|skyblue|{{#expr:ceil(15077/650655)}}|title2=15077|red|{{#expr:ceil(519/650655)}}|title3=519|collapsed=yes|id=lapkritis}}
{{bar stacked|12-01|{{nobr|64621 (+2106; +3,4 %)}}|orange|{{#expr:(64621-25278-547)/650655}}|title1={{#expr:64621-25278-547}}|skyblue|{{#expr:ceil(25278/650655)}}|title2=25278|red|{{#expr:ceil(547/650655)}}|title3=547|collapsed=yes|id=gruodis}}
{{bar stacked|12-02|{{nobr|67066 (+2445; +3,8 %)}}|orange|{{#expr:(67066-26836-564)/650655}}|title1={{#expr:67066-26836-564}}|skyblue|{{#expr:ceil(26836/650655)}}|title2=26836|red|{{#expr:ceil(564/650655)}}|title3=564|collapsed=yes|id=gruodis}}
{{bar stacked|12-03|{{nobr|69582 (+2516; +3,8 %)}}|orange|{{#expr:(69582-27760-590)/650655}}|title1={{#expr:69582-27760-590}}|skyblue|{{#expr:ceil(27760/650655)}}|title2=27760|red|{{#expr:ceil(590/650655)}}|title3=590|collapsed=yes|id=gruodis}}
{{bar stacked|12-04|{{nobr|72430 (+2848; +4,1 %)}}|orange|{{#expr:(72430-30277-611)/650655}}|title1={{#expr:72430-30277-611}}|skyblue|{{#expr:ceil(30277/650655)}}|title2=30277|red|{{#expr:ceil(611/650655)}}|title3=611|collapsed=yes|id=gruodis}}
{{bar stacked|12-05|{{nobr|74649 (+2219; +3,1 %)}}|orange|{{#expr:(74649-30390-626)/650655}}|title1={{#expr:74649-30390-626}}|skyblue|{{#expr:ceil(30390/650655)}}|title2=30390|red|{{#expr:ceil(626/650655)}}|title3=626|collapsed=yes|id=gruodis}}
{{bar stacked|12-06|{{nobr|76036 (+1387; +1,9 %)}}|orange|{{#expr:(76036-30449-637)/650655}}|title1={{#expr:76036-30449-637}}|skyblue|{{#expr:ceil(30449/650655)}}|title2=30449|red|{{#expr:ceil(637/650655)}}|title3=637|collapsed=yes|id=gruodis}}
{{bar stacked|12-07|{{nobr|77426 (+1390; +1,8 %)}}|orange|{{#expr:(77426-32399-673)/650655}}|title1={{#expr:77426-32399-673}}|skyblue|{{#expr:ceil(32399/650655)}}|title2=32399|red|{{#expr:ceil(673/650655)}}|title3=673|collapsed=yes|id=gruodis}}
{{bar stacked|12-08|{{nobr|80556 (+3130; +4,0 %)}}|orange|{{#expr:(80556-33708-704)/650655}}|title1={{#expr:80556-33708-704}}|skyblue|{{#expr:ceil(33708/650655)}}|title2=33708|red|{{#expr:ceil(704/650655)}}|title3=704|collapsed=yes|id=gruodis}}
{{bar stacked|12-09|{{nobr|83883 (+3327; +4,1 %)}}|orange|{{#expr:(83883-34975-735)/650655}}|title1={{#expr:83883-34975-735}}|skyblue|{{#expr:ceil(34975/650655)}}|title2=34975|red|{{#expr:ceil(735/650655)}}|title3=735|collapsed=yes|id=gruodis}}
{{bar stacked|12-10|{{nobr|86949 (+3066; +3,7 %)}}|orange|{{#expr:(86949-36168-764)/650655}}|title1={{#expr:86949-36168-764}}|skyblue|{{#expr:ceil(36168/650655)}}|title2=36168|red|{{#expr:ceil(764/650655)}}|title3=764|collapsed=yes|id=gruodis}}
{{bar stacked|12-11|{{nobr|90252 (+3303; +3,8 %)}}|orange|{{#expr:(90252-38768-791)/650655}}|title1={{#expr:90252-38768-791}}|skyblue|{{#expr:ceil(38768/650655)}}|title2=38768|red|{{#expr:ceil(791/650655)}}|title3=791|collapsed=yes|id=gruodis}}
{{bar stacked|12-12|{{nobr|93101 (+2849; +3,2 %)}}|orange|{{#expr:(93101-38893-815)/650655}}|title1={{#expr:93101-38893-815}}|skyblue|{{#expr:ceil(38893/650655)}}|title2=38893|red|{{#expr:ceil(815/650655)}}|title3=815|collapsed=yes|id=gruodis}}
{{bar stacked|12-13|{{nobr|95021 (+1920; +2,1 %)}}|orange|{{#expr:(95021-38957-825)/650655}}|title1={{#expr:95021-38957-825}}|skyblue|{{#expr:ceil(38957/650655)}}|title2=38957|red|{{#expr:ceil(825/650655)}}|title3=825|collapsed=yes|id=gruodis}}
{{bar stacked|12-14|{{nobr|96452 (+1431; +1,5 %)}}|orange|{{#expr:(96452-41665-863)/650655}}|title1={{#expr:96452-41665-863}}|skyblue|{{#expr:ceil(41665/650655)}}|title2=41665|red|{{#expr:ceil(863/650655)}}|title3=863|collapsed=yes|id=gruodis}}
{{bar stacked|12-15|{{nobr|99869 (+3417; +3,5 %)}}|orange|{{#expr:(99869-43379-907)/650655}}|title1={{#expr:99869-43379-907}}|skyblue|{{#expr:ceil(43379/650655)}}|title2=43379|red|{{#expr:ceil(907/650655)}}|title3=907|collapsed=yes|id=gruodis}}
{{bar stacked|12-16|{{nobr|103028 (+3159; +3,2 %)}}|orange|{{#expr:(103028-45113-933)/650655}}|title1={{#expr:103028-45113-933}}|skyblue|{{#expr:ceil(45113/650655)}}|title2=45113|red|{{#expr:ceil(933/650655)}}|title3=933|collapsed=yes|id=gruodis}}
{{bar stacked|12-17|{{nobr|106210 (+3182; +3,1 %)}}|orange|{{#expr:(106210-46560-972)/650655}}|title1={{#expr:106210-46560-972}}|skyblue|{{#expr:ceil(46560/650655)}}|title2=46560|red|{{#expr:ceil(972/650655)}}|title3=972|collapsed=yes|id=gruodis}}
{{bar stacked|12-18|{{nobr|109429 (+3219; +3,0 %)}}|orange|{{#expr:(109429-50587-1005)/650655}}|title1={{#expr:109429-50587-1005}}|skyblue|{{#expr:ceil(50587/650655)}}|title2=50587|red|{{#expr:ceil(1005/650655)}}|title3=1005|collapsed=yes|id=gruodis}}
{{bar stacked|12-19|{{nobr|112359 (+2930; +2,7 %)}}|orange|{{#expr:(112359-50721-1019)/650655}}|title1={{#expr:112359-50721-1019}}|skyblue|{{#expr:ceil(50721/650655)}}|title2=50721|red|{{#expr:ceil(1019/650655)}}|title3=1019|collapsed=yes|id=gruodis}}
{{bar stacked|12-20|{{nobr|114487 (+2128; +1,9 %)}}|orange|{{#expr:(114487-50863-1039)/650655}}|title1={{#expr:114487-50863-1039}}|skyblue|{{#expr:ceil(50863/650655)}}|title2=50863|red|{{#expr:ceil(1039/650655)}}|title3=1039|collapsed=yes|id=gruodis}}
{{bar stacked|12-21|{{nobr|116358 (+1871; +1,6 %)}}|orange|{{#expr:(116358-54197-1093)/650655}}|title1={{#expr:116358-54197-1093}}|skyblue|{{#expr:ceil(54197/650655)}}|title2=54197|red|{{#expr:ceil(1093/650655)}}|title3=1093|collapsed=yes|id=gruodis}}
{{bar stacked|12-22|{{nobr|120094 (+3736; +3,2 %)}}|orange|{{#expr:(120094-55926-1143)/650655}}|title1={{#expr:120094-55926-1143}}|skyblue|{{#expr:ceil(55926/650655)}}|title2=55926|red|{{#expr:ceil(1143/650655)}}|title3=1143|collapsed=yes|id=gruodis}}
{{bar stacked|12-23|{{nobr|123889 (+3795; +3,2 %)}}|orange|{{#expr:(123889-60559-1186)/650655}}|title1={{#expr:123889-60559-1186}}|skyblue|{{#expr:ceil(60559/650655)}}|title2=60559|red|{{#expr:ceil(1186/650655)}}|title3=1186|collapsed=yes|id=gruodis}}
{{bar stacked|12-24|{{nobr|126581 (+2692; +2,2 %)}}|orange|{{#expr:(126581-60946-1205)/650655}}|title1={{#expr:126581-60946-1205}}|skyblue|{{#expr:ceil(60946/650655)}}|title2=60946|red|{{#expr:ceil(1205/650655)}}|title3=1205|collapsed=yes|id=gruodis}}
{{bar stacked|12-25|{{nobr|128931 (+2350; +1,9 %)}}|orange|{{#expr:(128931-61345-1228)/650655}}|title1={{#expr:128931-61345-1228}}|skyblue|{{#expr:ceil(61345/650655)}}|title2=61345|red|{{#expr:ceil(1228/650655)}}|title3=1228|collapsed=yes|id=gruodis}}
{{bar stacked|12-26|{{nobr|130598 (+1667; +1,3 %)}}|orange|{{#expr:(130598-61751-1254)/650655}}|title1={{#expr:130598-61751-1254}}|skyblue|{{#expr:ceil(61751/650655)}}|title2=61751|red|{{#expr:ceil(1254/650655)}}|title3=1254|collapsed=yes|id=gruodis}}
{{bar stacked|12-27|{{nobr|132369 (+1771; +1,4 %)}}|orange|{{#expr:(132369-62098-1269)/650655}}|title1={{#expr:132369-62098-1269}}|skyblue|{{#expr:ceil(62098/650655)}}|title2=62098|red|{{#expr:ceil(1269/650655)}}|title3=1269|collapsed=yes|id=gruodis}}
{{bar stacked|12-28|{{nobr|134285 (+1916; +1,4 %)}}|orange|{{#expr:(134285-66485-1347)/650655}}|title1={{#expr:134285-66485-1347}}|skyblue|{{#expr:ceil(66485/650655)}}|title2=66485|red|{{#expr:ceil(1347/650655)}}|title3=1347|collapsed=yes|id=gruodis}}
{{bar stacked|12-29|{{nobr|138219 (+3934; +2,9 %)}}|orange|{{#expr:(138219-66485-1422)/650655}}|title1={{#expr:138219-66485-1422}}|skyblue|{{#expr:ceil(66485/650655)}}|title2=66485|red|{{#expr:ceil(1422/650655)}}|title3=1422|collapsed=yes|id=gruodis}}
{{bar stacked|12-30|{{nobr|140579 (+2360; +1,7 %)}}|orange|{{#expr:(140579-71028-1458)/650655}}|title1={{#expr:140579-71028-1458}}|skyblue|{{#expr:ceil(71028/650655)}}|title2=71028|red|{{#expr:ceil(1458/650655)}}|title3=1458|collapsed=yes|id=gruodis}}
{{bar stacked|12-31|{{nobr|143903 (+3324; +2,4 %)}}|orange|{{#expr:(143903-76442-1589)/650655}}|title1={{#expr:143903-76442-1589}}|skyblue|{{#expr:ceil(76442/650655)}}|title2=76442|red|{{#expr:ceil(1589/650655)}}|title3=1589|collapsed=yes|id=gruodis}}
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}}
</center>
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